<snapdata remixID="9490527"><project name="U1L3-AngleExperiments1" 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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</pentrails><costumes><list 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="80.9016994374947" y="-58.77852522924712" heading="126" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,4,3,1" 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="16.66666666666667"><block s="down"><comment w="184.83333333333334" collapsed="false">A. Click this script. What does it do?</comment></block><block s="doRepeat"><l>3</l><script><block s="forward"><l>100</l></block><block s="forward"><l>-100</l></block><block s="forward"><l>100</l><comment w="226.66666666666666" collapsed="false">B. It&apos;s easier to see what&apos;s happening if the script waits between steps.</comment></block><block s="doWait"><l>.5</l></block><block s="forward"><l>-100</l></block><block s="forward"><l>100</l><comment w="282.99999999999994" collapsed="false">C. After drawing the spike, turn half way around (&quot;do a 180&quot;).&#xD;&#xD;How many times must you run this script to get the sprite to face the way it started (facing &quot;right&quot; or &quot;to the east&quot;)?</comment></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"><l>36</l></block><block s="doRepeat"><l>2</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"><l>36</l></block><block s="doWait"><l>.5</l></block></script><comment w="145.5000000000001" collapsed="false">D. 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