<snapdata remixID="9183201"><project name="U1L3-AngleExperiments1" app="Snap! 5.4, http://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" 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="-2.2737367544323206e-13" y="0" heading="72" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="145,0,153,1" 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="true">A. Click this script. What does it do?</comment></block><block s="clear"></block><block s="forward"><l>100</l></block><block s="forward"><l>-100</l></block></script><script x="16.666666666666657" y="107"><block s="clear"></block><block s="forward"><l>100</l><comment w="226.66666666666666" collapsed="true">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></script><script x="16.666666666666657" y="200.66666666666663"><block s="clear"></block><block s="forward"><l>100</l><comment w="282.99999999999994" collapsed="true">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>180</l></block></script><script x="16.666666666666657" y="337.6666666666667"><block s="clear"></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>180</l></block><block s="doWait"><l>.5</l></block></script><comment w="145.5000000000001" collapsed="true">D. 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