<snapdata remixID="11781019"><project name="AngleExperiments1" app="Snap! 7, https://snap.berkeley.edu" 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</thumbnail><scenes select="1"><scene name="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="reportGreaterThan"><block var="size"/><l>9</l></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></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="reportGreaterThan"><block var="size"/><l>9</l></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></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="reportGreaterThan"><block var="size"/><l>9</l></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></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="reportGreaterThan"><block var="size"/><l>9</l></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></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="reportGreaterThan"><block var="size"/><l>9</l></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></block></script></block-definition><block-definition s="fancy 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="reportGreaterThan"><block var="size"/><l>9</l></block><script><block s="doRepeat"><l>6</l><script><block s="forward"><block var="size"/></block><custom-block s="fancy hexagon %n"><block s="reportQuotient"><block var="size"/><l>2</l></block></custom-block><block s="turn"><l>60</l></block></script></block></script></block></script></block-definition></blocks><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="true" hyperops="true" codify="false" inheritance="false" sublistIDs="false" 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</pentrails><costumes><list struct="atomic" id="123"></list></costumes><sounds><list struct="atomic" id="124"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-9.094947017729282e-13" y="1.1368683772161603e-12" heading="199.07692307692002" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,4,3,1" pen="tip" id="129"><costumes><list struct="atomic" id="130"></list></costumes><sounds><list struct="atomic" id="131"></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="437.66666666666663" y="62.66666666666663"><block s="clear"></block><block s="doRepeat"><l>26</l><script><block s="forward"><l>200</l></block><block s="doWait"><l>.5</l></block><block s="forward"><l>-200</l></block><block s="doWait"><l>.5</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>26</l></block></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="AngleExperiments1" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>