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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" volume="100" pan="0" lines="round" ternary="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="-91.35454576426037" y="-40.67366430758" heading="246" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="7,0,10,1" 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="28" 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="28" y="100.33333333333333"><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="28" y="193.99999999999994"><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="28" y="331"><block s="clear"></block></script><script x="312.000001" y="614.000001"><block s="doWait"><l>.5</l></block></script><script x="272.000001" y="686.000001"><block s="doWait"><l>.5</l></block></script><script x="30" y="382"><block s="down"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="doRepeat"><l>60</l><script><block s="setColor"><color>7,0,10,1</color></block><block s="setSize"><l>1</l></block><block s="forward"><l>100</l></block><block s="doWait"><l>1</l></block><block s="setColor"><color>245,251,255,1</color></block><block s="setSize"><l>3</l></block><block s="forward"><l>-100</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>60</l></block></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-AngleExperiments1ChrisandRegan" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>