<snapdata remixID="10670131"><project name="21-22 U1L3.1 Student" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAAAXNSR0IArs4c6QAAAERlWElmTU0AKgAAAAgAAYdpAAQAAAABAAAAGgAAAAAAA6ABAAMAAAABAAEAAKACAAQAAAABAAAAoKADAAQAAAABAAAAeAAAAAAeaS0RAAAc7klEQVR4Ae2dCZwUxb3Hfz2zJyx7sDfLLteyXIuuKKIQBfEAvHIZg8Y8RaOJeYmJSTRqDjUBYyQv6suLGmLiy8P4nn4+MSaSIBo5xCBGYUF2uRYQWI5drr3Zc2Ze/Wu2Zmt6unt6Znpmetepz2e2qqurq/5V/d1/3dWKJ+V5D0yYetd21Lu2BYTMUoowLXkBaq8ciSdXzfDdv+cz23DO6lNY/tb5aJm8B4veXszvKT89B9iV5Qun5RBxat0z69fqaUBN7xpTwY/Pm4LV6x7iYSchDfioDu9Vb8HiMVUYfdu98Pz7Hii/nAo0pPMwTiSxPC9EhmMkdjywHMVr5yHv/QsD0trdtw5n3IcD/GWPSPLanXsaNSz9rvxTcpS67qydU1D5xHd179ONPUzmDk8TpiUtQKoy3DCs3k1653suzfG77ez14K5v/hFdc3/o7/+I8/pH/Hx0LrIcReyOAnqxwsiFV3CgExPeb8bmm4sh4PvXF4vw0c3HBwV8OXBi6s7jONR6BsemjMb5ySOw+cIyHL95LCpurdOFr3XSXpyeuQXDjhdh2NESUTQwA1/9NVUYVXYt8g51+Z4z64gWfKfZP0wfetDkqcdIRxmSlBSzIvnCzVl5HHvm5uD0mP5/WB346AHFrAYUsQtNKMMn7pHdk+5ASqebe5Hmo/9QMnbWfFP3NOJUawtOzKzgshbtrAemjkcDeuHodWHRZctQ+M86hqi/5iP4ZDPp2bu4JjQL31urvNroviu3YNI7TXJUhu5owicnnKaMiFgT7rs4W1PziXRCBpAePOHejwLHBBGHph0P+EiQrb2vosvTpimT7EnVbsM/HkXL+9uxa1IRUnOz+e2e5lbMPNGF7RUFIcEn4s765nVoPd0sLjVt0nwCPhHALIShwueozcX4x7+CQudEkVSATdUuaT4tEymEW5Y0BFS7cjoO+cKs267wkfyVSQtBhaZnFMWB4fOqcPTZO7BhezUOzJ7sg4+eGVd7BLUVhWHBR8+33LMBcOo3q7Xgo+e02k3kL5tw4MOySux3bUKjy19bi3iN4KMw9M+s1fYXzxvZpITUbT51+LAAVEciX8dL8wkZUpRhuhAWXpKDY8+k8A5HyeQKfGnGbFzS5IHrv17mj3ftO4Tc6ZPh7u0zXe2KdIVd0FiJ6Y5rWGvZKbx8th58IoARhOHC54G3ObTf9V4AhMHgI7moqVWeNEeIaNqWOdB7yONysEaNhUZONFZtPi3xBYQ1fW/4qmOCb9vDJ7D68v9jj3RjH/txk6Ng1MwqNLKLmWedqEn3hA/fu7Mx8fnbqa+GSjYyQL1whjdPJhh8FCjjdC//8QekP5HCJ6IiCMkUOit4b1ev2hXh9dr54r6eLXOgF0ZxOeF+6g5YpgHlROMJn8iwgJCqY3/4RIgBe9SoYqTs2I+eKWMjh68/2hFKPkqd5/oSSeroB97n4+8g+KgdWFLb7nfDKvhEpAThR71/023ziXDRhq/y8fuQu7fCGgDtBp8oRIKw7JISSfOJO/52QXExpnrSUH7Zj031dv2fBgqE5pNu0HDVYddWn0/x+l0M7sd817IjVvCJNNs9xuOG4cJH8dd/5q8iGU2bNB/Bl1lXjhSGX8Qa0K7wUe5PXfQ+Nvx4R3+1q1ke3LNB6cP0b6yU4FvgG2RWD7WoY9GDT2sQXAvCWMOnll99HQl8FBfBlbV7kjpafi3DRx5JnggBHArw0Tjf6Lk/QPLG2v5xPoIvl89wWAmfeCMyhEMNPpFHLQjV8FHYlEgAHCrw+Q8yRxc+8YK2PfxZ3tmIRptvz1fnY+Pv7xRJmbYj1XzqhGQIteCj8A1zCsPrBSfg6+/tSqVudu6Z5pzbppdHpcNB8P3zuSVeqVhP/JIlv5Uk1HdaDZ9IiSCsve+XKH3tet7mE/5k01zxM2vOD30qLgFffOFTfleOzDlOtLlYR4INMotxvo8fmop1yx6U3zGuu/hR5G/e5+envogWfOp05GuCj8Y8yYQ0DpiAL/7wVb5zG5R3HP1jjN5BZtf9ezG2ciOKTlyGhoKLkMtea9Xn/sP28BGApueCE/DZBD42cOEd4B6Az1FFw+iAw5mGLZXrcfWru9Hwo99xP70/8dZ8Qi5TGnAowEcZjrTD4UlyQenzTrHFss1H1S7XfAbwped9Fvvrk5G18Vk0vFTNcqu/5lKGry+jHUntGYKHqNlytSsnEnQc0M7wnanabmqcT2R469IvhD3U0nTuDmx6/qt8ca2d4MsqmIvu9Luwt3Y1Os+8iQumNMHzo4+AKS0i2362DF9nYSOqf/oIDn/2L35hrL7Qg4/SMQTQzvCR8Ccz5wUdZKZwwtASrHc2/NL0OB89V/DuHBB8O+99mkdT8+kVplZaW9HblTXfprHbfB0OavOlXexAq2MJ9u4/idTOFSgt7ELpxBtw5qh3JsJzwyGRbZ+tho/WavbkNKP+069HDUIj+Egw3Tag3eELljFfqasciseNhWsXswb7v1R3TFyyrQR8njtI0GjA97d1DyKrrgEL3rgDyqULcepkI/JS/uaTpLl3NkYXdqP9zBa+5UEtpx58vgiYo/Qv16Hsz5+WvSJya72jhVc8jo9vnIU9d13G43ZqLckPB76kyxfj8HmZKN7dEZHQZh7WypiZ5wYzfGdLcnBF92Y0d7K1PKdeRF4G2ybQb/r6APewhUDHqrDho6haJ7M1gw4PsnZNFlGHbWu9I4Jv1Nu1KFtVjbOj2JL988chAMBw4KNNSbSvIf/jTqz+3liU1rQjudvbSws7BzoPamVMJ6if92CH79otS3FOXzeSk504dDwNp9rHouFkLwpy2tDQ9Rnkp74GT+2wAA1tRvPJBUXTj3lbZiC5NVP2Dsmt9Y4EfCIiAaFfFSzDhxUToaynjUj6Rs6cHGrHojykdLhC2ucgP6/n1sqYXljZf7DDN3/jVzHmiHqHH5vIz1mC+t0vYNzUm9Dz7qqI4aMym/TcncjbPEsuvpDcWu9IDZ8coV8nxG8pzQ2H2cpF/d1aevBR5NPZdsy0tj68e9soOa2I3FoZMxPh0ISPcu5Gfn4B0vK/PGjho1z4AShPIGNkt7c7rwGhEXwUKZkx1W341H8fw9qvl+JU//Y8753Q/ybg0y6zxpZSTGhuH5SaT+TID0DyDAahGfhE5GTPf6Yex6cOB1XL4ZgEfPqlVnryLFq+ccIvgPx+aJxPDLX4BVJdRFrtUnRPrjrPL1ajalcEpGEx1ucJNDKESlYfKnIv5jvN5MwFPqXvQ1VyEesdkzYMxSTgMygtNiR0ZLH/ALL8fmIJH0l531VbkNTf8TQLHw1XKW52NAdbuaNp5KU0PZ6zoCXukZqNt5dgzJZWlG033rs7WOGj8tmy/IGgx2WoB5lpnI+GWrQ7HKpS1xiPjCd8QrpNtxTj2KHX+VCL8NOy5aNQDAHUetgKP4KrZ7iTd1a04hvM8PFpuvJXvO1nrcwxv6EIX+PEYahxv4n0Xft1cu31luEjn4A2oOHTFt2kYyjGb27B6vvHwpXsL8Kgh48ORNLQUKLo3Csn+xYW0PTaUNB84cJHZeL/9kUpxcAe3tSLRU8cxLbr8kDQkRkS8Imy04Bw08xl2PjIy+hNS4IV8FFSIxyFPMVotfloHrytXF+rRQIfCR6XKpiXmPSnbk426s8dgZee1N5NJQUNcMZ7nI8EMlwdw1al0OoUgm9P+Ze4/Pmb96OjdGREbT65IIpKxuD0Q6v4wgLZX+0OtbcrFmHQErTpj9+PEfv8zwOKFD6SL24aUC4ct1OxDr6GNDlqfbeGhtIKbLSwQITX2oIp7lF1vC73JR985H/yogmWwYeiThx/6JWowUfy0jrIHQ884acJrYCP4rYFgKN2dYB+oRhNzccOkFR+ei6Un033ReVM0lhsaSF8lBAdw6FnCOCDV80OuB1ub9cvIgYfX/uX0+Pnrb4IV/PJ8cgQWgUfxW8LAEec7OG7xMxCqA8fO321iR2ouCMbmetuQu7klWwNnWqk00L4qOrt8rQikx3gowUhwUe9PrUZbPAJ+QWENe41Ifd2RRxq2xYAklChQFh48l/+6/m45vPCp6Qmo+mOufhwjxMt/9gKd5+kWS2Gj6remr41mhAONfh84Px8KoPvgO9Sy6EeatEKQ35X3bTOHhpQCEgQ0i+YGfXeeD5lyMNJ8KXddgWOLJyCzN+tR2ZpEVz3fzhQHUcBPkqfBujVEA5V+JRlrGlT6z3IU+8dmYWPNuVPYcNxtugFi8wYnY8nwsz4ywl8/Ua254GZhkkf4MCRbciqugh1pWnoeXEdRrtTcSQ/BdOqzkXLWx/wcJ5rj0BZNZq7jf4QOHqbxsVzej3e5NltGOe8EC8svZsPJ4nwwjZT7XZ0jEfGnSXikUA7hm0+deJWw0djwTX5baHtC1YLZeW1GfgmvNeCRcsP8mQ7WdvrDJtEVG79PHa+8jZK1p1l/qn8XtktC9HyZP/eiPkNUYcPs0+i5xu7sQfb0DOGOkDXcTnEH7Pwgb4ggNPiMX97iMFHmaMpYFu0Ac3AR5rvwXkfsEPQ2SGSbEPOhi80Y1+hC56nXkfJMYLPa05dUo50dhQaGQ/Bt9Z4US2Fi0TzEXweBp8w8zZ9E2XS4tFQ4Ms4PDjhox14RXetYO3yzaIYNG31OdhMfcQfQLPwiWq3bMMhZFQ0ozgvE6e7OrBmtAvbLvVWr7QJwF2ai47qOtPw9dzw5bCrXTV8VOqtI8bhVG4VfwGfFPj4UBDL8eJfP6y7Cl4NHy8gBqDiYqth4qUGQ4WPqt1a1vPswYDGo4yk3H01ep79OxpunoXiVz6E+2u13mr3oMYYoDfn/C8NndAQSleGE2ntLunOgFOvzacHHx0BfDa90NSqFmrzUbU7mDWfgI/OBKRlfGTU71UbPjZlXtARPw2oFnLglQ+45A6HHnwUurCgAHvRjoqUbA4fh4M2Z4/1P+52IGZgWspVyOyfR03AJ5cMa5uZ6O1StasFH8UkAye7/VNh6bA2fFyUn5XwUaY8fW5kffEytGSwzeOsTcZNOmsf6kBI8B1+cKX3IzqKaqDa+7T+/K6qzUfBqdpNaL7+guu3CDwj+CiYwnohMQcwVPhopkGr2pWz2/7hbky8cecAfOImg9B57wEMV3KFD9d8BB9tP2xhP/4lJxWEiWrXV1yBDgPNpw4c7OtPW781LbYAhgMfzTao23zqjDZNXImW7jfU3vzQnelPf4dPkxGEQvPJR++qIUzAF1CMAx4hwDfwkLbrtUcm4O3vTSAAtasg7cfC940WfHwIZLb/xhyS0uPKxMjXH8GwIyXsQKJknJtyDa92ZfhEbgSELZ7j2ue+JKpdftiRXptPlKNZm+Bb9eA4HjwmVXB04etv80m5p+PGZjz8Xbi7xnl347Eqlj6rqgWfeKzF3ciq+jfF5YCdgC9q8FEhs/MB9bYkDbyDSFzxgG86Gw4gzTfpSBNaC5Ow6pXnkNOxVz8bevPECfiiCh+9kKhqwHjCx2ljmu/Q7Y8x+LZYDh9FeCY7cKmVnNBQHeeT82jWLVe78jNRawM+/8I0zUl5OXF5nI96u2Y6HN42n3a1KzQfT8NEtau7eSiI5hN52Db926iu/La49LMT8A0Uhx58FIIBGJ0q+PqlB5BzRP/7aIMdPlG8mhCyKp1WtQzWGQ5aUvX39Q/xLMozHCLPodhG8FE8bCrut2wqLjoQnpiQjuVvno+m0f77NMKGj5ae07d4K1p9ZUAdjlhrPl/ikqNqx1M4r+Ypwy2ZInjGtGS0/WCtuNS0rVhGr47YzAyHvJ6PFhcsLdWfTVLHr74OBh+Fj2obsGB/Jz+yIefIwClbkcCn/KYCdGiSMHaBj+QhTXiqelHAQUFCVmGPUPJQWfdF37yp8JdtO8BH8nT1nYfG8vBOwzAD38jth6ILIGVChjAS+JKePgeeH7L53TwvgNGGj2RP7zrJfqfIGdRcdM9K5C831hYE37TkhazQnfyDfmLyXo48GvBhNzsxP8SVzNnHuvlUWuE+/4Ufsqx6brPwXT3vsehWwbKAp8vSkHvYqwlD6nCwajdt6Wz+FfRjN6/CsQVveWc4+odaeBoWdzhkuXuTM9g878s4nTNN9vZzE3xTf6UxhiiFkuGTvPmp+3w6kHlGBb7+xJzVhXAvZzWIhpGrXbodK/hSms+yz16wNqAzSm1AjbzyDTxmerv0rOfyBqStZd/ISFqIVGU4j44+KZD3wQV8nI97RBE+ip+WVtFCA1pwoGUigU/ERyfT9mY3h3Qyqdg0LuIwsp1d3jb4we6rUXa3/whCPOEjmWMKoFnNJwozVcnwg0/4+2wt+FgfhU6I93zhkPdbGSEMMvvi7XfEAj51mmauw4GvbtICbJj9NOTPxcYbPlrSFTMAYwkfb/OwN+n5/GEofyoLfKca43zqQEMRPpFHgrDq0T/zrQjCL5bVLk+zf2FDTACMB3yiYAPsTzh8AeXBPOIFH8kS1WEYSiABH5VC5CaSatco9XjCR3JFFcAEfEav3vy9oQpfVAFMwGceMKOQocJHY4tn2h7kHQ6jeOOt+YRsUdGAQw0+KqxDn7tAlJmmrTfOpxnYpGc48NXOmoVX77nVMAW7wEdCWg7gYIWvuDoby8dv5DM3Wm+Phiyqn/uW1i3YCb