<snapdata remixID="14122580"><project name="u7l2p2" 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="u7l2p2"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><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="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="reportQuotient"><block var="size"/><l>3</l></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="reportQuotient"><block var="size"/><l>3</l></block></custom-block><block s="turn"><l>120</l></block><custom-block s="Koch curve level: %n size: %n"><block s="reportDifference"><block var="level"/><l>1</l></block><block s="reportQuotient"><block var="size"/><l>3</l></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="reportQuotient"><block var="size"/><l>3</l></block></custom-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="doIf"><block s="reportVariadicGreaterThan"><list><block var="level"/><l>1</l></list></block><script><block s="doRepeat"><l>3</l><script><block s="forward"><block var="size"/></block><block s="changePenColorDimension"><l><option>hue</option></l><l>10</l></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="turn"><l>120</l></block></script></block></script><list></list></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="98"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="99"></list></costumes><sounds><list struct="atomic" id="100"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-50" y="50.000000000000426" heading="330" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="226.00000000000006,112,255,1" pen="tip" id="105"><costumes><list struct="atomic" id="106"></list></costumes><sounds><list struct="atomic" id="107"></list></sounds><blocks></blocks><variables></variables><scripts><script x="60" y="66"><block s="receiveGo"></block><block s="doFor"><l>i</l><l>1</l><l>30</l><script><block s="clear"></block><block s="up"></block><block s="gotoXY"><l>-50</l><l>50</l></block><block s="setHeading"><l>90</l></block><block s="down"></block><block s="doWarp"><script><custom-block s="Koch curve level: %n size: %n"><block var="i"/><l>250</l></custom-block><block s="setHeading"><l>210</l></block><custom-block s="Koch curve level: %n size: %n"><block var="i"/><l>250</l></custom-block><block s="setHeading"><l>330</l></block><custom-block s="Koch curve level: %n size: %n"><block var="i"/><l>250</l></custom-block></script></block><block s="doWait"><l>.7</l></block></script></block></script><script x="425.3408213125" y="373.000001"><block var="i"/></script><script x="399.3408213125" y="432.000001"><block var="i"/></script><script x="415.3408213125" y="409.0000009999999"><block var="i"/></script><script x="308" y="64"><block s="receiveKey"><l><option>space</option></l><list></list></block><block s="clear"></block><block s="up"></block><block s="gotoXY"><l>-50</l><l>50</l></block><block s="setHeading"><l>90</l></block><block s="down"></block><custom-block s="Koch curve level: %n size: %n"><l>1</l><l>200</l></custom-block><block s="setHeading"><l>210</l></block><custom-block s="Koch curve level: %n size: %n"><l>2</l><l>200</l></custom-block><block s="setHeading"><l>330</l></block><custom-block s="Koch curve level: %n size: %n"><l>3</l><l>200</l></custom-block></script><script x="593" y="153"><block s="down"></block><block s="doWarp"><script><block s="setColor"><color>226,112,255,1</color></block><custom-block s="triangle fractal level: %n size: %n"><l>9</l><l>50</l></custom-block></script></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="u7l2p2" app="Snap! 10.3.6, https://snap.berkeley.edu" version="2"></media></snapdata>