<snapdata remixID="12689517"><project name="xyPositionColorChangeDebugProblemForStudents" app="Snap! 9.0, 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><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="18"><pentrails>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeAAAAFoCAYAAACPNyggAAAAAXNSR0IArs4c6QAAIABJREFUeF7t3V2oVdXex/HfnOoWxAdvTG+CiCJBJAmrC8vCtVYZUiGBRC8EIRiuuTdFQa88j3miNyis3HOLIRFFCNVFFIi411ziy6GLMhFUTDo30Y3ZlQmx0b3Ggz36nPCkzjnXXGOsMea32zPH+I//5z/2/q3l8rgi8R8CCCCAAAIIWBeIrFekIAIIIIAAAgiIAOYSIIAAAggg4ECAAHaATkkEEEAAAQQIYO4AAggggAACDgQIYAfolEQAAQQQQIAA5g4ggAACCCDgQIAAdoBOSQQQQAABBAhg7gACCCCAAAIOBAhgB+iURAABBBBAgADmDiCAAAIIIOBAgAB2gE5JBBBAAAEECGDuAAIIIIAAAg4ECGAH6JREAAEEEECAAOYOIIAAAggg4ECAAHaATkkEEEAAAQQIYO4AAggggAACDgQIYAfolEQAAQQQQIAA5g4ggAACCCDgQIAAdoBOSQQQQAABBAhg7gACCCCAAAIOBAhgB+iURAABBBBAgADmDiCAAAIIIOBAgAB2gE5JBBBAAAEECGDuAAIIIIAAAg4ECGAH6JREAAEEEECAAOYOIIAAAggg4ECAAHaATkkEEEAAAQQIYO4AAggggAACDgQIYAfolEQAAQQQQIAA5g4ggAACCCDgQIAAdoBOSQQQQAABBAhg7gACCCCAAAIOBAhgB+iURAABBBBAgADmDiCAAAIIIOBAgAB2gE5JBBBAAAEECGDuAAIIIIAAAg4ECGAH6JREAAEEEECAAOYOIIAAAggg4ECAAHaATkkEEEAAAQQIYO4AAggggAACDgQIYAfolEQAAQQQQIAA5g4ggAACCCDgQIAAdoBOSQQQQAABBAhg7gACCCCAAAIOBAhgB+iURAABBBBAgADmDiCAAAIIIOBAgAB2gE5JBBBAAAEECGDuAAIIIIAAAg4ECGAH6JREAAEEEECAAOYOIIAAAggg4ECAAHaATkkEEEAAAQQIYO4AAggggAACDgQIYAfolEQAAQQQQIAA5g4ggAACCCDgQIAAdoBOSQQQQAABBAhg7gACCCCAAAIOBAhgB+iURAABBBBAgADmDiCAAAIIIOBAgAB2gE5JBBBAAAEECGDuAAIIIIAAAg4ECGAH6JREAAEEEECAAOYOIIAAAggg4ECAAHaATkkEEEAAAQQIYO4AAggggAACDgQIYAfolEQAAQQQQIAA5g4ggAACCCDgQIAAdoBOSQQQQAABBAhg7gACCCCAAAIOBAhgB+iURAABBBBAgADmDiCAAAIIIOBAgAB2gE5JBBBAAAEECGDuAAIIIIAAAg4ECGAH6JREAAEEEECAAOYOIIAAAggg4ECAAHaATkkEEEAAAQQIYO4AAggggAACDgQIYAfolEQAAQQQQIAA5g4ggAACCCDgQIAAdoBOSQQQQAABBAhg7gACCCCAAAIOBAhgB+iURAABBBBAgADmDiCAAAIIIOBAgAB2gE5JBBBAAAEECGDuAAIIIIAAAg4ECGAH6JREAAEEEECAAOYOIIAAAggg4ECAAHaATkkEEEAAAQQIYO4AAggggAACDgQIYAfolEQAAQQQQIAA5g4ggAACCCDgQIAAdoBOSQQQQAABBAhg7gACCCCAAAIOBAhgB+iURAABBBBAgADmDiCAAAIIIOBAgAB2gE5JBBBAAAEECOAid+C//nuFTNQssqTUs5HJ9Ptr+0utZRECCCCAgBcCBHCRMc39n1el6G7J7C2yrNizF/Y/849Xi63jaQQQQAABnwQI4CLT+jOAJQ0yHG3UKNIzzyKAAAJlBfhTwyvKEcBFLpaNcLRRo0jPPIsAAgiUFeBPDQngsnfnP9bZCEcbNSoDYSMEEEDgCgI2fp/ZqDGgIfMOuAisjUHbqFGkZ55FAAEEygrY+H1mo0bZ/q+yjgAuAmtj0DZqFOmZZxFAAIGyAjZ+n9moUbZ/ArhCORuDtlGjQhK2QgABBC4rYOP3mY0aAxox74CLwNoYtI0aRXrmWQQQQKCsgI3fZzZqlO2fd8AVytkYtI0aFZKwFQIIIMA74HJ3gHfARdxshKONGkV65lkEEECgrICN32c2apTtn3fAFcrZGLSNGhWSsBUCCCDAO+Byd4B3wEXcbISjjRpFeuZZBBBAoKyAjd9nNmqU7Z93wBXK2Ri0jRoVkrAVAgggwDvgcneAd8BF3GyEo40aRXrmWQQQQKCsgI3fZzZqlO2fd8AVytkYtI0aFZKwFQIIIMA74HJ3gHfARdxshKONGkV65lkEEECgrICN32c2apTtn3fAFcrZGLSNGhWSsBUCCCDAO+Byd4B3wEXcbISjjRpFeuZZBBBAoKyAjd9nNmqU7Z93wBXK2Ri0jRoVkgzNVnzx99CMgoMg8P8CNn6f2agxoJHyDrgIrI1B26hRpGdfnv3TLbpbMnsHd+QL+5/5x6uDq8HOCAQkYOP3mY0aAxoJAVwE1sagbdQo0rMvz9pws1HDF2/OiUAeARs/MzZq5Om1xDMEcBE0G4O2UaNIz748a8PNRg1fvDknAnkEbPzM2KiRp9cSzxDARdBsDNpGjSI9+/KsDTcbNXzx5pwI5BGw8TNjo0aeXks8QwAXQbMxaBs1ivTsy7M23GzU8MWbcyKQR8DGz4yNGnl6LfEMAVwEjb/oU0TL7rM2fght1LCrRjUEBitg42fGRo0BKRHARWD5v7oU0bL7rI0fQhs17KpRDYHBCtj4mbFRY0BKBPCAYNnWsoCNH0IbNSyzUQ6BgQrwp4ZX5CWAB3r72NyagI1wtFHDGhiFELAgwJ8aEsAWrhklXAvYCEcbNVw7Uh8BBKwJ8A7YGjWFBipgIxxt1BgoEpsjgMAwCRDAwzQNzlJewEY42qhRXoCVCCDgmQAB7NnAOO5lBGyEo40aDBgBBGojQADXZtSBN2ojHG3UCHxMtIcAAv8WIIC5DWEI2AhHGzXCmAZdIIBADgECOAcSj3ggYCMcbdTwgJojIoBANQIEcDWO7OJawEY42qjh2pH6CCBgTYAAtkZNoYEK2AhHGzUGisTmCCAwTAIE8DBNg7OUF7ARjjZqlBdgJQIIeCZAAHs2MI57GQEb4WijBgNGAIHaCBDAtRl14I3aCEcbNQIfE+0hgMC/BQhgbkMYAjbC0UaNMKZBFwggkEOAAM6BxCMeCNgIRxs1PKDmiAggUI0AAVyNI7u4FrARjjZquHakPgIIWBMggK1RU2igAn+GY3S3ZPYOrs6F/c/849XB1WBnBBCoiwABXJdJh94nX/wd+oTpD4HgBAjg4EZKQwgggAACPggQwD5MiTMigAACCAQnQAAHN1IaQgABBBDwQYAA9mFKnBEBBBBAIDgBAji4kdIQAggggIAPAgSwD1PijAgggAACwQkQwMGNlIYQQAABBHwQIIB9mBJnRAABBBAIToAADm6kNIQAAggg4IMAAezDlDgjAggggEBwAgRwcCOlIQQQQAABHwQIYB+mxBkRQAABBIITIICDGykNIYAAAgj4IEAA+zAlzogAAgggEJwAARzcSGkIAQQQQMAHAQLYhylxRgQQQACB4AQI4OBGSkMIIIAAAj4IEMA+TIkzIoAAAggEJ0AABzdSGkIAAQQQ8EGAAPZhSpwRAQQQQCA4AQI4uJHSEAIIIICADwIEsA9T4owIIIAAAsEJEMDBjZSGEEAAAQR8ECCAfZgSZ0QAAQQQCE6AAA5upDSEAAIIIOCDAAHsw5Q4IwIIIIBAcAIEcHAjpSEEEEAAAR8ECGAfpsQZEUAAAQSCEyCAgxspDSGAAAII+CBAAPswJc6IAAIIIBCcAAEc3EhpCAEEEEDABwEC2IcpcUYEEEAAgeAECODgRkpDCCCAAAI+CBDAPkyJMyKAAAIIBCdAAAc3UhpCAAEEEPBBgAD2YUqcEQEEEEAgOAECOLiR0hACCCCAgA8CBLAPU+KMCCCAAALBCRDAwY2UhhBAAAEEfBAggH2YEmdEAAEEEAhOgAAObqQ0hAACCCDggwAB7MOUOCMCCCCAQHACBHBwI6UhBBBAAAEfBAhgH6bEGRFAAAEEghMggIMbKQ0hgAACCPggQAD7MCXOiAACCCAQnAABHNxIaQgBBBBAwAcBAtiHKXFGBBBAAIHgBAjg4EZKQwgggAACPggQwD5MiTMigAACCAQnQAAHN1IaQgABBBDwQYAA9mFKnBEBBBBAIDgBAji4kdIQAggggIAPAgSwD1PijAgggAACwQkQwMGNlIYQQAABBHwQIIB9mBJnRAABBBAIToAADm6kNIQAAggg4IMAAezDlDgjAggggEBwAgRwcCOlIQQQQAABHwQIYB+mxBkRQAABBIITIICDGykNIYAAAgj4IEAA+zAlzogAAgggEJwAARzcSGkIAQQQQMAHAQLYhylxRgQQQACB4AQI4OBGSkMIIIAAAj4IEMA+TIkzIoAAAggEJ0AABzdSGkIAAQQQ8EGAAPZhSpwRAQQQQCA4AQI4uJHSEAIIIICADwIEsA9T4owIIIAAAsEJEMDBjZSGEEAAAQR8ECCAfZgSZ0QAAQQQCE6AAA5upDSEAAIIIOCDAAHsw5Q4IwIIIIBAcAIEcHAjpSEEEEAAAR8ECGAfpsQZEUAAAQSCEyCAgxspDSGAAAII+CBAAPswJc6IAAIIIBCcAAEc3EhpCAEEEEDABwEC2IcpcUYEEEAAgeAECODgRkpDCCCAAAI+CBDAPkyJMyKAAAIIBCdAAAc3UhpCAAEEEPBBgAD2YUqcEQEEEEAgOAECOLiR0hACCCCAgA8CBLAPU+KMCCCAAALBCRDAwY2UhhBAAAEEfBAggH2YEmdEAAEEEAhOgAAObqQ0hAACCCDggwAB7MOUOCMCCCCAQHACBHBwI6UhBBBAAAEfBAhgH6bEGRFAAAEEghMggIMbab0amlT7TkmtQXc9Q/FkQ+P/HHQd9kcAgfoIEMD1mXWQnXa0YY0UfxnJvNWTzlXdZCzNNIpejBU91ND411Xvz34IIFBfAQK4vrMPpvNM7Z1StLup9L2qm8qUPBMpajU0fn/Ve7MfAgjUW4AArvf8g+i+qw2LjOIDU4oXr9aWU1U1tU9j15xV7+iIdOcKpSeq2pd9EEAAgfMCBDD3IAiBTMlmI81pKX2qqoY6SrZJOtNS+lxVe7IPAgggcFGAAOYuBCEwqfXzYs06Him+r6Eth/ttqquxpUa9XVOKF63WltP97sd