7f/k+lpozC007wkUyWAjiY4aMdXDlHafrpQ00Ii/d04MvLzgYcwxYN+NrHHvJ9HlaAo2fTIDNVu6T5rITP41D8ltOFMr1GMxzcSHtI9OS3DMDBDp8oIC+EW/wgJPgI0MzGHr+zAKMBH8mRcXAMctkHA4OZaMJHi4nFguJowUf5s2QccKjAJ7/wppI0/gKcbM+xgE++T7vnMpR8VoU4ZW9L3H4fjdSJMdrw7f2U8TFssli0qoUWFoSi+cTzSi+bC06KcC74rKeZ793txcCyK5GA2o5kek3McKjj9F2HMMhMbT4Cy8gQhAQgab5YmU8SfFSmbFNS5GaYko1CZwWOuNhyKQMTb/hSmrJx/vfvQeedHly/1Bg+ykbO0eD/UAbZDfmWGfgc3alRa/NRlRsrzScKh2nAFUwDRtYUbHDtxQHXeyJOTdsO8NHK6bRG73c1NIWMo6cZ+IR47tqf4A9L/01catqh9HapwxEP+EjwyMhjESTg03z/IXmGBJ8jGau/NdUw/sECH2WCARj+fpB4w+dMc/odDqn1VqjaHTKaj+Cb/784ka8/KJ51rIu3bc2sZI5U8412noPS6WN9p2RplX8wPwZgeEdzxBu+Akc5ZrlvQdayK3XzaAa+Xnbi6n++VoWj04zPEtRNJIIbIWu+IPANO9qEK+f9CCl1dUGlsgK+rGnD+HEnQRPTCfDW3N+HVwXbAb7ypDk8W7TBZ+zPbg/Ioln4nmC79j5iH9Om3XuxhDAa8F192WPIrGtAt1v6NEVAyTCVE2GbjzQfwSe2EmgkEdSL4Dsyar72B6uNnrYTfELOkj1szwjrYAgTCnwfX5jJH2vPS44ZhNGEb7zzYhSxEQk9Yyf4SMaQOiF2hE8UtNhAHQ58Io5YQDjY4StzngdHX/ijd0LziTI3DaCd4ROZIQhn3vsLw6EWavNRtSs0n3hW2ALCphLvJx+Ev1U2AWjGuE10OKjNJ6rdWGg+go/MoRteNZOFgDBq+CiAKQAtgY8l5nGyY3PZz2f6NxAFm+GgDodo8/meDcMRDD4R5ayXG/jCBHFtpU3/JMGMneGjdp/ZfyJ1PqfvWqH2Cg6gVfBRygpT3TQkwr87a1P4Lv91PW76jjktFVCaQTzMVL9DFT4qGjrq44Jtj/uVktLDZkKSdTi0Ej45VXdSLzaXPQu7ab4EfOzkE2lhAfV2RbUbieYT7/4k+34K7bF2OQfOCtKtgqMFH4077ux823bwpXS6Mf+ZelFWltp21nwTXvwncrce5PmNNXzDWvugqQGjCR+ditDqaTR8wbFu8wlhQpnCEs8Es+0MX/kfNuLS21agJzMd7z91C2Z95498SVUsNF/G6V58/fYdgQDSQd2aZyVLJR10YYEUdsDp4QdQ2hU+IaeVEA4G+ES+hR0r+PgK9JaewIHoLKUYhY6JQp4AeyjDR5ltHpXKV4aEeyyZKDAz8CkuJyqe/j7Sjur3jKMx1DJn5XFct+SvQlSfHUv4SmrpJDGdLyVNSJqtCeFQh0+8ifS2PtAvXGMWPpq9yf4wH1fNe9jXDpPTjBZ8S75Sy46JW4As9p08YWIPn3cZjG4nRA3hJwU+ef+HeDmh2KHAl7q3GLV9a+BuOYlFbB5XdAYovWjCJ/IjIIwHfEIGpZsNw6ToDMNQoP19m9DM2oXyEWniYWN7cLT55DzEA74uT5tPBOoM0LeLOwuzLJ/hoGqXNJ+RidZQC3U4qM3nrXYHJOganYqgAFJw2uuRjIGxm4Eo9FwJ+LRKhtp8VO0KzSfDJ8IThF0MQFrVYtX0mh3ho/wSgKZmlRPwCTy07XCqXS34KPaU1k7+swq+2TbUfHIp6rYB5UDm3QnNp1VWZjSf/JyV8N1us2pXzie5LQQwAZ+6cOk6AZ9WqXj9FBqGCW9BfmCkTe6jtp3hCJQWiHWHo6bvDXZW4kCHQ0smqzQftflioflGHBiH4WuX+s3t6nU4tPJLu0FYG9AaBHMco1GRNBd7+zZopmXp9NpbM/DxTO9KZs3EgnjGA75uj/EnHKyELxa9XYKv8vH7cU5PA+BOwctPVCAk+Ng7ou1wpjohQd6n73aeYyyPUQ2hpfDRYtIEfL4ylx2x6u0K+Bw9yTz5K58+jKQuNyrebQ4YapHl03IrXWwcMNXKpiBL5ZT7oE8TWg5f/x4OrcwE80tovvAXk4qyVcMn/MOxe9jRJ5ZVwbIApAkVFjO1C2O5klmWQe1OwGcv+Oj98CrYmhag+nUDuQxC+kVqzC6jN0onAZ/94BPvy8JhGBGldXYCPuMj0uLV5rPqDZMGtC2ACfiGNnwCYlsC+EmFjxpFZk6pGuyaT8BHtu0AtAN8Hoc76LET8gwHDTJHOs7HXwprkF/84nH5/QS4hxJ8NARtKwDtAB+9ccXtwLRffDvg5QuPqMDXH/klLxzFrV/bJZLys4cUfCxnfCrOL4dxvLALfKIIsmsqNSGMJnwibS0Ihxp8Iq+WzQWLCMOx7QafyIMaQgFfZl05LKt2RWIqW4ZwqMJHWVbOpvzGkx6Fk95V5al7aVf4ZIGbK2vYdzt+xReTEnxkmj1HsbP3H3IwP3ewuV2/wAYXu+eNxOT1ZwxCgLdXaU1iJMbKGQ6zcrhGpccXwMEAnyhM6phQ21A2ehBaBZ+clpHbzIJYo+fjAR/J42YA+peokZQW3xtM8FHW1fCRX7ZSgqnJV5DTZ2INHyUsjqbzCRGCI17wCRHj1gZc9cBY3SPShHBGdqTTa0Zxh3JPhjAe8AlZw4Ew3vCR7EoHawMOi1Mb8MlV56H2ylxRhqZtu8AnC9yLTrZxK132iovbbHVsB/jcxXGsgunt3HttNUavqQnpRdkRPsqAHeAjOYYdK0bKmRxy6ho7wEfCxX0uuJYdVHTVwp8zCHfoFpZ8w67wyTLG253cmsnPYNSD0C7wiXKKWyeE4GthH/wjU/y28YZpHkb6YiV/KPFHtwTSThRoQmg3+CgDcemEyPDtuO8afPDEYt3CpBsJzWdYPJo31RDaET6qgpV21gkZHsNOSL1rO+pd23ihJeDTZMdSz66CEzh4459QseIrEHs4LE0gksiK2EB0e8pzDEC2fj6GhjTg1pvHY8OLdxummtB8hsUz+G8yAOPSBqRTmWa8dADF67VXfVDJJuAb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name="Stage" width="480" height="360" costume="1" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="flat" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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id="2"><item><costume name="Untitled" center-x="240" center-y="180" 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Change the inputs (arguments) to the repeat, move, and turn blocks.  Observe the impact each change has on the drawings on the stage.</comment><script x="25.201171875" y="34.66666666666677"><block s="receiveKey"><l><option>space</option></l></block><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>-100</l><l>0</l></block><block s="clear"></block></script><script x="21" y="145.00000000000003"><block s="receiveGo"></block><block s="doRepeat"><l>10</l><script><block s="doGotoObject"><l><option>random position</option></l></block><block s="setHeading"><l>45</l></block><block s="doSetGlobalFlag"><l><option>flat line ends</option></l><l><bool>true</bool></l></block><block s="setSize"><l>20</l></block><block s="down"></block><block s="forward"><l>150</l></block><block s="up"></block></script></block></script><script x="25" y="401.33333333333337"><block s="setColor"><color>197,0,61,1</color></block><custom-block s="Polygon [sides] %s [size] %s"><l>4</l><l>90</l></custom-block><block s="down"></block><block s="doRepeat"><l>3</l><script><block