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</pentrails><costumes><list struct="atomic" id="7"></list></costumes><sounds><list struct="atomic" id="8"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><watcher scope="Sprite(2)" s="xPosition" style="normal" x="10" y="10" color="74,108,212" hidden="true"/><watcher scope="Sprite(2)" s="yPosition" style="normal" x="10" y="31.000001999999995" color="74,108,212" hidden="true"/><sprite name="Sprite(2)" idx="1" x="7.48361930579722" y="59.94203935117878" heading="148" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,83.28299999999999,181.04999999999998,1" pen="tip" id="15"><costumes><list struct="atomic" id="16"></list></costumes><sounds><list struct="atomic" id="17"></list></sounds><blocks></blocks><variables></variables><scripts><script x="20" y="20"><block s="receiveGo"><comment w="215" collapsed="true">What angle will you need to create a circle? How many times will you need to repeat the blocks? .</comment></block><block s="clear"></block><block s="down"></block><block s="doRepeat"><l>360</l><script><block s="forward"><l>67</l></block><block s="turn"><l>67</l></block></script></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="circle" app="Snap! 11.0.4, https://snap.berkeley.edu" version="2"></media></snapdata>