<snapdata remixID="14082587"><project name="U7L2 - Triangle Fractal" app="Snap! 10.1-dev, 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"><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><script><block s="up"></block><block s="clear"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>0</l></block><block s="setColor"><color>255,10,0,1</color></block><block s="down"></block></script></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 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><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"/><block var="scale-factor"/></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" 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