<snapdata remixID="14102289"><project name="U3L1 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="U3L1 Fractual Art"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Nested Traingle, 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="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 Traingle, 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" 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