<snapdata remixID="13057864"><project name="11-16-23 U1L3-AngleExperiments1 SM" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="11-16-23 U1L3-AngleExperiments1 SM"><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><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" id="146"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="147"></list></costumes><sounds><list struct="atomic" id="148"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-85.47732713824729" y="6.926037963253796" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,238,231,1" pen="tip" id="153"><costumes><list struct="atomic" id="154"></list></costumes><sounds><list struct="atomic" id="155"></list></sounds><blocks></blocks><variables></variables><scripts><script x="36" y="10"><block s="clear"></block><block s="forward"><l>100</l><comment w="115.66666666666674" 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="23" y="110.66666666666669"><block s="clear"></block><block s="forward"><l>100</l><comment w="88" 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="303" y="19.333333333333456"><block s="clear"></block><block s="down"></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>.5</l></block><block s="doWait"><l>.5</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>4</l></block></block><block s="doWait"><l>.5</l></block></script><comment w="80" collapsed="false">PART C</comment></block></script><script x="307" y="218.66666666666663"><block s="clear"></block><block s="down"></block><block s="doRepeat"><l>3</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>.5</l></block><block s="doWait"><l>.5</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>3</l></block></block><block s="doWait"><l>.5</l></block></script><comment w="80" collapsed="false">PART B</comment></block></script><script x="10" y="258.6666666666667"><block s="clear"></block><block s="down"></block><block s="doRepeat"><l>3</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"><block s="reportQuotient"><l>360</l><l>3</l></block></block><block s="doWait"><l>.5</l></block></script><comment w="80" collapsed="false">PART A</comment></block></script><script x="528" y="80.66666666666683"><block s="clear"></block><block s="doRepeat"><l>60</l><script><block s="setColor"><color>0,16,1,1</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>255,238,231,1</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></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="11-16-23 U1L3-AngleExperiments1 SM" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>