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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="-95.1056516295148" y="102.92442183427715" heading="48" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,108,82,1" 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="16.666666666666657" y="10"><block s="down"><comment w="234.33333333333334" collapsed="true">It&apos;s best to put the pen down before drawing.</comment></block></script><script x="16.666666666666657" y="40.66666666666667"><block s="setHeading"><l>0</l><comment w="188.33333333333334" collapsed="true">You might (or might not) need this.</comment></block></script><script x="16.666666666666657" y="74.66666666666669"><block s="gotoXY"><l>0</l><l>0</l><comment w="188.33333333333334" collapsed="true">You might (or might not) need this.</comment></block></script><script x="16.666666666666657" y="108.66666666666663"><block s="clear"><comment w="68.5" collapsed="false">Script A.</comment></block><block s="doRepeat"><l>3</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>3</l></block></block></script></block></script><script x="16.666666666666657" y="279"><block s="clear"></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>255,108,82,1</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><script x="292" y="128.4999999999999"><block s="clear"></block><block s="doRepeat"><l>3</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>.5</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>3</l></block></block></script></block></script><script x="523" y="235.33333333333331"><block s="clear"></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>.5</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>4</l></block></block></script></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="U1L3-AngleExperiments2 NNatha 4B If There Is Time" app="Snap! 10, https://snap.berkeley.edu" version="2"></media></snapdata>