<snapdata remixID="9354987"><project name="U7L2-TriangleFractal" app="Snap! 5.4, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><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" 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="-3.9623412263472346" y="65.17627018922249" heading="150" 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="20" y="20"><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="20" y="125.00000000000003"><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block></script><script x="20" y="182"><custom-block s="triangle size %n"><l>40</l></custom-block></script><script x="18" y="231"><custom-block s="triangle fractal level %n size %n"><l>5</l><l>50</l></custom-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>