<snapdata remixID="13983191"><project name="U7L2-TriangleFractal" 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-TriangleFractal"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><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="setColor"><color>0,113,133,1</color></block><block s="down"></block><block s="forward"><block var="size"/></block><block s="turn"><l>120</l></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="doIfElse"><block s="reportVariadicEquals"><list><block var="level"/><l>1</l></list></block><script><custom-block s="triangle size %n"><block var="size"/></custom-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="reportQuotient"><block var="size"/><l>2</l></block></custom-block><block s="turn"><l>120</l></block></script></block></script></block></script></block-definition><block-definition s="triangle 2 size %&apos;size&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs></block-definition><block-definition s="polygon fractal level %&apos;level&apos; number of sides %&apos;number of sides&apos; size %&apos;size&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input><input type="%s" initial="1"></input><input type="%s" initial="1"></input></inputs><script><block s="doRepeat"><block var="number of sides"/><script><block s="gotoXY"><l>-50</l><l>-50</l></block><block s="clear"></block><custom-block s="triangle fractal level %n size %n"><block var="level"/><block var="size"/></custom-block><block s="turn"><l>120</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" 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</pentrails><costumes><list 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