<snapdata remixID="9357914"><project name="U7L2-TriangleFractal" app="Snap! 5.4, http://snap.berkeley.edu" 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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" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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</pentrails><costumes><list struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="-50" y="-49.99999999998113" heading="30" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,113,133,1" pen="tip" id="8"><costumes><list struct="atomic" id="9"></list></costumes><sounds><list struct="atomic" id="10"></list></sounds><blocks></blocks><variables></variables><scripts><script x="94.999999" y="70.1666656666666"><block s="gotoXY"><l>-50</l><l>-50</l><comment w="90" collapsed="false">For you to do 1-4</comment></block><block s="clear"></block><block s="doWarp"><script><custom-block s="triangle fractal level %n size %n"><l>9</l><l>100</l></custom-block></script></block></script><script x="94" y="219"><custom-block s="triangle size %n"><l>40</l></custom-block></script><script x="418" y="77"><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><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="doRepeat"><l>3</l><script><block s="setColor"><color>0,113,133,1</color></block><block s="down"></block><block s="forward"><block var="size"/></block><block s="turn"><l>120</l></block></script></block></script></block-definition><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><block s="doIfElse"><block s="reportEquals"><block var="level"/><l>1</l></block><script><custom-block s="triangle size %n"><block var="size"/></custom-block></script><script><block s="doRepeat"><l>3</l><script><block s="forward"><block var="size"/></block><block s="turnLeft"><l>30</l></block><custom-block s="triangle fractal level %n size %n"><block s="reportDifference"><block var="level"/><l>1</l></block><block s="reportQuotient"><block var="size"/><l>2</l></block></custom-block><block s="turn"><l>150</l></block></script></block></script></block></script></block-definition><block-definition s="triangle 2 size %&apos;size&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs></block-definition></blocks><variables></variables></project><media name="U7L2-TriangleFractal" app="Snap! 5.4, http://snap.berkeley.edu" version="1"></media></snapdata>