<snapdata remixID="9596528"><project name="U1L3-AngleExperiments1" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><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" scheduled="false" 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</pentrails><costumes><list struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="-51" y="104" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,4,3,1" pen="tip" id="8"><costumes><list struct="atomic" id="9"></list></costumes><sounds><list struct="atomic" id="10"></list></sounds><blocks></blocks><variables></variables><scripts><script x="16.666666666666657" 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="16.666666666666657" 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="16.666666666666657" y="193.99999999999997"><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="331"><block s="clear"></block><block s="doRepeat"><l>12</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>.5</l></block><block s="forward"><l>-25</l></block><block s="doWait"><l>.5</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>12</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><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><variables></variables></project><media name="U1L3-AngleExperiments1" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>