<snapdata remixID="14854159"><project name="U3L1-Fractal Art" app="Snap! 11.0.8, https://snap.berkeley.edu" 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select="1"><scene name="U3L1-Fractal 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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