<snapdata remixID="11448615"><project name=" Unit 7 Lab 2 Triangle Fractal" 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 Triangle Fractal"><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="4.8544279707130045e-11" y="0" 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="20" y="20"><block s="clear"></block></script><script x="20" y="55.83333333333334"><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="17" y="154.33333333333337"><block s="gotoXY"><l>0</l><l>0</l></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name=" Unit 7 Lab 2 Triangle Fractal" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>