<snapdata remixID="14028276"><project name="Nested Triangle Fractal Art" 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="Nested Triangle Fractal Art"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="nested triangle size %&apos;size&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doIf"><block s="reportVariadicGreaterThan"><list><block var="size"/><l>9</l></list></block><script><block s="doRepeat"><l>3</l><script><block s="forward"><block var="size"/></block><custom-block s="nested triangle size %n"><block s="reportQuotient"><block var="size"/><l>2</l></block></custom-block><block s="turn"><l>120</l></block></script></block></script><list></list></block></script></block-definition><block-definition s="rowA" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs></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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