<snapdata remixID="9240338"><project name="U2L4-FractalArt" app="Snap! 5.4, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><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" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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</pentrails><costumes><list 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s="doRepeat"><l>3</l><script><block s="setColor"><color>0,224,31,1</color></block><block s="forward"><l>25</l></block><block s="turn"><l>120</l></block></script></block><block s="turn"><l>120</l></block></script></block><block s="turn"><l>120</l></block></script></block></script></scripts></sprite></sprites></stage><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="%s"></input></inputs><script><block s="doIf"><block s="reportQuotient"><block var="size"/><l>2</l></block><script><block s="doRepeat"><l>3</l><script><block s="forward"><l>100</l></block><block s="turn"><l>120</l></block></script></block></script></block></script></block-definition><block-definition s="size" type="command" 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