<snapdata remixID="11559846"><project name="project 3" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="project 3"><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="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><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="123"></list></costumes><sounds><list struct="atomic" id="124"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-50.000000000000455" y="86.60254037844447" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="11,14,0,1" pen="tip" id="129"><costumes><list struct="atomic" id="130"></list></costumes><sounds><list struct="atomic" id="131"></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><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><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="221.66666666666663" y="284.3333333333333"><block s="clear"></block></script><script x="108.66666666666669" y="378.1666666666667"><block s="setHeading"><l>90</l></block></script><script x="599.8333333333334" y="421"><block s="getPenDown"></block></script><script x="18" y="334.0000000000004"><block s="gotoXY"><l>0</l><l>0</l></block></script><script x="263" y="309.66666666666646"><block s="doRepeat"><l>60</l><script><block s="setSize"><l>1</l></block><block s="setColor"><color>11,14,0,1</color></block><block s="forward"><l>100</l></block><block s="doWait"><l>1</l></block><block s="setSize"><l>3</l></block><block s="setColor"><color>251,255,248,1</color></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="90" collapsed="false">It draws a black line changes the color to white draws over the black line turn 60 degrees and reapeat </comment></block></script><script x="428.66666666666663" y="14.166666666666714"><block s="receiveKey"><l><option>space</option></l><list></list></block><block s="doRepeat"><l>2</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>.01</l></block><block s="forward"><l>-100</l></block><block s="doWait"><l>.01</l></block><block s="turn"><l>12</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="595.6666666666666" y="227.16666666666663"><block s="doForever"><script></script></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="project 3" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>