<snapdata remixID="14115454"><project name="U7L2 Triangle Fractal/Koch" app="Snap! 10.3.6, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="U7L2 Triangle Fractal/Koch"><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="reportVariadicGreaterThan"><list><block var="level"/><l>9</l></list></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><list></list></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><block-definition s="Koch curve 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="down"></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="level"/><l>1</l></list></block><script><block s="forward"><block var="size"/></block></script><script><custom-block s="Koch curve level: %n size: %n"><block s="reportDifference"><block var="level"/><l>1</l></block><block s="reportVariadicProduct"><list><block var="size"/><l>.5</l></list></block></custom-block><block s="turnLeft"><l>60</l></block><custom-block s="Koch curve level: %n size: %n"><block s="reportDifference"><block var="level"/><l>1</l></block><block s="reportVariadicProduct"><list><block var="size"/><l>.5</l></list></block><comment w="170" collapsed="false">Fill in all the missing parameters and add additional TURN and KOCH CURVE blocks below as needed.</comment></custom-block><block s="turn"><l>180</l></block></script></block></script></block-definition></blocks><primitives></primitives><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="122"><pentrails>data:image/png;base64,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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="-27.909021801642893" y="37.59765625" heading="300" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="45,112,0,1" 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="124.99999900000012" y="17.16666566666663"><block s="receiveGo"></block><block s="setXPosition"><l>0</l></block><block s="setYPosition"><l>0</l></block><block s="clear"></block><block s="setColor"><color>45,112,0,1</color></block><block s="setSize"><l>1</l></block><block s="setHeading"><l>0</l></block><block s="doWarp"><script><custom-block s="triangle fractal level: %n size: %n"><l>18</l><l>100</l></custom-block></script></block></script><script x="439.0000000000001" y="36.89999999999992"><block s="setXPosition"><l>0</l></block><block s="setYPosition"><l>0</l></block><block s="clear"></block><block s="doRepeat"><l>3</l><script><custom-block s="Koch curve level: %n size: %n"><l>9</l><l>250</l></custom-block><block s="turn"><l>120</l></block></script></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="U7L2 Triangle Fractal/Koch" app="Snap! 10.3.6, https://snap.berkeley.edu" version="2"></media></snapdata>