<snapdata remixID="14264230"><project name="Concntric Squares " app="Snap! 10.5.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAAAXNSR0IArs4c6QAACTNJREFUeF7tnU1oVUcUx0/6YYzVkFTR1prYoDY2ClpTFRFEEFFLsJq4MJsuqpCFGCUuXFS7EBFrJdGiLixFWhVT2lQt0ujCbzcJklAxBT9oqEZRGhA11lYbU2Yan3nmvczcuXPu3Hvf/240786cmfnN783cOe9psnp6enoIFwg4IpAFAR2RR7OSAASECE4JpBSwpaWFzp49S2J3zsrKSnQwzD8XFhZSeXl5Un+dkkXjWgT6CXjixAkaN26cVmXOQoMHD6adlR9QcZ76EXXZN79S54PHsjvd3d1UXFzM2TXEtkggScCmpiYaNmxYYuV7vuK5+POtUSPp9W2l9MqLBTjtsJ+V11LHsBLZb3FNmjTJIiKE4iSQJODGjRupoqJCtnfmzBlqbW2VP7e3t9P+/fvpwYMHVFpaSosXL6bGxkb597Vr18pyixYtkq/NmjWLtm7dmnh93759tHr1ajp27Bjt2bOHcnNzafbs2VRUVEQ1NTU0atQo2rJlC61atYqOHj1KCxYsIPEI8M7otyl7+/SEgEOqf6G/vvqIhn5xg7rWFyYx6V6yndpz3ku8NnXqVE5miG2RQJKAO3bskAKJ6/z581RSUiK3tMuXL9Px48dp3bp1cpVpa2ujK1eu0OnTp+nw4cNSxI6ODrp165aU7NSpU7JcQ0MDbdq0ScomJM3Ly6N79+5Rfn4+dXZ2Uk5ODl2/fp2WLFlCu3btkvUPHDhAc+fOpXcLCymnbmZCwNemVdC/LQ2UvWwbEfXQPz+uT2B4+vE2uvpqUeLnmTNnWkSEUJwEkgS8e/cuXbt2jW0LvnDhgjwoiHbE4Wagrf394mIatP1DrS0469PvqfXPbhnv6tWrtGLFCk5miG2RQL9DyN69e0NxCBFjnDZtKuXnvakcblNzM3V1dclHhZUrVyrLo0B4CIQyDSO26nnz5lFBQYEnUn1TRp4qorAzAoGlYb6sKqPpQzqVA53/2Xf0dMT/B4qTJ09SVVWVsg4KRJdAYGmY/K8XUG72K1qk/vikMfGMKA5CWNm0sEWyUNo0jBjNjRs3aOHChXTu3DmaP3++POmOGTOGxGlZnGSnTJki74vrzp07VF1dTZcuXZIpnDVr1tDOnTvl6VdcI78to9xBLwR8Y9NvRH930aMtM/qBu175c+I10c7YsWMjCRedVhNIm4YRVR8/fkxDhw6VK5B4Hrt586ZMuYj0ysOHD2Vqpr6+XkopZBRpmYkTJ5L4WEx8mjJnzhyaMWOGFLmgvqK/gET06POSfr1sK/8h8ZqIKz4VwRVPAlbTMEeOHKHdu3dTc3Mz3b9/PynNMu6nyiQBB8LZWnZQSv/s2TMpMa74EggsDSNWshHDhytJ/t7eLtMpT548oQkTJtD48eOVdVAgugTSfh3L9fdUcfAIRqqDBw9SXV0dXbx4MZgGX2oF3wd0gt1do+KTrqVLl8rd5fklPk51dUFAV+QDbLesrIyys7PlM/XLl0v5RF8gYIAiuGoKAroij3b7EcAW7FEKkWfE5Y2AOEBWVlZqVcIhRAsTCnkhIN60y5cv91LFWVk8AzpDz9cwBGRgW1tbS6NHj2aIHI+Q4lvrmzdvloOBgAxzGiWoDMNXhuzLJ0qsIrMFRwmq0haGAhCQAWrfkFEFzIwlET6qfCK5AmI17K81BGR+q6cDnIl5wlR5PgjoSEDmZkMZPtUOAAGZpyqqgDmwQEAOqoqYKgHjnidU5flUfBxMmVaTsTmExP1gohJMdV/LBgeFIKAD6CZNqgRT3TdpM4g6sRQwjquhSjDV/SBkMmkDAppQc1BHJZjqvoMuazUZewGjmCc0yfNBQC3fzQupAKvum7ccfE2TNEtUxx/7FTB4ffy3CAH9M7QeQfUOV90Pe57Qb55PNX7rE2IpYMasgGE/GasE8nvfki/Ww0BA60jNAvoVTFXfrFf8tTJSwDCuhiqB/N7nV8msBQhoxs16Lb+Cqepb77ClgBkvoIs8IUeeDwJaekekC6MC7Pc+c/eTwnOkWVTjD3J8XtrK+BXQCyxbZSHgC5IQsJcFd56QO8+HFdDW8pAmjgqwzfscQ7HZP5MVlGNMNmJiBeylyJ2agYCpdYWAKQTkkBECQsDE/xjlYguDgBDQSECTPKGLPJ9KcBvPaxwxsAUzbMEmK6xKIL/3OeSxERMCQkAbHhnHgICaAqryhK7zfKoV0tgQ5ooQUFNA1clYJYDr+8weGYeHgBDQWB4bFSGggYBhPGSoVlgbsnDEgIAQkMMr7ZgQ0EDADRs20OTJk2XN578OQbUCub6vbUTABSGggYCp5si1YKr2A/ZKuzkICAG1ZeEoCAE1BTx06JD8Le7prtu3b1NNTY28HcZDCoc8NmJCQE0BvcCGgPq0ICAE1LeFoSQEZBAwjIcUBneshISAENCKSKZBIGAKAfvm+UzBPq8Xljyh33Fw1YeAKQTkgK3K03Hf5xiTjZgQEALa8Mg4BgTsRafK8xkT7q3oOk/ot/9c9SEgF9kB4rrIEzoYplaTEFALk91CEPAFTwho1y3jaDiEGKMLpmLcJyju40tnSUaugDbzfH7ffkHlCf32k6t+RgrIBdNPXKyAfugFUNfmBAXQXc9N2Byf6l/wee4cY4WMWQG583x+54g7T+i3f1z1M0ZALoAccTnSNBz9tBETAtqgaDkGBLQM1EY4v89INvrgMkZcx48V0KVVHtqGgB5gcRT1MgFhyvP5ZWErT+i3H1z1Y7kCcsFyGdfLGxBpGIaZ8jIBDM07D+ll/BCQYbpUExD2PJ9fJH7zhH7b56ofmy2YC1AY45qkacI4DtEnCBjWmRmgXxDQwaSptmAHXQpVk1HlgxUwVBqZdwYCmrPTqtkXcJzyfFqDH6CQbp7Qbztc9SO5AnLBiHJcrIDMsxel3BYzipThISAz9bjn+fziU+UJ/cbnqh+ZLZgLQBzjRmm3gIAxNBACxnBSMSQeAlgBebgiqiYBCKgJCsV4CEBAHq6IqkkAAmqCQjEeAhCQhyuiahKAgJqgUIyHAATk4YqomgQgoCYoFOMhAAF5uCKqJgEIqAkKxXgIQEAeroiqSQACaoJCMR4CEJCHK6JqEoCAmqBQjIcABOThiqiaBCCgJigU4yEAAXm4IqomAQioCQrFeAhAQB6uiKpJ4D9cJ8BcE9FtaAAAAABJRU5ErkJggg==</thumbnail><scenes select="1"><scene name="Concntric Squares "><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="drewconcentricsquares %&apos;numSquares&apos; %&apos;Sidelenght&apos;" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%n" initial="1"></input><input type="%n" initial="1"></input></inputs><script><block s="clear"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>270</l></block><block s="doFor"><l>i</l><l>1</l><block var="numSquares"/><script><block s="doRepeat"><l>4</l><script><block s="down"></block><block s="forward"><block s="reportVariadicProduct"><list><block s="reportDifference"><block s="reportVariadicProduct"><list><l>2</l><block var="i"/></list></block><l>1</l></block><block var="Sidellength"/></list></block></block><block s="turnLeft"><l>90</l></block><block s="up"></block></script></block><block s="forward"><block s="reportVariadicProduct"><list><l>-1</l><block var="Sidellength"/></list></block></block><block s="changeYPosition"><block var="Sidellength"/></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="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" id="52"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="53"></list></costumes><sounds><list struct="atomic" id="54"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="120" y="120" heading="270" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="59"><costumes><list struct="atomic" id="60"></list></costumes><sounds><list struct="atomic" id="61"></list></sounds><blocks></blocks><variables></variables><scripts><script x="379" y="109.33333333333337"><block s="receiveGo"></block><block s="doSetVar"><l>Number of Squares</l><l>15</l></block><block s="doSetVar"><l>Sidellength</l><l>8</l></block><custom-block s="drewconcentricsquares %n %n"><l>15</l><l>8</l></custom-block></script></scripts></sprite><watcher var="Number of Squares" style="normal" x="10" y="10" color="243,118,29"/><watcher var="Sidellength" style="normal" x="10" y="31.000001999999995" color="243,118,29"/></sprites></stage><variables><variable name="Number of Squares"><l>15</l></variable><variable name="Sidellength"><l>8</l></variable></variables></scene></scenes></project><media name="Concntric Squares " app="Snap! 10.5.0, https://snap.berkeley.edu" version="2"></media></snapdata>