<snapdata remixID="14464399"><project name="flowerU1L3-AngleExperiments1" app="Snap! 10.7.2, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="flowerU1L3-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="reportVariadicGreaterThan"><list><block var="size"/><l>9</l></list></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><list></list></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="reportVariadicGreaterThan"><list><block var="size"/><l>9</l></list></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><list></list></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="reportVariadicGreaterThan"><list><block var="size"/><l>9</l></list></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><list></list></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="reportVariadicGreaterThan"><list><block var="size"/><l>9</l></list></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><list></list></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="reportVariadicGreaterThan"><list><block var="size"/><l>9</l></list></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><list></list></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="reportVariadicGreaterThan"><list><block var="size"/><l>9</l></list></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><list></list></block></script></block-definition></blocks><primitives></primitives><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="148"></list></costumes><sounds><list struct="atomic" id="149"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="128.271380016045" y="92.67033708960264" heading="202" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="30,172,255,1" pen="tip" id="154"><costumes><list struct="atomic" id="155"></list></costumes><sounds><list struct="atomic" id="156"></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></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="16.666666666666657" y="179.66666666666663"><block s="forward"><l>-100</l></block><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="1060" y="216"><block s="doRepeat"><l>5</l><script><block s="down"></block><block s="setColor"><color>30,172,255,1</color></block><block s="forward"><l>29</l></block><block s="turnLeft"><block s="reportQuotient"><l>400</l><l>5</l></block></block><block s="doWait"><l>0.5</l></block></script></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="flowerU1L3-AngleExperiments1" app="Snap! 10.7.2, https://snap.berkeley.edu" version="2"></media></snapdata>