<snapdata remixID="14899434"><project name="U3L1-FractalArt" app="Snap! 11.0.8, 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"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="draw triangle %&apos;size&apos; %&apos;color&apos;" type="command" category="control"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input><input type="%s" initial="1"></input></inputs><script><block s="down"></block><block s="setColor"><block var="color"/></block><block s="doRepeat"><l>3</l><script><block s="forward"><block var="size"/></block><block s="turn"><block s="reportQuotient"><l>360</l><l>3</l></block></block></script></block></script></block-definition><block-definition s="draw blue triangle %&apos;size&apos; %&apos;color&apos;" type="command" category="control"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input><input type="%s" initial="1"></input></inputs><script><block s="down"></block><block s="setColor"><block var="color"/></block><block s="doRepeat"><l>3</l><script><block s="forward"><block var="size"/></block><block s="turn"><block s="reportQuotient"><l>360</l><l>3</l></block></block></script></block></script></block-definition><block-definition s="draw green triangle %&apos;size&apos; %&apos;color&apos;" type="command" category="control"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input><input type="%s" initial="1"></input></inputs><script><block s="down"></block><block s="setColor"><block var="color"/></block><block s="doRepeat"><l>3</l><script><block s="forward"><l>-30</l></block><block s="forward"><block var="size"/></block><block s="turn"><block s="reportQuotient"><l>360</l><l>3</l></block></block></script></block><block s="up"></block></script><scripts><script x="171.7939453125" y="236"><block var="Green_Triangle_Size"/></script></scripts></block-definition><block-definition s="nested triangle size: %&apos;size&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input></inputs><script><block s="doIf"><block s="reportVariadicGreaterThan"><list><block var="size"/><l>3</l></list></block><script><block s="doRepeat"><l>3</l><script><block s="forward"><block var="size"/></block><custom-block s="nested triangle size: %s"><block s="reportQuotient"><block var="size"/><l>2</l></block></custom-block><block s="turn"><l>120</l></block></script></block></script><list></list></block></script></block-definition></blocks><primitives></primitives><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="83"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="84"></list></costumes><sounds><list struct="atomic" id="85"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="0" y="-2.842170943040401e-14" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="8,255,16,1" pen="tip" id="90"><costumes><list struct="atomic" id="91"></list></costumes><sounds><list struct="atomic" id="92"></list></sounds><blocks></blocks><variables></variables><scripts><script x="63" y="51.8333333333332"><block s="doSetVar"><l>Main_Triangle_Size</l><l>100</l></block><block s="doSetVar"><l>Blue_Triangle_Size</l><block s="reportQuotient"><block var="Main_Triangle_Size"/><l>2</l></block></block><block s="doSetVar"><l>Green_Triangle_Size</l><block s="reportQuotient"><block var="Blue_Triangle_Size"/><l>2</l></block></block></script><script x="24" y="225.16666666666663"><block s="setHeading"><l>90</l><comment w="90" collapsed="false">A recreation of the image in Step 7 of U3L1</comment></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>179,28,0,1</color></block><block s="forward"><block var="Main_Triangle_Size"/></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>5,0,234,1</color></block><block s="forward"><block var="Blue_Triangle_Size"/></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>8,255,16,1</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><block s="clear"></block></script><script x="180" y="585.4999999999998"><block s="clear"></block></script><script x="30" y="634.5"><block s="setHeading"><l>90</l><comment w="90" collapsed="false">My nested triangle block.</comment></block><block s="gotoXY"><l>0</l><l>0</l></block><custom-block s="nested triangle size: %s"><l>50</l></custom-block></script></scripts></sprite><watcher var="Main_Triangle_Size" style="normal" x="10" y="10" color="243,118,29"/><watcher var="Blue_Triangle_Size" style="normal" x="10" y="31.000001999999995" color="243,118,29"/><watcher var="Green_Triangle_Size" style="normal" x="10" y="52.00000399999999" color="243,118,29"/></sprites></stage><variables><variable name="Main_Triangle_Size"><l>100</l></variable><variable name="Blue_Triangle_Size"><l>50</l></variable><variable name="Green_Triangle_Size"><l>0</l></variable></variables></scene></scenes></project><media name="U3L1-FractalArt" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"></media></snapdata>