<snapdata remixID="11157489"><project name="U3L1-FractalArt project" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="U3L1-FractalArt project"><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"></input></inputs><script><block s="doIf"><block s="reportGreaterThan"><block var="size#"/><l>9</l></block><script><block s="doRepeat"><l>3</l><script><block s="forward"><block var="size#"/></block><block s="turn"><l>120</l></block></script></block></script></block></script></block-definition></blocks><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" id="22"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="23"></list></costumes><sounds><list struct="atomic" id="24"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="5.397459621556209" y="-7.794919243112361" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="102,234,0,1" pen="tip" id="29"><costumes><list struct="atomic" id="30"></list></costumes><sounds><list struct="atomic" id="31"></list></sounds><blocks></blocks><variables></variables><scripts><script x="275" y="51.73333333333335"><block s="doRepeat"><l>3</l><script><block s="down"></block><block s="setColor"><color>253,44,0,1</color></block><block s="forward"><l>100</l></block><block s="turn"><l>120</l></block></script></block></script><script x="460" y="50"><block s="doRepeat"><l>3</l><script><block s="down"></block><block s="setColor"><color>86,200,255,1</color></block><block s="forward"><l>50</l></block><block s="turn"><l>120</l></block></script></block></script><script x="669" y="55"><block s="doRepeat"><l>3</l><script><block s="down"></block><block s="setColor"><color>102,234,0,1</color></block><block s="forward"><l>25</l></block><block s="turn"><l>120</l></block></script></block></script><script x="277" y="218"><block s="doRepeat"><l>3</l><script><block s="setColor"><color>240,24,0,1</color></block><block s="down"></block><block s="forward"><l>100</l></block><block s="doRepeat"><l>3</l><script><block s="down"></block><block s="setColor"><color>86,200,255,1</color></block><block s="forward"><l>50</l></block><block s="turn"><l>120</l></block></script></block><block s="turn"><l>120</l></block></script></block></script><script x="469" y="238.56666666666672"><block s="clear"></block></script><script x="571" y="211"><block s="doRepeat"><l>3</l><script><block s="setColor"><color>253,44,0,1</color></block><block s="forward"><l>100</l></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>86,200,255,1</color></block><block s="forward"><l>50</l></block><block s="doRepeat"><l>3</l><script><block s="down"></block><block s="setColor"><color>102,234,0,1</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="10" y="286.83333333333326"><block s="turnLeft"><l></l></block></script><script x="245.2685546875" y="495"><custom-block s="nested triangle, size %s"><block s="reportQuotient"><block var="size#"/><l>2</l></block></custom-block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="U3L1-FractalArt project" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>