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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"><sprite name="Sprite" idx="1" x="95.10565162951502" y="30.901699437494813" heading="72" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,4,3,1" pen="tip" id="13"><costumes><list struct="atomic" id="14"></list></costumes><sounds><list struct="atomic" id="15"></list></sounds><blocks></blocks><variables></variables><scripts><script x="126.66666666666663" y="270.66666666666674"><block s="clear"></block></script><script x="16.666666666666657" y="59.00000000000003"><block s="clear"><comment w="68.5" collapsed="false">Script A.</comment></block><block s="setHeading"><l>0</l><comment w="188.33333333333334" collapsed="true">You might (or might not) need this.</comment></block><block s="gotoXY"><l>0</l><l>0</l><comment w="188.33333333333334" collapsed="true">You might (or might not) need this.</comment></block><block s="down"><comment w="234.33333333333334" collapsed="true">It&apos;s best to put the pen down before drawing.</comment></block><block s="doRepeat"><l>6</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>.5</l></block><block s="forward"><l>-100</l></block><block s="doWait"><l>.5</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>6</l></block></block></script></block><block s="doRepeat"><l>60</l><script><block s="setColor"><color>0,4,3,1</color></block><block s="setSize"><l>1</l></block><block s="forward"><l>100</l></block><block s="doWait"><l>1</l></block><block s="setColor"><color>255,254,250,1</color><comment w="280.83333333333337" collapsed="false">Why is this change in pen color and size useful here?</comment></block><block s="setSize"><l>3</l></block><block s="forward"><l>-100</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>60</l></block></block></script><comment w="358.8333333333333" collapsed="false">Script B.&#xD;The second hand on a clock must make 60 small turns to make a full rotation.</comment></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="U1L3-AngleExperiments2" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"></media></snapdata>