s="forward"><l>100</l></block><block s="turn"><l>90</l></block></script></block></script></scripts></sprite><sprite name="3: Epic Challenge" idx="3" x="-26.71176059979564" y="180.5104616224266" heading="45" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="99,255,224,1" pen="tip" id="55"><costumes><list struct="atomic" id="56"></list></costumes><sounds><list struct="atomic" id="57"></list></sounds><blocks></blocks><variables></variables><scripts><comment x="226" y="814.0000000000001" w="125" collapsed="false">--EPIC CHALLENGE--&#xD;Slides 19 - 20</comment><script x="31" y="203.33333333333334"><block s="receiveGo"></block><block s="doRepeat"><l>10</l><script><block s="doGotoObject"><l><option>random position</option></l></block><block s="setHeading"><l>45</l></block><block s="doSetGlobalFlag"><l><option>flat line ends</option></l><l><bool>true</bool></l></block><block s="setSize"><l>20</l></block><block s="down"></block><block s="forward"><l>150</l></block><block s="up"></block></script></block></script><script x="42" y="40.33333333333351"><block s="receiveKey"><l><option>space</option></l></block><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>-100</l><l>0</l></block><block s="clear"></block></script><script x="36" y="457"><block s="setColor"><color>112,255,39,1</color></block><custom-block s="Polygon [sides] %s [size] %s"><l>5</l><l>150</l></custom-block><block s="down"></block><block s="doRepeat"><l>3</l><script><block s="forward"><l>100</l></block><block s="turn"><l>90</l></block></script></block></script></scripts></sprite><sprite name="2: Polygon" idx="2" x="109.95490606687099" y="132.17712828909325" heading="45" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="196,166,0,1" pen="tip" id="101"><costumes><list struct="atomic" id="102"></list></costumes><sounds><list struct="atomic" id="103"></list></sounds><blocks></blocks><variables></variables><scripts><comment x="218" y="605.6666666666669" w="119" collapsed="false">Slides 7 - 18&#xD;Part 2: Angles &amp; Turning</comment><comment x="386" y="605.6666666666669" w="189" collapsed="false">FIRST: Make a triangle, square, pentagon, and hexagon&#xD;NEXT: Look for the pattern.  Write an algorithm that would work for any sized polygon with any number of sides, then code the custom procedure in Snap!