<snapdata remixID="14980774"><project name="U1L3-AngleExperiments1" app="Snap! 11.0.8, https://snap.berkeley.edu" 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select="1"><scene name="U1L3-AngleExperiments1"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="not too small triangle %&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>3</l><script><block s="forward"><block var="size"/></block><block s="turn"><l>120</l></block></script></block></script><list></list></block></script></block-definition><block-definition s="fancy triangle %&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>3</l><script><block s="forward"><block 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 s="reportVariadicGreaterThan"><list><block var="size"/><l>9</l></list></block><script><block s="doRepeat"><l>6</l><script><block s="forward"><block var="size"/></block><block s="turn"><l>60</l></block></script></block></script><list></list></block></script></block-definition><block-definition s="fancy 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><custom-block s="fancy square %n"><block s="reportQuotient"><block var="size"/><l>2</l></block></custom-block><block s="turn"><l>90</l></block></script></block></script><list></list></block></script></block-definition><block-definition s="fancy hexagon %&apos;size&apos;" type="command" 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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="-6.447174185242602" y="10.352549156242304" heading="108" 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="16.66666666666667"><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="107"><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="200.66666666666663"><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="337.66666666666663"><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>-50</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></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="U1L3-AngleExperiments1" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"></media></snapdata>