<snapdata remixID="13784499"><project name="Unit 1 Lab 3-2" app="Snap! 10, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Unit 1 Lab 3-2"><notes></notes><hidden></hidden><headers></headers><code></code><blocks></blocks><primitives></primitives><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" id="6"><pentrails>data:image/png;base64,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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="70.44885311072903" y="-40.67366430757997" heading="54" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="186,143,255,1" 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="74.6666666666667"><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="108.66666666666664"><block s="clear"><comment w="68.5" collapsed="false">Script A.</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></script><script x="16.666666666666657" y="279"><block s="clear"></block><block s="doRepeat"><l>60</l><script><block s="setColor"><color>186,143,255,1</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="Unit 1 Lab 3-2" app="Snap! 10, https://snap.berkeley.edu" version="2"></media></snapdata>