<snapdata remixID="13878891"><project name="xyPositionColorChangeDebugProblemForStudents" app="Snap! 10.1-dev, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="xyPositionColorChangeDebugProblemForStudents"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="DrawPolygon %&apos;numSides&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doRepeat"><block var="numSides"/><script><block s="forward"><l>25</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="numSides"/></block></block></script></block></script></block-definition></blocks><primitives></primitives><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="false" sublistIDs="false" id="19"><pentrails>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeAAAAFoCAYAAACPNyggAAAAAXNSR0IArs4c6QAAIABJREFUeF7t3X+MXOV97/H3MzNrAjLcNE2Nbkyb6tokBlG41YWUeGcNO7MBEopQaFIBBjX8SGvPWScK5jZRqPlliJIKUyXeM3YbfqQCg2+TEiFKAmRn1rAzDgmRKlMEJODepoJWuGmbgi8E78w8lx28YJZdz6/z+3z8J3Oe7/f5vp4jfZjZ3TkG/ZOABCQgAQlIIHABE3hHNZSABCQgAQlIAAWwbgIJSEACEpBACAIK4BDQ1VICEpCABCSgANY9IAEJSEACEghBQAEcArpaSkACEpCABBTAugckIAEJSEACIQgogENAV0sJSEACEpCAAlj3gAQkIAEJSCAEAQVwCOhqKQEJSEACElAA6x6QgAQkIAEJhCCgAA4BXS0lIAEJSEACCmDdAxKQgAQkIIEQBBTAIaCrpQQkIAEJSEABrHtAAhKQgAQkEIKAAjgEdLWUgAQkIAEJKIB1D0hAAhKQgARCEFAAh4CulhKQgAQkIAEFsO4BCUhAAhKQQAgCCuAQ0NVSAhKQgAQkoADWPSCBuAscc+31tOzxYJ7zbxR7PBnzHC/feL1/PVRZAukSUACn67w1bRIFlm7aASwHs8u/8eyZwIvs37zWvx6qLIF0CSiA03XemjaJAkuvffNd6X4f350G0SOJZ6OZJHAYAQWwbg8JxF0giHAMokfcz0H7l0CPAgrgHsF0uQQiJxBEOAbRI3Kw2pAE/BVQAPvrq+oS8F8giHAMoof/UuoggUgJKIAjdRzajAT6EAgiHP3sod/i7uPQtSQJAgrgJJyiZki3gJ/hOCfrZw/9Fne6798UT68ATvHha/SECPgZjoEEsH6LOyF3osboUUAB3COYLpdA5AQUwJ2PJAijzrvQFRJ4h4ACWDeEBOIuEES4+NnDz9pBvIOP+/2j/YcmoAAOjV6NJeCRQNwDLO779+gYVSZ9Agrg9J25Jk6aQNwDLO77T9r9pHkCE1AAB0atRhLwSSDuARb3/ft0rCqbfAEFcPLPWBMmXSDuARb3/Sf9/tJ8vgkogH2jVWEJBCQQ9wCL+/4DOma1SZ6AAjh5Z6qJ0iYQ9wCL+/7Tdr9pXs8EFMCeUaqQBEISiHuAxX3/IR272sZfQAEc/zPUBGkXiHuAxX3/ab//NH/fAgrgvum0UAIREYh7gMV9/xG5DbSN+AkogON3ZtqxBN4pEPcAi/v+dT9KoE8BBXCfcFomgcgIxD3A4r7/yNwI2kjcBBTAcTsx7VcC8wXiHmBx37/uSAn0KaAA7hNOyyQQGYG4B1jc9x+ZG0EbiZuAAjhuJ6b9SkDvgHu/B4II+d53pRUpF1AAp/wG0PgJEFi6aQewHMwu/6axZwIvsn/zWs979BKOx1x7PS17PJjnettHe/90Z2SPJ2Oe4+Ubr++th66WQG8CCuDevHS1BKIn0Hco9TKKj6HUSwD3/T8bPQWwf/+z0Qu5rk28gAI48UesASUQcYGeAvjaN9+V7u/x3WkQPSLOrO1FT0ABHL0z0Y4kkC6BIMIxiB7pOjVN64GAAtgDRJWQgAQGEAgiHIPoMQCBlqZTQAGcznPX1BKIjkAQ4RhEj+iIaicxEVAAx+SgtE0JJFagp1+s6uWXqQ4V6+G3uHsJ68QeigYLQkABHISyekhAAosL9PRb3H0HcPd/WqQA1t0akIACOCBotZGABDwQCCIcg+jhAYVKxF9AARz/M9QEEkiPQBDhGESP9JyYJj2MgAJYt4cEJBAfgSDCMYge8RHXTn0UUAD7iKvSEpCAxwJBhGMQPTxmUbl4CiiA43luqdr10DSOhd/we2gD/zYzgut3H9UfQCCIcAyixwAEWpocAQVwcs4ysZPkpqlb2Gdgj19DWjjFwLLGCMN+9VBdDwSCCMcgenhAoRLxF1AAx/8Mkz3BAxyV+zVebryHX+dU/su3YX/Cf8v9in9v/CfHcB6v+tZHhQcTCCIcg+gxmIJWJ0RAAZyQg0zqGNk6FxpY2xjmPL9nzNV5wMKO5jA7/e6l+n0KBBGOQfToc3wtS5aAAjhZ55m4aYbq3IulMpPnNr+HG6pxJYbizDAX+d1L9fsUCCIcg+jR5/haliwBBXCyzjNZ01iyuTqvNAy/zTD7fB+uzrKc5Z8awxyNoel7PzXoXSCIcAyiR++Ta0UCBRTACTzUpIyUrXGBgT9p5Dk7qJlyNR628JfNPPcF1VN9ehAIIhyD6NHDyLo0uQIK4OSebewnG6rx1xh+NDNMOahhhuqUsPzeTJ4/Cqqn+vQgEEQ4BtGjh5F1aXIFFMDJPdvYT5ab5peNBicxyguBDTPFcbkcTzVGeG9gPdWoe4EgwjGIHt1PrCsTLKAATvDhxnm07G5+37TY2MgzGvQcuRpTNsOW5mr+Luje6tdBIIhwDKKHDloCgAJYt0EkBbI1vplp8fTMGv4i6A0OPcYXWhlObOb5bNC91U8BrHsgPQIK4PScdawmzdXYl7Wc/voI/xj0xo+Y5n80DY838iwLurf6KYB1D6RHQAGcnrOOzaS5OmcB1zWGw/tayFyd+hufEN3QGOaR2MClYaNBfDwcRI80nJVm7CigAO5IpAuCFshO4xr458YIXwu691y/3DRftPBbzRGcsPagvgsILN20A1gOZpd/PvZM4EX2b17rXw9VloB+Bqx7IIICuRovZDKMHVjNs2Ftb8luVrVaTDbyHBfWHtR3AYFjrr2elj0ezHP++djjyZjnePnG6/3rocoSUADrHoiYQG6aMzHc0shzathby9X4CZarGyP4+G4r7CnVXwISCEtAH0GHJa++Cwrkau3fev6PRp7NYRPlamwC3tfI84Ww96L+EpBA8gQUwMk701hPlK2xN9vikwfW8GTYgyx5jJObGb7bzLMi7L2ovwQkkDwBBXDyzjS2E+V2s5om2xsjnByVIXLTPEmWdY3V7I7KnrQPCUggGQIK4GScYyKmyE3zNTIcaAy3P/qNxL9cnc20WNIY4YuR2JA2IQEJJEZAAZyYo4z/ILkazxi4dCbPT6IyzVCNUy3c1chzQlT2pH1IQALJEFAAJ+McYz/FwaC7u5FnVdSGydV41sAlUfofg6gZaT8SkEDvAgrg3s20wgeBXI0bsRwRxY962x+NG15v5LnWh9FVUgISSKmAAjilBx+1sXM19pBhfb+/7DQ0jWPhN/yYy2T4zRaca1psN/BvMyO4fvRRTQlIIF0CCuB0nXckpz345z6TzRwrOZ2X+9lkbpq6hX0G9vSz/rBrDEdY+JyBx7G8pzES3ndUez6bCkpAAqEJKIBDo1fjQwVy09xiDZ80LUqNNTzck84DHJX7NV5uvIdf51T+q6e1HS7OPcbZNkPZWL7bOJLNuV/x743/5BjO41Uv+6iWBCSQPgEFcPrOPLITZ+v8gbGUMZQbw9zQ7UazdS40sLYxzHndrunmulyd67CUrKHUHOZvZ9fk6jxgYUdzmJ3d1NA1EpCABBYTUADr3oiWwG6W51qUZ38hKwulbp4HPFTnXiyVmTy3eTFM+3nAtP9H4PVGhhKreXGu7lCNKzEUZ4a5yIteqiEBCaRXQAGc3rOP9OS5ab4EfKn97jPPPYtu1pLN1XmlYfhthtk36FDZGhe334XDVxsjfPVd9eosy1n+qTHM0Riag/bTeglIIL0CCuD0nn3kJ28/GQnKNsNkc5jPLbThbI0LDPxJI8/Zgw6UrfMN02IMKB3uCUi5Gg9b+MtmnvsG7an1EpBAegUUwOk9+3hMPsV7sktwjeVkYyjNDPPEoRsfqvHXGH40M9x+19rXv6E6p1lL2RqebB7AYZRfHa7QUJ0Slt+byfNHfTXUIglIQALoecC6CWIiMFTns7MhaQxXzQyzdW7buWl+2WhwEqO80M8oQ3U2WMutB8P9m13VmOK4XI6nGiO8t6vrdZEEJCCBBQT0Dli3RWwEljzK77Sy7XfDL8w0KGWPIG9abGzkGe15iCneO5Rrv+s9LtPEOXAG/9BLjVyNKZthS3M1f9fLOl3rk8Ax115Pyx4P5jmfOgD2eDLmOV6+8Xr/eqhymgQUwGk67YTMmqvx5xY+Bfw00+KRmTX8RS+j5XZzjm1RNvCdRp4/7WXt3LVDj/GFVoYTm3k+2896rfFYYOmmHcByMLs8rnxIOTv7Owkvsn/zWv96qHKaBBTAaTrtBM3a/uUrw7etxW3mF/4FrYXGzdXaf1/8xxacQX6Jqv2nSobHG3mWJYg1vqMsvfbNd6X7fXx3GkSP+J6Adt6HgAK4DzQtCV8gV+csLDdjeQHDUVlD6fVh9i62syPqrGjO/nmR5dWGpcQa/nXQKXJ16m/8HsUNjWEeGbSW1g8oEEQ4BtFjQAYtj5eAAjhe56XdHhTITuMa+OfGCF/LTfNFDNfYFqXmGu6ej5R9jEtMph2+N89e7xXibF8Lv9UcwfGqpur0KRBEOAbRo8/xtSyeAgrgeJ5b6nedq/FCJsPYgdU8O4uRq7OG2T8lgl3NPONzQNkaEwbOxFBqDPOYl3BLdrOq1WKykec4L+uqVh8CQYRjED36GF1L4iugAI7v2aV25+0v6DDc0shz6jsQ/oYl2Q+0H5zwuybDhG0xbg1/3/wXSvwhB/wAy9X4CZarD/fFHX70Vc15AkGEYxA9dLCpElAAp+q4kzFsrtb+ref/aOTZvNBEQzWusJYLjWHnTJ7b/Zw6V2MT8L5Gni/42SeWtYP806DWQSH9ElYsb5W0bloBnNaTD2DuoWkcC7/hdStr+Bwt/o8xvDRb28C/zYzget2nm3oHn2X83WaeFd1cn6prgvzToLm//1UAp+oWi/uwCuC4n2CE95+bpm5hn4E9Xm3Twm8Cv29g22xNC6cYWNYYYdirHr3WyU3zJFnWNVazu9e1ib4+iI9s53rMQSqAE31LJW04BXDSTjQq8zzAUblf4+XGe/h1TuW/vNpWbpqvkeFAY7j90S/8hP+W+xX/3vhPjuE8XvWqTy91cnU202JJY4Qv9rIu8dcqgBN/xBpwMAEF8GB+Wr2IQLbOhQbWNoY5z0ukXI1nDFw6k+cnc3VzdR6wsKM5zE4ve3Vba6jGqRbuauQ5ods1qbhOAZyKY9aQ/QsogPu308rDCAzVuRdLZSbPbV5BHQy6uxt5Vh1ac6jGlRiKM8Nc5FWvXuvkajxr4JJD/8eg1xqJu14BnLgj1UDeCiiAvfVUtVkBSzZX55WG4bcZZp9XKLkaN2I54l0f9dZZlrP8U2OYozE0verXS532R+OG1xt5ru1lXaKvVQAn+ng13OACCuDBDVVhnkD7e5rhTxp5zvYSJ1djDxnWL/TLTrkaD1v4y0G+33mQveZ2s5oW2xp5ThmkTqLWKoATdZwaxnsBBbD3pqmvOFTjrzH8aGaYslcYB//cZ7KZYyWn8/L8ukN1Slh+bybPH3nVs6c6j3NMtsHz2RZjB9bwZE9rk3qxAjipJ6u5PBJQAHsEqTJvC+Sm+WWjwUmM8oKXLrlpbrGGT5oWpcYaHn5H7SmOy+V4qjHCe73s2U2t3GOcbTPtb+D6bmOEq7tZk4prFMCpOGYN2b+AArh/O61cQCC7m983LTY28oz6AZSt8wdm9qlGhnJjuP1owbf+5WpM2Qxbmqv5Oz96L1QzV+c6LCVrKDWH+dug+saijwI4FsekTYYnoAAOzz6RnbM1vplp8fTMmvbXRfrzbzfLc632042OyELp9RH+cbbR0GN8oZXhxGaez/rT+O2q7ecB0/4fgdcbGUqs5kW/e8auvgI4dkemDQcroAAO1jvx3XI19mUtp8+Fop8D56b5EvCl9rvPPPe0Q9HweCPPMj/7Zmtc3H4XDl9tjPBVP3vFurYCONbHp837L6AA9t84NR1ydc5644+QrmsMB/e1kO0nI0HZZphsDvO5XJ36G18PfUNjmEf8gM/W+YZpMQaU9ASkDsIKYD9uQdVMkIACOEGHGfYo2WlcA//s5UPvu5ppivdkl+Aay8kGHm9ZMs0RnK7WdnnRUJ3T7Ozzhg1PNg/gMMqvulya3ssUwOk9e03elYACuCsmXdSNQK7GC5kMYwdW82w313t9zVCdz1rLtjeez7vfy9+GHqqzwVpuNYbSzDDf9Hrfia2nAE7s0WowbwQUwN44pr5K+6Ngwy2NPKceiuHXIwnng889knDJo/xOK8tuLD9qNPgUo/yy78OZ4r1Dufa73uMyTZwDZ/APfddK40IFcBpPXTP3IKAA7gFLly4ukKu1f+v5Pxp5Nh96lR+PJJy/i/mPJMzV2k9KOt/C+0yGUmM1D/V6drndnGNblA18p5HnT3tdr+sBBbBuAwkcVkABrBvEE4Fsjb3ZFp98x7dA+fRIwndteN4jCQ9+a9Z3gf9twAX+qpHnum4HzdXaf1/8xxacsL7astu9Rvq6QAPYHg8sB7PLPxM7+wt/L7J/81r/eqhymgQUwGk6bZ9mbX8PcpPtjRFOPrSFX48kXGiM+Y8kzE3zJFnWNRr835xp/73uUVlD6fVh9i7GcESdFc3ZPy+yvNqwlFjDv/pElo6yQQZwBmjNhrB5zj9cezwZ8xwv33i9fz1UOU0CCuA0nbZPs7afBJThQGO4/dHvW//8eCThYiPMfyRhrs5mWiyZe3JSbpovYrjGtig113D3/DrZx7jEZNrhe3Pgv8Xt07mEXjbIAN6vUAz9vLWBngUUwD2TacF8gVyNZwxc+o5n4fr0SMJF9ec9kvDgs4PvauQ5YW5Nrs4aZv+UCHY184zP/fdsjQlD+5fISo1hHtMJeySgAPYIUmWSKqAATurJBjTXwaC7u5Fn1aEt/Xok4eHGmv9IwlyNZw1c8o7/MfgblmQ/0H5wwu+aDBO2xbg1/H3zXyjxhxwIiC0dbRTA6ThnTdm3gAK4bzotnBXI1bhx9juZ5z7qnVPx45GEncTnP5Kw/dH47Hc157l2/tqhGldYy4XGsHMmz+2dauv1PgQUwH2gdbnkmGuv18+8u7SK8GUK4AgfThy2lquxhwzrG6vZfeh+/Xok4WFN5j2SsP3LYS22NfKcEgfLxO1RAezfkS7dtEO/9e0fb1CVFcBBSSewz8E/95ls5ljJ6bw8N6LfjyTs8DH0248kfJxjsg2ez7YYe8efRyXwLCI5kkLCv2PR/9z4ZxtgZQVwgNhJbJWb5hZr+KRpUWqs4eHZGQN5JOEimHOPJDQtvmMz7Z/1frcxwtVJtI/8TPqY1L8jUgD7ZxtgZQVwgNhJbZWt8wftx/MZyo1hbgjykYTzTQ8+kvDJN76E4/+1H1M4zN8m1V1zpVhAAZyIw1cAJ+IYIzDEbpbnWu1n5H7AGDIzw/yvoHfVDl/a/yNwmoUNs88IDnoP6ieBQAQUwIEw+91EAey3cMrq56b5IfA/reGKIAMwW+Pi9rtw+OobzyS2Fn7L60cSpuwoNW6UBRTAUT6drvemAO6aShd2IzD7SEJj+bKFL9kMk81hPtfNukGuydb5hmkxBpQaI+xasptVrRaTjTzHDVJXayUQWQEFcGSPppeNKYB70dK1hxV4xyMJp3hPdgmusZx88Dm6T3jNN1TnNDv7zVaGJ5sHcBjlV3M9cjV+8sZzga+eDWSv+6qeBEIXUACHfgRebEAB7IWiarQFFnok4VCdz86GpDFcNTPMVq+ohupssJZbD4b7N+fXPfhIwvc18nzBq56qI4HICCiAI3MUg2xEATyInta+Q2DBRxICSx7ld1rZ9rvhF2YalBjll33TTfHeoVz7Xe9xmSbOgTP4h4VqzT2SsJlnRd+9tFACURVQAEf1ZHralwK4Jy5dvJjAYo8kPPT6XI0/t/Apk6HUWM1DvWrmdnOObVE28J1Gnj/ttP6tRxLO+5auTuv0ugQiL6AAjvwRdbNBBXA3Srqmo8BijyScv/DgQxrcN/5c6a8aea7rWPjgBbkaNwB/bMFp5rmvm3XzH0nYzRpdI4FYCCiAY3FMnTapAO4kpNe7EljwkYSLrXyM/54z7b/XPSprKL0+zN7FLj2izorm7J8XWV5tWEqs4V+72hCw0CMJu12r6yQQaQEFcKSPp9vNKYC7ldJ1iwos9kjCTmS5ab6I4RrbotRcw93verf8GJeYTDt8b26M8LVO9RZ6fcFHEvZTSGskECUBBXCUTqPvvSiA+6bTwjmBxR5J2I1Qrs4aZv+UCHY184zPrcnWmDBwJoZSY5jHuqm1YAAf5pGE/dbUOgmELqAADv0IvNiAAtgLxZTXWOyRhF2z/A1Lsh9oPzjhd02GCdti3Br+vvkvlPhDDnRdZ4EL9UjCQfS0NrICCuDIHk0vG1MA96Kla98lsNgjCfuhGqpxhbVcaAw7Z/Lc3k+Nd63RIwk9YVSRiAkogCN2IP1tRwHcn5tWHSKw0CMJowCUe4yz9UjCKJyE9uC5gALYc9IwCiqAw1BPYM/5jyQMe8RcneuwlPRIwrBPQv19EVAA+8IadFEFcNDiSe4390hCyxFZKL0+wj8GPe4hjyR8vZGhxGpeDHoP6icB3wUUwL4TB9FAARyEcsp65Kb5ErNPQzKUwnokYWOk/VhC/ZNAMgUUwIk4VwVwIo4xekO0n4wE5bAeSRg9Ee1IAh4KKIA9xAyvlAI4PPvkdw75kYTJB9aEqRVQACfi6BXAiTjGaA8R1iMJo62i3UlgAAEF8AB40VmqAI7OWSR6J2E8kjDRoBou3QJLN+0AloPZ5R+Enf0x0ovs37zWvx7prqwATvf5Bz590I8kDHxANZRAEALHXHs9LXs8mOf8a2ePJ2Oe4+Ubr/evR7orK4DTff6hTB/kIwlDGVBNJSABCXQhoADuAkmX+CAQ0CMJfdi5SkpAAhLwREAB7AmjivQrEMQjCfvdm9ZJQAIS8FNAAeynrmp3JeD3Iwm72oQukoAEJBCwgAI4YHC1W0TAx0cSylwCEpBAFAUUwFE8lRTvyZdHEqbYU6NLQALRFVAAR/dstDMJSEACEkiwgAI4wYer0SQgAQlIILoCCuDono12JgEJSEACCRZQACf4cDWaBCQgAQlEV0ABHN2z0c4kIAEJSCDBAgrgBB+uRpOABCQggegKKICjezbamQQkIAEJJFhAAZzgw9VoEpCABwJ68pAHiCqxkIACWPeFBCQggcMJ6Nm7uj98ElAA+wSrshKQQEIEll775vNw9/v4XNwgeiTkOJI0hgI4SaepWSQgAe8FggjHIHp4L6OKAwoogAcE1HIJSCDhAkGEYxA9En5McRxPARzHU9OeJSCB4ASCCMcgegQnpk5dCiiAu4TSZRKQQEoFggjHIHqk9PiiPLYCOMqno71JQALhCwQRjkH0CF9SO5gnoADWLSEBCUjgcAJBhGMQPXTKkRNQAEfuSLQhCUggUgJBhGMQPSKFqs3MCiiAdR9IQAIS0Dtg3QMhCCiAQ0BXSwlIIEYCQbw7DaJHjMjTslUFcFpOWnNKQAL9CQQRjkH06G96rfJRQAHsI65KS0ACCRAIIhyD6JGAo0jaCArgpJ2o5pGABLwVCCIcg+jhrYqqeSCgAPYAUSUkIIEECwQRjkH0SPARxXU0BXBcT077loAEghEIIhyD6BGMlrr0IKAA7gFLl0pAAikUCCIcg+iRwqOL+sgK4KifkPYnAQmEKxBEOAbRI1xFdV9AQAGs20ICEpDA4QSCCMcgeuiUIyegAI7ckWhDEpBApASCCMcgekQKVZuZFVAA6z6QgAQkoHfAugdCEFAAh4CulhKQQIwEgnh3GkSPGJGnZasK4LSctOaUgAT6EwgiHIPo0d/0WuWjgALYR1yVloAEEiAQRDgG0SMBR5G0ERTASTtRzSMBCXgrsHTTDmA5mF3eFj60mj0TeJH9m9f610OVoyagAI7aiWg/EpBAtASOufZ6WvZ4MM/5tzF7PBnzHC/feL1/PVQ5agIK4KidiPYjAQlIQAKpEFAAp+KY0zfkD1h/rsFcauFZv6Y3sMpi7/oY2x70q4fqSkACyRVQACf3bFM9WYXSTRZzpcVu9wvCYNYZ7G1Fyn/mVw/VlYAEkiugAE7u2aZ+sgrOfRZbH6O8xWuMSUobDWa4iHuB17VVTwISSIeAAjgd55zKKatsOAVa0zM0V57N9n1eITzMumVDZJ+HzEiBrXu8qqs6EpBAugQUwOk679RNW8G5xWCOLDDheDV8lXHXYl8r4l7tVU3VkYAE0iegAE7fmadq4vu5/OilHPl8hsz5o2x9fNDhp9hweovW/ft5beX53PHKoPW0XgISSK+AAji9Z5+ayauUSmDOK+B+fNChqzjfB/tAgXJ50FpaLwEJpFtAAZzu80/N9FXGfwhsLTBxT79DVxm/GNhQYOKj/dbQOglIQAJzAgpg3QupEJikdI7BfL2I++F+B67g/NRiPz9G+aF+a2idBCQgAQWw7oHUCVRwZr/T95ki7k29Dl/Bmf1b3xOKuPqu3l7xdL0EJLCggN4B68ZIjcAkzoeApw2sKOL+vNvBKzgftLAXOHEM92fdrtN1EpCABA4noADW/ZEqgQrO5tkn2xRxL+928ArOHbNPqinibup2ja6TgAQk0ElAAdxJSK8nSsDy6WyVZXst9rIxylOdhpukNGowdxbYt8Lw7Wan6/W6BCQggW4FFMDdSum6xAhUGL8M7GeKuGd0GqqC8yiYbxWZuLPTtXpdAhKQQC8CCuBetHRtYgQqONUMZscoE7cvNtQU41e0sGuLuIXEDK5BJCCByAgogCNzFNpIkAKPsP6MLJm7j+X9K07ihgPzez/FdUte4hd7m7QuOYttjwa5N/WSgATSIaAATsc5a8oFBKqUbgPzUgH3mvkvV3FuBntsgfKVwpOABCTgh4AC2A9V1YyFwBQbjmth92bglFEmnp3b9BTjq1qwJ4NZMcrWF2IxjDYpAQnETkABHLsj04a9FJjE+TLYk8coXzhXd5LSTjBPjuF+xcteqiUBCUjgUAEFsO6H1AtUcJ4xsLGA+70qzicsbCninpB6GAFIQAK+CiiAfeVV8TgITOLMvvu9agxReSxBAAAVD0lEQVT3I5M4PwZuHcPdGYe9a48SkEB8BRTA8T077dxDgQrOgxZeNXBUEfdcD0urlAQkIIEFBRTAujEkAOyidFoTc28We9GZlJ8QigQkIAG/BRTAfgurvgQkIAEJSGABAQWwbgsJREzgB6w/12AutfDWn0Z5vUUDqyz2ro+x7UGva6ueBCTQnYACuDsnXSWBwAQqlG6ymCstdrtfTQ1mncHeVqQ8+5xj/ZOABEIQUACHgK6WEugkUMG5z2LrY5S3dLq219cnKW00mOEi7gW9rtX1EpCAdwIKYO8sVUkCnglU2XAKtKZnaK48m+37vCr8MOuWDZF9HjIjBbbu8aqu6khAAr0LKIB7N9MKCQQiUMG5xWCOLDDheNWwyrhrsa8Vca/2qqbqSEAC/QkogPtz0yoJ+C5wP5cfvZQjn8+QOX+UrY8P2nCKDae3aN2/n9dWns8drwxaT+slIIHBBBTAg/lptQR8FahSKoE5r4D78UEbVXG+D/aBAuXyoLW0XgISGFxAATy4oSpIwFeBKuM/BLYWmLin30ZVxi8GNhSY+Gi/NbROAhLwVkAB7K2nqknAc4FJSucYzNeLuB/ut3gF56cW+/kxyg/1W0PrJCABbwUUwN56qpoEfBGo4OwAnini3tRrgwrO7N/6nlDEXdvrWl0vAQn4J6AA9s9WlSXgmcAkzoeApw2sKOL+vNvCFZwPWtgLnDiG+7Nu1+k6CUjAfwEFsP/G6iABTwQqOJuB5UXcy7stWMG5A3ixiLup2zW6TgISCEZAARyMs7pIYGABy6ezVZbttdjLxihPdSo4SWnUYO4ssG+F4dvNTtfrdQlIIFgBBXCw3uomgYEEKoxfBvYzRdwzOhWq4DwK5ltFJu7sdK1el4AEghdQAAdvro4SGEigglPNYHaMMnH7YoWmGL+ihV1bxC0M1EyLJSAB3wQUwL7RqrAE/BF4hPVnZMncfSzvX3ESNxyY3+UprlvyEr/Y26R1yVlse9SfXaiqBCQwqIACeFBBrZdACAJVSreBeamAe8389lWcm8EeW6B8ZQhbU0sJSKBLAQVwl1C6TAJhCfyA9ecazKUWnp3bQwaOAfM5C9st9hdz/91g3m9gHdhvtODlbvdsYJXF3vUxtj3Y7RpdJwEJDCagAB7MT6sl4LtAhdJNFnOlxW4/tJnBjMy+07XwnbcDmE/NvjO22OleNmYw6wz2tiLl2S/t0D8JSCAAAQVwAMhqIYFBBSo491lsfYzylkNrVXCeMbCxgPu9Ks4nLGwp4p7QS79JShsNZriIe0Ev63StBCQwmIACeDA/rZZAIAJVNpwCrekZmivPZvu+uaaTOBcCV43hfmQS58fArWO4O7vd1MOsWzZE9nnIjBTYuqfbdbpOAhIYXEABPLihKkggEIEKzi0Gc2SBCWfeu+AHLbxq4Kgi7rm9bKbKuGuxrxVxr+5lna6VgAQGF1AAD26oChIIROB+Lj96KUc+nyFz/ihbH59ruovSaU3MvVnsRWdSfqLbzUyx4fQWrfv389rK87njlW7X6ToJSMAbAQWwN46qIoFABKqUSmDOK+B+fNCGVZzvg32gQLk8aC2tl4AEehdQAPduphUSCFWgyvgPga0FJu7pdyNVxi8GNhSY+Gi/NbROAhIYTEABPJifVksgcIFJSucYzNeLuB/ut3kF56cW+/kxyg/1W0PrJCCBwQQUwIP5abUEQhGo4OwAnini3tTrBio4s3/re0IRd22va3W9BCTgnYAC2DtLVZJAYAKTOB8Cnjawooj7824bV3A+aGEvcOIY7s+6XafrJCAB7wUUwN6bqqIEAhGo4GwGlhdxL++2YQXnDuDFIu6mbtfoOglIwB8BBbA/rqoqAd8FLJ/OVlm212IvG6M81anhJKVRg7mzwL4Vhm83O12v1yUgAX8FFMD++qq6BHwVqDB+GdjPFHHP6NSogvMomG8Vmbiz07V6XQIS8F9AAey/sTpIwFeBCk41g9kxysTtizWaYvyKFnZtEbfg62ZUXAIS6FpAAdw1lS6UQDQFHmH9GVkydx/L+1ecxA0H5u/yKa5b8hK/2NukdclZbHs0mlNoVxJIn4ACOH1nrokTKFCldNvsYwgLuNfMH6+Kc/PsYwsLlK9M4OgaSQKxFVAAx/botHEJvC0wxYbjWti9GThllIln516ZYnxVC/ZkMCtG2fqCzCQggegIKICjcxbaiQQGEpjE+TLYk8cozz6isP1vktJOME+O4X5loOJaLAEJeC6gAPacVAUlEJ5ABecZAxsLuN+r4nzCwpYi7gnh7UidJSCBxQQUwLo3JJAggUmc2Xe/V43hfmQS58fArWO4OxM0okaRQGIEFMCJOUoNIoE3BSo4D1p41cBRRdxz5SIBCURTQAEczXPRriTQt8AuSqc1MfdmsRedSfmJvgtpoQQk4KuAAthXXhWXgAQkIAEJLCygANadIQEJSEACEghBQAEcArpaSkACEpCABBTAugckIAEJSEACIQgogENAV0sJSEACEpCAAlj3gAQkIAEJSCAEAQVwCOhqGQ2BH7D+XIO51MJb353s9c4MrLLYuz7Gtge9rq16EpBAvAUUwPE+P+1+AIEKpZss5kqL3T5AmcMuNZh1BntbkfKf+dVDdSUggXgKKIDjeW7atUcCFZz7LLY+RnmLRyXfKjNJaaPBDBdxL/C6tupJQALxF1AAx/8MNcEAAlU2nAKt6RmaK89m+74BSr1j6cOsWzZE9nnIjBTYuseruqojAQkkR0ABnJyz1CR9ClRwbjGYIwtMOH2WeNeyKuOuxb5WxL3aq5qqIwEJJEtAAZys89Q0fQjcz+VHL+XI5zNkzh9l6+N9lHjHkik2nN6idf9+Xlt5Pne8Mmg9rZeABJIpoABO5rlqqh4FqpRKYM4r4H68x6ULvPt1vg/2gQLl8qC1tF4CEkiugAI4uWeryXoUqDL+Q2BrgYl7elz61uVVxi8GNhSY+Gi/NbROAhJIh4ACOB3nrCm7EJikdI7BfL2I++EuLl/wkgrOTy3282OUH+q3htZJQALpEFAAp+OcNWWXAhWcHcAzRdybulzy1mUVnNm/9T2hiLt2obX64o9eRXW9BJItoABO9vlquh4FJnE+BDxtYEUR9+fdLq/gfNDCXuDEMdyfLbROX/zRraauk0A6BBTA6ThnTdmDQAVnM7C8iHt5t8sqOHcALxZxNx1ujb74o1tRXSeB5AsogJN/xpqwRwHLp7NVlu212MvGKE91Wj5JadRg7iywb4Xh283DXa8v/uikqdclkB4BBXB6zrqrSfVzyjeZKoxfBvYzRdwzOsFVcB4F860iE3d2uvbN2vrij26cdI0Eki6gAE76Cfc4n35O+TZYBaeawewYZeL2xRinGL+ihV1bxC10S60v/uhWStdJINkCCuBkn29f0+nnlG+yPcL6M7Jk7j6W9684iRsOzMd8iuuWvMQv9jZpXXIW2x7tBTvML/7Qpxy9nJSulYB/Agpg/2xjW1k/p3z76KqUbgPzUgH3mvkHWsW5GeyxBcpX9nPYYX3xhz7l6Oe0tEYC3gsogL03TURF/ZzyzWOcYsNxLezeDJwyysSzc4c7xfiqFuzJYFaMsvWFfg49zC/+0Kcc/ZyY1kjAWwEFsLeeiammn1O+fZSTOF8Ge/IY5Qvn/uskpZ1gnhzD/cogh+7nF38cbl/6lGOQU9NaCXgjoAD2xjGRVcL8OWXUQCs4zxjYWMD9XhXnExa2FHFPGHSffn7xR6e96VOOTkJ6XQL+CiiA/fWNffWwfk4ZNbhJnNl3v1eN4X5kEufHwK1juDu92KefX/xxuP3pUw4vTk81JNC/gAK4f7tUrAzz55RRA67gPGjhVQNHFXHP9Wp/fn7xR6c96lOOTkJ6XQL+CSiA/bNNTOWwfk4ZNcBdlE5rYu7NYi86k/ITXu7Pzy/+6LRPfcrRSUivS8AfAQWwP66JqhrmzykTBdlhGL+++KOToT7l6CSk1yXgj4AC2B/XxFUN6+eUiYM8zEB+fvFHJ0d9ytFJSK9LwHsBBbD3pomsGObPKRMJushQfn7xx+Ec9SlHmu4yzRoVAQVwVE4iBvsI8+eUMeDxZIt+fvFHpw3qU45OQnpdAt4KKIC99Ux8tbB+Tpl42EMG9POLPw7nqE850nSXadYoCCiAo3AKMdpDmD+njBHTwFv164s/Om1Mn3J0EtLrEvBOQAHsnWVqKoX1c8rUAAN+fvFHJ0d9ytFJSK9LwBsBBbA3jqmqEubPKdME7dcXf3Qy1KccnYT0ugS8EVAAe+OYuiph/ZwyTdB+fvFHJ0d9ytFJSK9LYHABBfDghqmtENbPKVMLHuDg+pQjQGy1Sq2AAji1Rz/44GH+nHLw3atCJwF9ytFJSK9LYDABBfBgfqlfHdbPKVMPHxCAPuUICFptUimgAE7lsXs3dJg/p/RuClVaTECfcujekIB/Agpg/2xVWQKJENCnHIk4Rg0RQQEFcAQPRVuSQJQE9ClHlE5De0mSgAI4SaepWSQgAQlIIDYCCuDYHJU2KgEJSEACSRJQACfpNDWLBCQgAQnERkABHJuj0kYlIIG4CPyA9ecazKUWnvVrzwZWWexdH2Pbg371UF1/BRTA/vqqugQkkEKBCqWbLOZKi93u1/gGs85gbytS/jO/eqiuvwIKYH99VV0CEkipQAXnPoutj1He4jXBJKWNBjNcxL3A69qqF5yAAjg4a3WSgARSJFBlwynQmp6hufJstu/zavSHWbdsiOzzkBkpsHWPV3VVJ3gBBXDw5uooAQmkRKCCc4vBHFlgwvFq5CrjrsW+VsS92quaqhOOgAI4HHd1lYAEUiBwP5cfvZQjn8+QOX+UrY8POvIUG05v0bp/P6+tPJ87Xhm0ntaHK6AADtdf3SUggYQLVCmVwJxXwP34oKNWcb4P9oEC5fKgtbQ+fAEFcPhnoB1IQAIJF6gy/kNga4GJe/odtcr4xcCGAhMf7beG1kVLQAEcrfPQbiQggQQKTFI6x2C+XsT9cL/jVXB+arGfH6P8UL81tC5aAgrgaJ2HdiMBCSRUoIKzA3imiHtTryNWcGb/1veEIu7aXtfq+ugKKICjezbamQQkkCCBSZwPAU8bWFHE/Xm3o1VwPmhhL3DiGO7Pul2n66IvoACO/hlphxKQQEIEKjibgeVF3Mu7HamCcwfwYhF3U7drdF08BBTA8Tgn7VICEkiAgOXT2SrL9lrsZWOUpzqNNElp1GDuLLBvheHbzU7X6/V4CSiA43Ve2q0EJBBzgQrjl4H9TBH3jE6jVHAeBfOtIhN3drpWr8dPQAEcvzPTjiUggZgLVHCqGcyOUSZuX2yUKcavaGHXFnELMR9X219EQAGsW0MCEpBAwAKPsP6MLJm7j+X9K07ihgPz2z/FdUte4hd7m7QuOYttjwa8PbULSEABHBC02khAAhI4VKBK6TYwLxVwr5kvU8W5GeyxBcpXSi25Agrg5J6tJpOABCIsMMWG41rYvRk4ZZSJZ+e2OsX4qhbsyWBWjLL1hQiPoK0NKKAAHhBQyyUgAQn0KzCJ82WwJ49RvnCuxiSlnWCeHMP9Sr91tS4eAgrgeJyTdikBCSRUoILzjIGNBdzvVXE+YWFLEfeEhI6rsQ4RUADrdpBAQgV+wPpzDeZSC299vOn1qAZWWexdH2Pbg17XTku9SZzZd79XjeF+ZBLnx8CtY7g70zJ/mudUAKf59DV7ogUqlG6ymCstdrtfgxrMOoO9rUh59ruK9a9PgQrOgxZeNXBUEffcPstoWcwEFMAxOzBtVwK9CFRw7rPY+hjlLb2s6+baSUobDWa4iHtBN9frmsUFdlE6rYm5N4u96EzKT8gqHQIK4HScs6ZMqUCVDadAa3qG5sqz2b7PK4aHWbdsiOzzkBkpsHWPV3VVRwJpElAAp+m0NWsqBSo4txjMkQUmHK8Aqoy7FvtaEfdqr2qqjgTSJqAATtuJa97UCdzP5Ucv5cjnM2TOH2Xr44MCTLHh9Bat+/fz2srzueOVQetpvQTSKqAATuvJa+5UCVQplcCcV8D9+KCDV3G+D/aBAuXyoLW0XgJpFlAAp/n0NXuqBKqM/xDYWmDinn4HrzJ+MbChwMRH+62hdRKQwJsCCmDdCRJIicAkpXMM5utF3A/3O3IF56cW+/kxyg/1W0PrJCABBbDuAQmkTqCCswN4poh7U6/DV3Bm/9b3hCLu2l7X6noJSODdAnoHrLtCAikSmMT5EPC0gRVF3J93O3oF54MW9gInjuH+rNt1uk4CElhcQAGsu0MCKROo4GwGlhdxL+929ArOHcCLRdxN3a7RdRKQwOEFFMC6QySQMgHLp7NVlu212MvGKE91Gn+S0qjB3Flg3wrDt5udrtfrEpBAdwIK4O6cdJUEEiVQYfwysJ8p4p7RabAKzqNgvlVk4s5O1+p1CUigewEFcPdWulICiRKo4FQzmB2jTNy+2GBTjF/Rwq4t4hYSNbyGkUAEBBTAETgEbUECYQg8wvozsmTuPpb3rziJGw7M38NTXLfkJX6xt0nrkrPY9mgYe1RPCSRZQAGc5NPVbBLoIFCldBuYlwq418y/tIpzM9hjC5SvFKQEJOC9gALYe1NVlEBsBKbYcFwLuzcDp4wy8ezcxqcYX9WCPRnMilG2vhCbgbRRCcRIQAEco8PSViXgh8AkzpfBnjxG+cK5+pOUdoJ5cgz3K370VE0JSEBfRal7QAISACo4zxjYWMD9XhXnExa2FHFPEI4EJOCfgN4B+2eryhKIjcAkzuy736vGcD8yifNj4NYx3J2xGUAblUAMBRTAMTw0bVkCfghUcB608KqBo4q45/rRQzUlIIG3BRTAuhskIIG2wC5KpzUx92axF51J+QmxSEAC/googP31VXUJSEACEpDAggIKYN0YEpCABCQggRAEFMAhoKulBCQgAQlIQAGse0ACEpCABCQQgoACOAR0tZSABCQgAQkogHUPSEACEpCABEIQUACHgK6WEpCABCQgAQWw7gEJSEACEpBACAIK4BDQ1VICEpCABCSgANY9IAEJSEACEghBQAEcArpaSkACEpCABBTAugckIAEJSEACIQgogENAV0sJSEACEpCAAlj3gAQkIAEJSCAEAQVwCOhqKQEJSEACElAA6x6QgAQkIAEJhCCgAA4BXS0lIAEJSEACCmDdAxKQgAQkIIEQBBTAIaCrpQQkIAEJSOD/A5/r5ll0T7KwAAAAAElFTkSuQmCC</pentrails><costumes><list struct="atomic" id="20"></list></costumes><sounds><list struct="atomic" id="21"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><watcher scope="m" s="xPosition" style="normal" x="10" y="10" color="74,108,212"/><watcher