<snapdata remixID="8903079"><project name="U2L4-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" 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="0" y="-1.7053025658242404e-13" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="17,199,0,1" 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="36" y="36"><block s="down"></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>255,19,10,1</color></block><block s="forward"><l>100</l></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>71,83,255,1</color></block><block s="forward"><l>50</l></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>17,199,0,1</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><comment w="90" collapsed="false">Red - Blue - Green Triangle Pattern</comment></block></script><script x="338" y="85"><block s="clear"></block></script><script x="238" y="184"><custom-block s="Nested triangle, size %n"><l>100</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="%n"></input></inputs><script><block s="setColor"><color>0,16,36,1</color></block><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="doRepeat"><l>3</l><script><block s="forward"><block s="reportQuotient"><block var="size"/><l>2</l></block></block><block s="doRepeat"><l>3</l><script><block s="forward"><block s="reportQuotient"><block var="size"/><l>4</l></block></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">Red - Blue - Green Triangle Pattern</comment></block></script></block></script></block-definition></blocks><variables></variables></project><media name="U2L4-Fractals" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>