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</pentrails><costumes><list struct="atomic" id="123"></list></costumes><sounds><list struct="atomic" id="124"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="0.16915153158038265" y="-1.078573364829822" heading="234" scale="1" volume="100" pan="0" rotation="1" draggable="false" costume="0" color="0,4,3,1" pen="tip" id="129"><costumes><list struct="atomic" id="130"></list></costumes><sounds><list struct="atomic" id="131"></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="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="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></script><script x="16.666666666666657" y="200.66666666666663"><block s="clear"></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>180</l></block></script><script x="16.666666666666657" y="337.66666666666663"><block s="clear"></block><block s="doRepeat"><l>10</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. Instead of clicking twice, you can use REPEAT to automate.</comment></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="U1L3-AngleExperiments1" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>