<snapdata remixID="8712415"><project name="U2L4-FractalArt" app="Snap! 5.1, 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" 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="setColor"><color>129,255,82,1</color></block><block s="forward"><l>50</l></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>102,232,255,1</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><script x="470" y="700"><block s="up"></block><block s="doSetVar"><l>theta</l><l>120</l></block><block s="gotoXY"><l>-50</l><l>-50</l></block><block s="setHeading"><l>90</l></block><block s="doForever"><script><block s="clear"></block><block s="doWarp"><script><block s="setSize"><l>2</l></block></script></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="reportGreaterThan"><block var="size"/><l>50</l></block><script><block s="doRepeat"><l>3</l><script><block s="forward"><block s="reportQuotient"><block var="size"/><l>2</l></block></block><block s="turn"><l>120</l></block></script></block></script></block></script></block-definition><block-definition s="warp" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs></block-definition></blocks><variables><variable name="theta"><l>120</l></variable></variables></project><media name="U2L4-FractalArt" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>