<snapdata remixID="9604316"><project name="U1L3-AngleExperiments1" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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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="-1.3642420526593924e-12" y="6.252776074688882e-13" heading="333" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="59,255,10,1" 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="100.33333333333329"><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="setColor"><color>59,255,10,1</color></block><block s="doRepeat"><l>40</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>0.2</l></block><block s="forward"><l>-100</l></block><block s="doWait"><l>.5</l></block><block s="turn"><l>9</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><script x="473" y="149.33333333333334"><block s="clear"></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>