<snapdata remixID="13984682"><project name="U3L1-FractalArt" app="Snap! 10.1-dev, https://snap.berkeley.edu" 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select="1"><scene name="U3L1-FractalArt"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Nested triangle, size:" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs></block-definition><block-definition s="even? %&apos;n&apos;" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input></inputs><script><block s="doReport"><block s="reportVariadicEquals"><list><block s="reportModulus"><block var="n"/><l>2</l></block><l>0</l></list></block></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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