<snapdata remixID="12181531"><project name=" Unit 7 Lab 2 " 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=" Unit 7 Lab 2 "><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="triangle fractal level: %&apos;level&apos; size: %&apos;size&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><custom-block s="triangle size: %n"><block var="size"/></custom-block><block s="doIf"><block s="reportGreaterThan"><block var="level"/><l>1</l></block><script><custom-block s="triangle fractal level: %n size: %n"><block s="reportDifference"><block var="level"/><l>1</l></block><block s="reportVariadicProduct"><list><block var="size"/><l>0.5</l></list></block></custom-block><block s="turnLeft"><l>120</l></block><block s="forward"><block var="size"/></block><custom-block s="triangle fractal level: %n size: %n"><block s="reportDifference"><block var="level"/><l>1</l></block><block s="reportVariadicProduct"><list><block var="size"/><l>0.5</l></list></block></custom-block><block s="turnLeft"><l>120</l></block><block s="forward"><block var="size"/></block><custom-block s="triangle fractal level: %n size: %n"><block s="reportDifference"><block var="level"/><l>1</l></block><block s="reportVariadicProduct"><list><block var="size"/><l>0.5</l></list></block></custom-block><block s="turnLeft"><l>120</l></block><block s="forward"><block var="size"/></block></script></block></script></block-definition><block-definition s="triangle size: %&apos;size&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="down"></block><block s="forward"><block var="size"/></block><block s="turn"><l>120</l></block><block s="forward"><block var="size"/></block><block s="turn"><l>120</l></block><block s="forward"><block var="size"/></block><block s="up"></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="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" id="75"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="76"></list></costumes><sounds><list struct="atomic" id="77"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="7.8998479633212355" y="-124.15890956901387" heading="240" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="82"><costumes><list struct="atomic" id="83"></list></costumes><sounds><list struct="atomic" id="84"></list></sounds><blocks></blocks><variables></variables><scripts><script x="108.999999" y="77.16666566666663"><block s="receiveGo"></block><block s="setHeading"><l>0</l></block><block s="doWarp"><script><custom-block s="triangle fractal level: %n size: %n"><l>8</l><l>100</l></custom-block></script></block></script><script x="482.999999" y="77.16666566666666"><block s="receiveKey"><l><option>space</option></l><list></list></block><block s="clear"></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name=" Unit 7 Lab 2 " app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>