<snapdata remixID="11894443"><project name="Jimin Lee Assessmet" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAAAXNSR0IArs4c6QAACspJREFUeF7tnXtQVOcZxp9FEBAQXK5ekAAC9TZjWlOnOiaxpjWKxqpNMVHrZdRWxUTx2oiKBrxzaYw40Zho1UTjoBOD0bSxmji1tUlGHVMdkTtUBYQVFAkCbmfXakT28p3l7Dnf2e/lL2d4z/c+7/P83Ot3PnRGo9EI+lHUAZPjOl3rlh5d1qLJsEpRHTw00xGAysagD9+ImrJlVpvOSzqGbRnxyopSsRsBqKL51lpH9f8zCi+9yaEy+SW5BIA5hnSEeERggPcv4ddBL79LMq04cdohHNj9qt3VLD1F271IowWaBnBp+TCkdjuOjm5e3Nt/5mwJhg6OsKtz8PD3cfbkTLt1rlKgOQCNMGJ8fgCO9Kq1mEH5/Tx07xgDHZ56la9yYh31b+N+zUqbKkpKaxHR079NzTvbz+GNOYNUnsA57TUF4Iabk7E8bJ9dJ/5W+xf8yv/3duvUKHhjyXG8s3mkxdYf7juP6ZOfbfW7HnEZKL+ahPXpZ5CUOBienh3UkO20npoC8FLDV+jv/QKTGVsr52J+SDZTrdJFOZ9eRlxMEPr1CXncOnnNSaSuHm5XSmTfLBT9Z4HdOq0UaArA96qS8IfgDGZv55Y8i+yI88z1SheO+M1enDgyxfyZoKU3HmMTPsanB1+zKGvk+H04fniy0pJl76cpAKcWRWNPZIEkE/5x9wiG+I6TdI3SxX0GvovL3ya2avvNd9fx3M+62ZRy8dJNFBYbMG5Mb6Uly9ZPUwBKfUR7t3IeEkO2yWaWkgvlnsjD6JdjbbasrKpHSLCPkrJk76UpAPdWr8GUwNXMJpjeMfP2bphF/Oz5n2HH1jF2S7N3foO5s56zW8dzgaYALGi8gGjPAUx+jsrzwOexTUy1vBWZvp7XPf1l8VMiUzd9jeSlz/MmXbIeTQEoeToNXxA/YT+O5UyyOkFzsxHu7nx91umI3ZoDkOVpNbNiFhaG7nTED66uOX/xBkrL6zA2Pq6Vrp69M1F6ZSFXWh0VozkAHw26s2oJvr33BZJCdyHOayDw/28+/l3/OX7uM8pRP7i8bs6CXGRnxtt9WuZSvB1RmgXw6bluNZcj/eYMTA9KQ6yXtl+YW8vMrXMKRo2IQe4h60/NWoPQZQDUmvGk96EDBCCRoKoDBKCq9lNzApAYUNUBAlBV+6k5AUgMqOqA7ACyfFCs6sTUnCsHZANwR9UiDPEdj77eQ0AQcpUx12LaCaARM4t7Y5J+lfnDX9O9GHz9GDGjKA7xAX/EhC5JfEkjNY5/Dmh6hJtZ3Acxnj/FtKBUhHlEmhd78pHvSsM/0dv7F6rYbNIxu7gvdj5z+XH/tOu/w4pun6iih5pad8CBR0Ajxl3zx5GYujar1rVUm+/LfbQHL8eQiQldlPvS/PuGM/hXfS5mBm20OPGkwnDsjyojHjhygBnARmMDksvjsTn87zbln7t7DIN8fzxaYt2NBLzV9aBTR65tqUJp4xX072R/f9yUwgjsjSpxqh5anN0BZgCnF/XCh5H5bZ5qLbXaU70SUwPffvyryYU9sS+qlF2VkyvTbiRghZP/Uzh5BJdZnhnAHVWLMTt4CxOApqLl5S9hQ48vzfWmozMmdFnkZNNMh3yxb9A8bMjEeAVfHjh5eM0uzwyg6fVVP++h5kHP1edikM9ou0OPvuaF3JgfUP+gDj5une3Wt6eAPvppj3vqXcsM4JMSWXccFzZeQNr1BOyKvOr0CfMbz6OXZ+tTBWw13VG1BLODNztdFzWw7YBDACYUhOJgdIXNlVf8dyTSuh9XzP+91SmYEpjC1O/UnY8wzO91ploqcq4DkgB89DS3uOx5bAn/2q6yZeXDsbHHSbt1chTMKRmA7REXmJYqu38V4R1b32fBdCEVye6AJABNH8V46rxx2JABQ0slZgStt3jf7dSiSKR2P47wjj+RXbC1BacVRWM3w6kJpiPdNvU4pZguORqlrDttPiUhfoTtG9Xl6KX0GpIAPH3nAF70m9hG47Hb72F71ZtYHPYBhvhOgIfOE9ZqnTWg6bvoh+/S7b0TlvZu2Vl6WdddvupLbFj7krl8VuJR8w3r9u4ZZl2bhzpJAN55UIOMmzOggxuSwj6Ar1tAmxk+rlmH1/RvqTbbjaZCs8Ywjygkhe1q9Qg9q7hPq6/nVBMpobGrH2guCUBLvl1sOGW+G+3XnafBz02PsV3mS7BXmVLTAUUZFTOQE21QpqFMXQJ7bkJ16VKrq7nCgebtBlAmr2kZBx2I7JeFou+1e16grACyvjt20GuhLmM90FzrprQbQNNHM7/N1yOn18Ont60VczA/dLvWfVFVv0gHmjsM4PWmfOy9lYJlXdue2SzlMzlVk+a0eXsONOd0JKuyJAN4xJAFvXtXvOCXYHPWV6754mjMXa35wZVeqQeacyWeUYxkAG80FaCrRzTT8k/uiGG6gIraOHD46GXERAeif9/Qx