<snapdata remixID="11390412"><project name="U7L2-Triangle Fractal" 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="U7L2-Triangle Fractal"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="nested triangle, size: %&apos;size&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doIf"><block s="reportGreaterThan"><block var="size"/><l>9</l></block><script><block s="doRepeat"><l>3</l><script><block s="forward"><block var="size"/></block><custom-block s="nested triangle, size: %s"><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 fractal, 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="doIf"><block s="reportGreaterThan"><block var="level"/><l>0</l></block><script><block s="doRepeat"><l>3</l><script><block s="forward"><block var="size"/></block><custom-block s="triangle fractal, level: %s size: %s"><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="polygon fractal, level: %&apos;level&apos; number of sides: %&apos;nos&apos; size: %&apos;size&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="doIf"><block s="reportGreaterThan"><block var="level"/><l>0</l></block><script><block s="doRepeat"><block var="nos"/><script><block s="forward"><block var="size"/></block><custom-block s="polygon fractal, level: %s number of sides: %s size: %s"><block s="reportDifference"><block var="level"/><l>1</l></block><block var="nos"/><block s="reportQuotient"><block var="size"/><l>2</l></block></custom-block><block s="turn"><block s="reportQuotient"><l>360</l><block var="nos"/></block></block></script></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" 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</pentrails><costumes><list 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