<snapdata remixID="14556824"><project name="U1L3-AngleExperiments1" app="Snap! 11.0.2, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes 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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="162" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,6,224,1" 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="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="10" y="100.33333333333292"><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="246.00000000000045" y="449.83333333333303"><block s="doWait"><l>.5</l></block></script><script x="10" y="206.16666666666646"><block s="clear"></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="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></script><script x="254.00000000000034" y="524.8333333333335"><block s="forward"><l>-50</l></block></script><script x="334.33333333333405" y="288.5000000000002"><block s="clear"></block></script><script x="56" y="371.9999999999993"><block s="clear"></block></script><script x="14" y="406.8333333333327"><block s="doRepeat"><l>7</l><script><block s="forward"><l>14</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><block s="gotoXY"><l>0</l><l>0</l></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="U1L3-AngleExperiments1" app="Snap! 11.0.2, https://snap.berkeley.edu" version="2"></media></snapdata>