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</pentrails><costumes><list struct="atomic" id="148"></list></costumes><sounds><list struct="atomic" id="149"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-42" y="157.00000000000003" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,4,3,1" pen="tip" id="154"><costumes><list struct="atomic" id="155"></list></costumes><sounds><list struct="atomic" id="156"></list></sounds><blocks></blocks><variables></variables><scripts><script x="16.666666666666657" y="10"><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="100.33333333333331"><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="193.99999999999994"><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="330.99999999999994"><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="false">D. Instead of clicking twice, you can use REPEAT to automate.</comment></block></script><script x="334" y="315.5"><block s="down"></block><block s="clear"></block><block s="doRepeat"><l>4</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>90</l></block><block s="doWait"><l>.5</l></block></script></block></script><script x="487" y="309.3333333333333"><block s="down"></block><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></block></script><script x="518" y="95.33333333333331"><block s="down"></block><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="doWait"><l>.5</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>10</l></block></block><block s="doWait"><l>.5</l></block></script></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="U1L3-AngleExperiments1 QM" app="Snap! 11.0.7, https://snap.berkeley.edu" version="2"></media></snapdata>