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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="0" y="0" heading="315" 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="10" y="11.103917439778627"><block s="down"><comment w="184.83333333333334" collapsed="false">A. Click this script. What does it do?</comment></block></script><script x="10" y="101.43725077311211"><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="10" y="195.10391743977885"><block s="clear"></block></script><script x="10" y="332.10391743977834"><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. 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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="doRepeat"><l>360</l><script><block s="down"></block><block s="forward"><l>0.5</l></block><block s="turn"><l>1</l></block></script></block><block s="setHeading"><l>-45</l></block><block s="write"><l>other users</l><l>12</l></block><block s="up"></block><block s="gotoXY"><l>0</l><l>0</l></block></script><script x="143.33333333333368" y="794.6039174397789"><block s="forward"><l>100</l></block></script><script x="356.3333333333337" y="897.4372507731113"><block s="turn"><l>180</l></block></script><script x="366.3333333333337" y="807.4372507731114"><block s="doWait"><l>.5</l></block></script><script x="258.3333333333337" y="1033.1039174397786"><block s="setHeading"><l>135</l></block></script><script x="145.33333333333323" y="975.6666666666665"><block s="gotoXY"><l>0</l><l>0</l></block></script></scripts></sprite><watcher scope="Stage" s="reportMouseX" style="normal" x="10" y="9.999999999999993" color="4,148,220"/><watcher scope="Stage" s="reportMouseY" style="normal" x="10" y="31.000001999999995" color="4,148,220"/></sprites></stage><variables></variables></scene></scenes></project><media name="My version of internet" app="Snap! 10, https://snap.berkeley.edu" version="2"></media></snapdata>