<snapdata remixID="14084963"><project name="U7L2 - Triangle Fractal" app="Snap! 10.1-dev, https://snap.berkeley.edu" 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select="1"><scene name="U7L2 - Triangle Fractal"><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><block s="doIfElse"><block s="reportVariadicEquals"><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="turn"><l>120</l></block></script></block></script><script><block s="doRepeat"><l>3</l><script><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="turn"><l>120</l></block></script></block></script></block></script></block-definition><block-definition s="warp %&apos;warp&apos;" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%cs"></input></inputs></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="doRepeat"><l>3</l><script><block s="forward"><block var="size"/></block><block s="turnLeft"><l>120</l></block></script></block></script></block-definition><block-definition s="housekeeping" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs></block-definition><block-definition s="triangle fractal level: %&apos;level&apos; size: %&apos;size&apos; angle: %&apos;angle&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%n"></input><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>1</l></list></block><script><block s="doRepeat"><l>3</l><script><block s="forward"><block var="size"/></block><block s="turn"><block var="angle"/></block><custom-block s="triangle fractal level: %n size: %n angle: %n"><l></l><l></l><l></l></custom-block></script></block></script><list></list></block></script></block-definition><block-definition s="triangle factor level: %&apos;level&apos; size %&apos;size&apos; scale-factor: %&apos;scale-factor&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input><input type="%n"></input></inputs><script><custom-block s="triangle 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</pentrails><costumes><list 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name="U7L2 - Triangle Fractal" app="Snap! 10.1-dev, https://snap.berkeley.edu" version="2"></media></snapdata>