6BBBA4FIBApg7EYzApJL1sfRYU+nd/TaVKdkbS5+uVLq9371YjwACCPydAAHMvQhGwGhjvEe/HTTqvdHU1i/KNpZpdK2ReXm/5i/bpE29svuwDgEEELiSAAHM/QhKIFNyl6RPLvzR8VTR5nZqbPZs9X6U9ERT6b6i63keAQQQyCtAAOeV4jlvBDK1P5fiw02Nv1700JlGX5HMzU2lDxddy/MIIIBAEQECuIgWz3ohkCm5TtIPU5paulrbf8l76D0au7an3qERzVi2Qh/8nHcdzyGAAAJlBAjgMmqsGXqBTMlrkXR9Q+njeQ+bKfkskn5qKN2Ydw3PIYAAAmUFCOCycqwbaoHvtX7Oac06fk7RI/fm+Decd2v0jlhmxxyNLFquzX8MdXMcDgEEghAggIMYI038nUBXo48a9Z5taOK2SDKXUzJS1FX7O0nvNjWxA00EEEDAhgABbEOZGq4EokzJ/lhm+0pNfHy5Q2QafVIy65pKz3+zEv8hgAACVgQIYCvMFHEl0NWGZT1F38yQblqpiTOXnmOP2nOnpRPTMg+s0taDrs5JXQQQqJ8AAVy/mdeu40zJR0bmVEsTL1zafEftt6VofkvputrB0DACCDgVIICd8lPchkBHTy+Uzh2LFN/e1JZ/Xay5S+0bZyn61mjmkpbeP2njLNRAAAEELgoQwNyFWgh01H5eipa3lK652HBXyVdG0YGmxt+pBQJNIoDAUAkQwEM1Dg4zKIEjWjtyUguOGqndUjrZUXJPJE3M09nFt+rDs4Oqy77+CUyqff4v47UGffIZiicbOf4vcoM+B/u7EyCA3dlT2bJAV6MPGpk3F+rXW05qwaFIvZca2vq15WNQbsgFOtqwRoq/jGTe6knnqj5uLM00il6MFT3U0Dj3r2pgj/YjgD0aFkftXyBTslvSXCn6vanxVf3vyA4hCmRq75Si3U2l71XdX6bkmUhRq6Hx+6vem/38EiCA/ZoXp+1ToKOxxZGmjxhNL2lp27E+t2N5oAJdbVhkFB+YUrx4tbacqqrNfRq75qx6R0ekO1coPVHVvuzjpwAB7OfcOHUfApnGbvjr34buYyuWBiyQKdlspDktpU9V1WZHyTZJZ1pKn6tqT/bxV4AA9nd2nBwBBAYoMKn182LNOh4pvq+hLYf7LdXV2FKj3q4L31V9ut/9WO+/AAHs/wzpAAEEBiQwqWR9LD3WVHp3vyUyJXtj6dOVSrf3uxfrwxAggMOYI10ggMAABIw2xnv020Gj3htNbf2ibIlMo2uNzMv7NX/ZJm3qld2HdWEJEMBhzZNuEECgYoFMyV2SPrnwR8dTRbffqbHZs9X7UdITTaX7iq7n+XAFCOBwZ0tnCCBQkUCm9udSfLip8deLbplp9BXJ3NxU+nDRtTwftgABHPZ86Q4BBCoQyJRcJ+mHKU0tXa3tv+Tdco/Gru2pd2hEM5at0Ac/513Hc/UQIIDrMWe6RACBPgUyJa9F0vUNpY/n3SpT8lkk/dRQujHvGp6rjwABXJ9Z0ykCCPQh8L3WzzmtWcfPKXrk3hz/hvNujd4Ry+yYo5FFy7X5jz5KszRQAQI40MHSFgIIVC/Q1eijRr1nG5q4LZLM5SoYKeqq/Z2kd5ua2FH9SdgxBAECOIQp0gMCCNgSiDIl+2OZ7Ss18fHlimYafVIy65pKz3+zEv8h8LcCBDAXAwEEECgg0NWGZT1F38yQblqpiTOXLt2j9txp6cS0zAOrtPVgga15tGYCBHDNBk67CCDQv0Cm5CMjc6qliRcu3a2j9ttSNL+ldF3/ldghZAECOOTp0hsCCAxEoKOnF0rnjkWKb//rF3vsUvvGWYq+