<snapdata remixID="14556829"><project name="U1L3-AngleExperiments1" app="Snap! 11.0.2, https://snap.berkeley.edu" 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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="-37.71091613319004" y="10.09533169907246" heading="4" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="145,26,68,1" 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="30" 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="30" 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="30" 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="30" y="331"><block s="clear"></block><block s="doRepeat"><l>10</l><script><block s="forward"><l>50</l></block><block s="doWait"><l>.5</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><block s="setColor"><color>145,26,68,1</color></block><block s="setSize"><l>1</l></block></script><script x="339.33333333333337" y="57.66666666666666"><block s="clear"></block></script><script x="273" y="496.83333333333326"><block s="doRepeat"><l>10</l><script><block s="forward"><l>28</l></block><block s="turn"><l>20</l></block></script></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>