<snapdata remixID="9656971"><project name="Unit 2 Angles and Turning" 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="809.016994374947" y="587.7852522924733" 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="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="107.00000000000003"><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="200.6666666666666"><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>2</l><script><block s="forward"><l>100</l></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><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="464" y="20.833333333333"><block s="doRepeat"><l>10</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>0.5</l></block></script></block><block s="doWait"><l>0.5</l></block><block s="turn"><l>36</l></block><block s="doWait"><l>0.5</l></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="Unit 2 Angles and Turning" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>