</comment><script x="15" y="21.666666666666686"><block s="receiveKey"><l><option>space</option></l></block><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>-100</l><l>0</l></block><block s="clear"></block></script><script x="12" y="136.66666666666677"><block s="receiveGo"></block><block s="doRepeat"><l>10</l><script><block s="doGotoObject"><l><option>random position</option></l></block><block s="setHeading"><l>45</l></block><block s="doSetGlobalFlag"><l><option>flat line ends</option></l><l><bool>true</bool></l></block><block s="setSize"><l>20</l></block><block s="down"></block><block s="forward"><l>150</l></block><block s="up"></block></script></block></script><script x="24" y="402"><block s="setColor"><color>0,21,243,1</color></block><custom-block s="Polygon [sides] %s [size] %s"><l>3</l><l>120</l></custom-block><block s="down"></block><block s="doRepeat"><l>3</l><script><block s="forward"><l>100</l></block><block s="turn"><l>90</l></block></script></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Polygon [sides] %&apos;sides&apos; [size] %&apos;size&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="down"></block><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><block s="up"></block></script></block-definition><block-definition s="Polygon [sides] %&apos;sides&apos; [size] %&apos;size&apos; (2)" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="down"></block><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><block s="up"></block></script></block-definition><block-definition s="Polygon [sides] %&apos;sides&apos; [sizes] %&apos;size&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="down"></block><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><block s="up"></block></script></block-definition><block-definition s="Shape builder" type="command" category="control"><header></header><code></code><translations></translations><inputs></inputs></block-definition><block-definition s="Shape builder [size] %&apos;size&apos; [sides] %&apos;sides&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="down"></block><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></block-definition></blocks><variables></variables></project><media name="21-22 U1L3.1 Student" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>