NZq5pKX3Tw6kOJsGI0AABzNKGkEAAZsCHbWfl6LlLaVrLtbtKvnKKDrQ1Pg7Ns9CLT8FCGA/58apEUDAscARrR05qQVHjdRuKZ3sKLknkibm6eziW/XhWcfHo7wHAgSwB0PiiAggMJwCXY0+aGTeXKhfbzmpBYci9V5qaOvXw3laTjVsAgTwsE2E8yCAgFcCmZLdkuZK0e9Nja/y6vAc1qkAAeyUn+IIIOC7QEdjiyNNHzGaXtLStmMu+5lU+/z/77g16DPMUDzZyPGvgQ36HL7vTwD7PkHOjwACzgUyjd3w178N7epAHW1YI8VfRjJv9aRzVZ8jlmYaRS/Gih5qaJw/au8TmADuE5DlCCCAwDAJZGrvlKLdTaXvVX2uTMkzkaJWQ+P3V713HfcjgOs4dXpGAIFgBbrasMgoPjClePFqbTlVVaP7NHbNWfWOjkh3rlB6oqp967wPAVzn6dM7AggEKZAp2WykOS2lT1XVYEfJNklnWkqfq2rPuu9DANf9BtA/AggEJzCp9fNizToeKb6voS2H+22wq7GlRr1dU4oXrdaW0/3ux/r/EyCAuQkIIIBAgAKTStbH0mNNpXf3216mZG8sfbpS6fZ+92L9vwUIYG4DAgggEKCA0cZ4j347aNR7o6mtX5RtMdPoWiPz8n7NX7ZJm3pl92HdfwoQwNwKBBBAIFCBTMldkj658EfHU0Xb3Kmx2bPV+1HSE02l+4qu5/krCxDA3BAEEEAgYIFM7c+l+HBT468XbTPT6CuSubmp9OGia3n+6gIE8NWNeAIBBBDwViBTcp2kH6Y0tXS1tv+St5E9Gru2p96hEc1YtkIf/Jx3Hc/lFyCA81vxJAIIIOClQKbktUi6vqH08bwNZEo+i6SfGko35l3Dc8UECOBiXjyNAAIIeCfwvdbPOa1Zx88peuTeHP+G826N3hHL7JijkUXLtfkP7xr25MAEsCeD4pgIIIBAPwJdjT5q1Hu2oYnbIslcbi8jRV21v5P0blMTO/qpydorCxDA3BAEECgswLfuFCYbhgVRpmR/LLN9pSY+vtyBMo0+KZl1TaXnv1mJ/wYoQAAPEJetEQhVgG/d8XOyXW1Y1lP0zQzpppWaOHNpF3vUnjstnZiWeWCVth70s0t/Tk0A+zMrTorAUAnwrTtDNY7ch8mUfGRkTrU08cKlizpqvy1F81tK1+XekAdLCxDApelYiEC9BfjWHT/n39HTC6VzxyLFt//1O4x3qX3jLEXfGs1c0tL7J/3szq9TE8BXmRefdfl1oTmtXQG+dceud1XVOmo/L0XLW0rXXNyzq+Qro+hAU+PvVFWHfa4sQABf5YbwWRc/QghcXoBv3fHzdhzR2pGTWnDUSO2W0smOknsiaWKezi6+VR+e9bMr/05NAOeYGZ915UDikdoK8K07fo6+q9EHjcybC/XrLSe14FCk3ksNbf3az278PDUBnGNufNaVA4lHaivAt+74O/pMyW5Jc6Xo96bGV/nbiZ8nJ4Bzzo3PunJC8VgtBfjWHT/H3tHY4kjTR4yml7S07ZifXfh7agI45+z4rCsnFI/VVoBv3fFz9JnGbvjr34b2sws/T00AF5gbn3UVwOLR2gnwrTu1GzkN9ylAABcA5LOuAlg8WksBvnWnlmOn6ZICBHBBOD7rKgjG47US4Ft3ajVumu1TgAAuAchnXSXQWFIbAb51pzajptE+BQjgEoB81lUCjSV1EuBbd+o0bXotLUAAl6Tjs66ScCyrhQDfulOLMdNknwIEcElAPusqCcey2gjwrTu1GTWNlhQggEvCnV/GZ1194LE0eAG+dSf4EdNgnwIEcH+AfNbVnx+rAxfgW3cCHzDt9SVAAPfFd/5d8IZlPUXfzJBuWqmJM5dut0ftudPSiWmZB1Zp68E+y7EcAa8E+NYdr8bFYS0LEMAVgPNZVwWIbBGsAN+6E+xoaaxPAQK4T8Dzy/msqwJEtghagG/dCXq8NFdSgAAuCXfpMj7rqgiSbYIU4Ft3ghwrTfUpQAD3CXhxOZ91VQTJNsEK8K07wY6WxkoKEMAl4f5uGZ91VYjJVggggEDgAgRwxQPms66KQdkOAQQQCFSAAK54sHzWVTEo2yGAAAKBChDAAxgsn3UNAJUtEUAAgcAECODABko7CCCAAAJ+CBDAfsyJUyKAAAIIBCZAAAc2UNpBAAEEEPBDgAD2Y06cEgEEEEAgMAECOLCB0g4CCCCAgB8CBLAfc+KUCCCAAAKBCRDAgQ2UdhBAAAEE/BAggP2YE6dEAAEEEAhMgAAObKC0gwACCCDghwAB7MecOCUCCCCAQGACBHBgA6UdBBBAAAE/BAhgP+bEKRFAAAEEAhMggAMbKO0ggAACCPghQAD7MSdOiQACCCAQmAABHNhAaQcBBBBAwA8BAtiPOXFKBBBAAIHABAjgwAZKOwgggAACfggQwH7MiVMigAACCAQmQAAHNlDaQaCowKTad0pqFV1X9PkZiicbGv9n0XU8j0CoAgRwqJOlLwRyCnS0YY0UfxnJvNWTzuVclvuxWJppFL0YK3qoofGvcy8ckgd5gTIkgwjwGARwgEOlJQSKCmRq75Si3U2l7xVde7XnMyXPRIpaDY3ff7Vnh/F/5wXKME4ljDMRwGHMkS4Q6Eugqw2LjOIDU4oXr9aWU31t9pfF+zR2zVn1jo5Id65QeqKqfW3vwwsU2+L1qEcA12POdInAVQUyJZuNNKel9KmrPpzzgY6SbZLOtJQ+l3PJUD7GC5ShHIv3hyKAvR8hDSBQjcCk1s+LNet4pPi+hrYc7nfXrsaWGvV2TSletFpbTve7n+v1vEBxPYHw6hPA4c2UjhAoLTCpZH0sPdZUenfpTS4szJTsjaVPVyrd3u9ew7CeFyjDMIWwzkAAhzVPukGgLwGjjfEe/XbQqPdGU1u/KLtZptG1Rubl/Zq/bJM29cruM2zreIEybBPx+zwEsN/z4/QIVC6QKblL0icX/uh4qmiBnRqbPVu9HyU90VS6r+j6YX6eFyjDPB3/zkYA+zczTozAwAUytT+X4sNNjb9etFim0Vckc3NT6cNF1/rwPC9QfJiSH2ckgP2YE6dEwKpApuQ6ST9MaWrpam3/JW/xPRq7tqfeoRHNWLZCH/ycd51vz/ECxbeJDed5CeDhnAunQsC5QKbktUi6vqH08byHyZR8Fkk/NZRuzLvGx+d4geLj1IbvzATw8M2EEyEwFALfa/2c05p1/JyiR+7N8W8479boHbHMjjkaWbRcm/8YiiYGeAheoAwQtyZbE8A1GTRtIlBGoKvRR416zzY0cVskmcvtYaSoq/Z3kt5tamJHmVq+reEFim8TG77zEsDDNxNOhMAwCUSZkv2xzPaVmvj4cgfLNPqkZNY1lZ7/ZqXa/McLlNqMeiCNEsADYWVTBMIR6GrDsp6ib2ZIN63UxJlLO9uj9txp6cS0zAOrtPVgOJ3n6oQXKLmYeOjvBAhg7gUCCFxVIFPykZE51dLEC5c+3FH7bSma31K67qobBfgAL1ACHKqllghgS9CUQcBngY6eXiidOxYpvr2pLf+62MsutW+cpehbo5lLWnr/pM899nN2XqD0o1fftQRwfWdP5wgUEuio/bwULW8pXXNxYVfJV0bRgabG3ym0WWAP8wIlsIFaaocAtgRNGQR8FziitSMnteCokdotpZMdJfdE0sQ8nV18qz4863t//Z6fFyj9CtZvPQFcv5nTMQKlBboafdDIvLlQv95yUgsOReq91NDWr0tvGNBCXqAENExLrRDAlqApg0AoApmS3ZLmStHvTY2vCqWvKvrgBUoVivXZgwCuz6zpFIFKBDoaWxxp+ojR9JKWth2rZNOANuEFSkDDHHArBPCAgdkegRAFMo3d8Ne/DR1ij2V74gVKWbn6rSOA6zdzOkYAgQEIPhujAAAADklEQVQL8AJlwMCBbP+/uUHO0l4c8LAAAAAASUVORK5CYII=</pentrails><costumes><list struct="atomic" id="19"></list></costumes><sounds><list struct="atomic" id="20"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="m" idx="1" x="-63" y="-54.99999999999994" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="189,0,107,255" pen="tip" id="25"><costumes><list struct="atomic" id="26"></list></costumes><sounds><list struct="atomic" id="27"></list></sounds><blocks></blocks><variables></variables><scripts><script x="51.66666666666666" y="10"><block s="receiveGo"></block><block s="clear"></block><block s="gotoXY"><block s="reportRandom"><l>-180</l><l>180</l></block><block s="reportRandom"><l>-180</l><l>180</l></block></block><block s="doRepeat"><l>10</l><script><block s="gotoXY"><block s="reportRandom"><l>-180</l><l>180</l></block><block s="reportRandom"><l>-180</l><l>180</l></block></block><block s="doIfElse"><block s="reportVariadicLessThan"><list><block s="yPosition"></block><l>0</l></list></block><script><block s="down"></block><block s="setColor"><color>189,0,107,255</color></block><custom-block s="DrawPolygon %n"><l>3</l></custom-block><block s="up"></block><block s="doWait"><l>1</l></block></script><script><block s="down"></block><block s="setColor"><color>0,12,127,255</color></block><custom-block s="DrawPolygon %n"><l>4</l></custom-block><block s="up"></block><block s="doWait"><l>1</l></block></script></block></script></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="xyPositionColorChangeDebugProblemForStudents" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>