scope="m" s="yPosition" style="normal" x="10" y="31.000001999999995" color="74,108,212" hidden="true"/><watcher var="ShapesDrawn" style="normal" x="10" y="52.00000399999999" color="243,118,29" hidden="true"/><sprite name="m" idx="1" x="67" y="90" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,12,127,255" pen="tip" id="29"><costumes><list struct="atomic" id="30"></list></costumes><sounds><list struct="atomic" id="31"></list></sounds><blocks></blocks><variables></variables><scripts><script x="30.467142740885322" y="10"><block s="receiveGo"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block><block s="doAsk"><l>How many shapes do you want drawn?</l></block><block s="doSetVar"><l>ShapesDrawn</l><l>0</l></block><block s="doRepeat"><l>10</l><script><block s="doUntil"><block s="reportVariadicEquals"><list><block var="ShapesDrawn"/><block s="getLastAnswer"></block></list></block><script><block s="up"></block><block s="gotoXY"><block s="reportRandom"><l>-170</l><l>170</l></block><block s="reportRandom"><l>-170</l><l>170</l></block></block><block s="doIf"><block s="reportVariadicLessThan"><list><block s="yPosition"></block><l>0</l></list></block><script><block s="up"></block><block s="setColor"><color>189,0,107,255</color></block><block s="down"></block><custom-block s="DrawPolygon %n"><l>3</l></custom-block><block s="doChangeVar"><l>ShapesDrawn</l><l>1</l></block><block s="doWait"><l>1</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicAnd"><list><block s="reportVariadicGreaterThan"><list><block s="yPosition"></block><l>0</l></list></block><block s="reportVariadicGreaterThan"><list><block s="xPosition"></block><l>0</l></list></block></list></block><script><block s="up"></block><block s="setColor"><color>0,12,127,255</color></block><block s="down"></block><custom-block s="DrawPolygon %n"><l>4</l></custom-block><block s="doChangeVar"><l>ShapesDrawn</l><l>1</l></block><block s="doWait"><l>1</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicAnd"><list><block s="reportVariadicLessThan"><list><block s="xPosition"></block><l>-30</l></list></block><block s="reportVariadicGreaterThan"><list><block s="yPosition"></block><l>30</l></list></block></list></block><script><block s="up"></block><block s="setColor"><color>4,196,0,1</color></block><block s="down"></block><custom-block s="DrawPolygon %n"><l>5</l></custom-block><block s="doChangeVar"><l>ShapesDrawn</l><l>1</l></block><block s="doWait"><l>1</l></block></script><list></list></block></script></block></script></block></script></scripts></sprite></sprites></stage><variables><variable name="ShapesDrawn"><l>20</l></variable></variables></scene></scenes></project><media name="xyPositionColorChangeDebugProblemForStudents" app="Snap! 10.1-dev, https://snap.berkeley.edu" version="2"></media></snapdata>