<snapdata remixID="11448383"><project name="u7l2recursions" 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="u7l2recursions"><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><block-definition s="snowflake" type="command" category="looks"><header></header><code></code><translations></translations><inputs></inputs><script><custom-block s="curve level %s ,size %s"><l>5</l><l>200</l></custom-block><block s="turn"><l>120</l></block><custom-block s="curve level %s ,size %s"><l>5</l><l>200</l></custom-block><block s="turn"><l>120</l></block><custom-block s="curve level %s ,size %s"><l>5</l><l>200</l></custom-block></script></block-definition><block-definition s="curve level %&apos;level&apos; ,size %&apos;size&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doIfElse"><block s="reportEquals"><block var="level"/><l>1</l></block><script><block s="forward"><block var="size"/></block></script><script><custom-block s="curve level %s ,size %s"><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="curve level %s ,size %s"><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="curve level %s ,size %s"><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="curve level %s ,size %s"><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></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="145"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="146"></list></costumes><sounds><list struct="atomic" id="147"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-165.30523279357044" y="-127.28390956901359" heading="240" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="152"><costumes><list struct="atomic" id="153"></list></costumes><sounds><list struct="atomic" id="154"></list></sounds><blocks></blocks><variables></variables><scripts><script x="16.666666666666668" y="16.666666666666668"><block s="receiveGo"></block><block s="clear"></block><block s="gotoXY"><l>-60</l><l>0</l></block></script><script x="11.666666666666668" y="125.19444444444446"><block s="setHeading"><l>0</l><comment w="90" collapsed="false">Triangle</comment></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="21.666666666666668" y="239.7777777777778"><block s="setHeading"><l>90</l></block><custom-block s="snowflake"></custom-block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="u7l2recursions" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>