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select="1"><scene name="Polygon2_PaulaSanchezAlbornoz"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="pinwheel, branches:" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs></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" 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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="99.45218953682729" y="10.452846326765723" heading="84" 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="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="40.666666666666686"><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>255,254,250,1</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><script x="276" y="114"><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="doWait"><l>.5</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>3</l></block></block></script></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="Polygon2_PaulaSanchezAlbornoz" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>