79bseYk0hgONNeCnZIBlLq1and1MqYFpmrBC6412jvQnGvxNsRJBnBR2VCkh5+RNC/r9i1JiwpabOlAcy1bIRnAVwuCcSi6innm2y2VCOjw49/DYL6QCoVwQDKAWRWzsEDC6aOf3c7GmIC5QpjpCkMWFhYiKipKsVEkA3iu/hgG+bD9PduPalLxuj5ZsWGoUfsd8A+didqK99u/EOMKkgFkXNdc1oJmdIC7lEuoVkUHzp49iyEj/ooHdasV23HjNADpHlwVSXKwtXun4WjpMBTpa/xRVFyGnXvKcL/xFh784Lz9kw4B+N29L8w7YF4JSESCfrkm/xiMgxm59GU6v9a3NOiavnIqfCYzHQLQUgqfGDbjcE26eQ9e7u3tWNs916XDcsXhngRQCfhkBdAVA3GlmdasO42BNrb1Z2VlYeHK2+aRlYKPAHQlwmzMwrKtX999Hgx1wYrCRwAKAiDLtn7T06+Sj3yPrJftNaAgWWpuTNZt/W5ew5z+hsOSeQSg5pCSX/DVvFuIiw2Sf2GGFQlABpO0WsK6rd/SU7RSMxOASjmtcB+tbOsnABUGQ6l2LNv6i0tq8UyEv1KSLPYhAFW13/nNed/WTwA6nwHVO/C8rZ8AVB0P5QTwuK2fAFQuf2468bStnwDkBgsxhRCAYubOzdQEIDdRiCmEABQzd26mJgC5iUJMIQSgmLlzMzUByE0UYgohAMXMnZupCUBuohBTCAEoZu7cTE0AchOFmEIIQDFz52ZqApCbKMQUQgCKmTs3UxOA3EQhphACUMzcuZmaAOQmCjGFEIBi5s7N1AQgN1GIKYQAFDN3bqYmALmJQkwhBKCYuXMzNQHITRRiCiEAxcydm6kJQG6iEFMIAShm7txMTQByE4WYQghAMXPnZmoCkJsoxBRCAIqZOzdTE4DcRCGmEAJQzNy5mZoA5CYKMYUQgGLmzs3UBCA3UYgphAAUM3dupiYAuYlCTCEEoJi5czM1AchNFGIKIQDFzJ2bqQlAbqIQUwgBKGbu3ExNAHIThZhCCEAxc+dmagKQmyjEFEIAipk7N1MTgNxEIaYQAlDM3LmZmgDkJgoxhXAPYNHKtYC7m/V0jEBkSrKY6bnA1NwDaPL42rwFiNmWZdHugsV/QvSW9S4QhZgjaAJAa9FU7j+AkEkTxUzORabWDICn3f3wYvOdVrbfy7uGTrExLhKFmGNoBkBzPEYjoNOZ/3lh2MsYcOqEmKm50NT/A6hDldW2+PhQAAAAAElFTkSuQmCC</thumbnail><scenes select="1"><scene name="Jimin Lee Assessmet"><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,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</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="149" y="5" heading="210" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,12,127,255" 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="52" y="17"><block s="receiveGo"></block><block s="clear"></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="reportLessThan"><block s="yPosition"></block><l>0</l></block><script><block s="down"></block><block s="setColor"><color>191,0,9,1</color></block><custom-block s="DrawPolygon %n"><l>3</l></custom-block><block s="doWait"><l>1</l></block><block s="up"></block></script><script><block s="doIfElse"><block s="reportLessThan"><block s="xPosition"></block><l>0</l></block><script><block s="down"></block><block s="setColor"><color>70,217,0,1</color></block><custom-block s="DrawPolygon %n"><l>5</l></custom-block><block s="doWait"><l>1</l></block><block s="up"></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="doWait"><l>1</l></block><block s="up"></block></script></block></script></block></script></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="Jimin Lee Assessmet" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>