<snapdata remixID="11038948"><project name="U3 L1- Fractal Art- Amiyah H" app="Snap! 6, https://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" hyperops="true" codify="false" inheritance="true" sublistIDs="false" scheduled="false" id="1"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="-40" y="29.999999999999943" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="153,229,255,1" pen="tip" id="8"><costumes><list struct="atomic" id="9"></list></costumes><sounds><list struct="atomic" id="10"></list></sounds><blocks></blocks><variables></variables><scripts><script x="898" y="496.66666666666663"><block s="doRepeat"><l>10</l><script></script></block></script><script x="71" y="59.16666666666666"><block s="receiveGo"></block><block s="up"></block><block s="clear"></block><block s="setSize"><l>3</l></block><block s="down"></block></script><script x="605" y="100.00000000000003"><block s="reportLessThan"><l></l><l></l></block></script><script x="215" y="63.66666666666666"><block s="receiveKey"><l><option>space</option></l></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>255,143,220,1</color></block><block s="forward"><l>100</l></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>151,65,255,1</color></block><block s="forward"><l>50</l></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>153,229,255,1</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></scripts></sprite><watcher var="angle" style="normal" x="10" y="10" color="243,118,29"/></sprites></stage><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="%n"></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><variables><variable name="angle"><l>0</l></variable></variables></project><media name="U3 L1- Fractal Art- Amiyah H" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>