<snapdata remixID="11611943"><project name="U1L3-AngleExperiments2" app="Snap! 7, https://snap.berkeley.edu" 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</thumbnail><scenes select="1"><scene name="U1L3-AngleExperiments2"><notes></notes><hidden></hidden><headers></headers><code></code><blocks></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="6"></list></costumes><sounds><list struct="atomic" id="7"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-2.5011104298755527e-12" y="1.7053025658242404e-12" heading="258" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,4,3,1" pen="tip" id="12"><costumes><list struct="atomic" id="13"></list></costumes><sounds><list struct="atomic" id="14"></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><block s="doRepeat"><l>100</l><script><block s="setColor"><color>0,4,3,1</color></block><block s="forward"><l>100</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! 7, https://snap.berkeley.edu" version="2"></media></snapdata>