<snapdata remixID="8758347"><project name="U2L4b-Fractals" 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 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="456.25" y="32.47595264191642" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,31,233,1" 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="31" y="37"><block s="doRepeat"><l>3</l><script><block s="setColor"><color>20,255,246,1</color></block><block s="forward"><l>100</l></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>224,0,0,1</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="28.999999000000003" y="252.999999"><block s="doRepeat"><l>4</l><script><block s="setColor"><color>5,0,0,1</color></block><block s="forward"><l>100</l></block><block s="doRepeat"><l>4</l><script><block s="setColor"><color>255,137,41,1</color></block><block s="forward"><l>50</l></block><block s="turn"><l>90</l></block></script></block><block s="turn"><l>90</l></block></script><comment w="90" collapsed="true">Square fractal.</comment></block></script><script x="235" y="29"><block s="doRepeat"><l>3</l><script><block s="setColor"><color>224,0,0,1</color></block><block s="forward"><l>100</l></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>3,250,0,1</color></block><block s="forward"><l>50</l></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>22,0,255,1</color></block><block s="forward"><l>25</l></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>255,31,233,1</color></block><block s="forward"><l>12.5</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><block s="turn"><l>120</l></block></script><comment w="90" collapsed="true">Triangle fractal.</comment></block></script><script x="592" y="43"><block s="clear"></block></script><script x="464" y="118"><custom-block s="nested triangle, size: %s"><l></l></custom-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>9</l></block><script><block s="doRepeat"><l>3</l><script><block s="setColor"><color>10,255,246,1</color></block><block s="forward"><block var="size"/></block><block s="turn"><l>120</l></block></script></block></script></block></script></block-definition></blocks><variables></variables></project><media name="U2L4b-Fractals" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>