<snapdata remixID="14476500"><project name="U1L3-AngleExperiments1" app="Snap! 10.7.2, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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var="size"/></block><custom-block s="fancy triangle %n"><block s="reportQuotient"><block var="size"/><l>2</l></block></custom-block><block s="turn"><l>120</l></block></script></block></script><list></list></block></script></block-definition><block-definition s="not too small square %&apos;size&apos;" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doIf"><block s="reportVariadicGreaterThan"><list><block var="size"/><l>9</l></list></block><script><block s="doRepeat"><l>4</l><script><block s="forward"><block var="size"/></block><block s="turn"><l>90</l></block></script></block></script><list></list></block></script></block-definition><block-definition s="not too small hexagon %&apos;size&apos;" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doIf"><block 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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="225.45081000560344" y="-146.69291010232087" heading="275" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="18,5,0,1" 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="15.666666666666657" 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="15.666666666666657" y="100.33333333333334"><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="15.666666666666657" 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="473.66666666666663" y="165.99999999999994"><block s="clear"></block><block s="doRepeat"><l>60</l><script></script><comment w="145.5000000000001" collapsed="false">D. Instead of clicking twice, you can use REPEAT to automate.</comment></block></script><script x="146" y="412.8333333333334"><block s="bounceOffEdge"></block></script><script x="105.66666666666663" y="446.8333333333333"><block s="doWait"><l>.5</l></block><block s="turn"><l>45</l></block><block s="doWait"><l>.5</l></block></script><script x="373" y="341.5"><block s="doUntil"><block s="reportTouchingObject"><l><option>edge</option></l></block><script><block s="forward"><l>100</l></block><block s="doWait"><l>.5</l></block><block s="turn"><block s="reportRandom"><l>90</l><l>150</l></block></block></script></block></script><script x="482.7744140625" y="576.4999999999998"><block s="reportQuotient"><l>360</l><l>60</l></block></script><script x="165" y="539.4999999999998"><block s="setColor"><color>255,250,243,1</color></block><block s="setSize"><l>3</l></block><block s="forward"><l>-100</l></block></script><script x="100" y="349.8333333333331"><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block></script><script x="305" y="564.5"><block s="setColor"><color>18,5,0,1</color></block><block s="setSize"><l>1</l></block></script><script x="196" y="350.5"><block s="turn"><l>91</l></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="U1L3-AngleExperiments1" app="Snap! 10.7.2, https://snap.berkeley.edu" version="2"></media></snapdata>