<snapdata remixID="10717154"><project name="U1L3-AngleExperiments2" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><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" scheduled="false" 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struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="45.928876070862316" y="141.35454576426042" heading="96" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,254,250,1" pen="tip" id="8"><costumes><list struct="atomic" id="9"></list></costumes><sounds><list struct="atomic" id="10"></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="74.66666666666667"><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="22.666666666666657" y="317"><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="23.666666666666657" y="136.66666666666669"><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="503" y="140"><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><script x="263" y="142"><block s="clear"><comment w="68.5" collapsed="false">Script A.</comment></block><block s="doRepeat"><l>4</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><hidden></hidden><headers></headers><code></code><blocks></blocks><variables></variables></project><media name="U1L3-AngleExperiments2" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>