<snapdata remixID="14029123"><project name="fractual 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="fractual art"><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" initial="1"></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: %s"><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></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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