<snapdata remixID="13834965"><project name="U3L1-Fractal Art" app="Snap! 10.1-dev, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="U3L1-Fractal Art"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="nested triangle, Size: %&apos;Size&apos; (animation)" type="command" category="looks"><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>9</l></list></block><script><block s="doRepeat"><l>3</l><script><block s="forward"><block var="Size"/></block><block s="turn"><block var="turn right"/></block></script></block></script><list></list></block></script><scripts><script x="543.6261067708336" y="78.19999999999999"><block s="doFor"><l>angle</l><l>10</l><l>10</l><script><block s="doRepeat"><l>3</l><script><block s="setColor"><color>252,23,0,1</color></block><block s="forward"><block var="Size"/></block><block s="turnLeft"><block var="angle"/></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>2,2,240,1</color></block><block s="forward"><block s="reportQuotient"><block var="Size"/><l>2</l></block></block><block s="turnLeft"><block var="angle"/></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>41,255,68,1</color></block><block s="forward"><block s="reportQuotient"><block var="Size"/><l>4</l></block></block><block s="turnLeft"><block var="angle"/></block><block s="turn"><block var="angle"/></block><block s="turn"><l>120</l></block></script></block><block s="turn"><block var="angle"/></block><block s="turn"><l>120</l></block></script></block><block s="turn"><block var="angle"/></block><block s="turn"><l>120</l></block></script></block></script></block></script></scripts></block-definition><block-definition s="nested square, size: %&apos;size&apos;" type="command" category="looks"><comment w="90" collapsed="false">This is how it works</comment><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>9</l></list></block><script><block s="doRepeat"><l>4</l><script><block s="forward"><block var="size"/></block><block s="turn"><block var="turn right"/></block><custom-block s="nested square, size: %s"><block s="reportQuotient"><block var="size"/><l>2</l></block></custom-block><block s="turn"><block s="reportDifference"><l>90</l><block var="turn right"/></block></block></script></block></script><list></list></block></script></block-definition><block-definition s="nested triangle, size %&apos;size&apos;" type="command" category="looks"><comment w="90" collapsed="false">This is how it works</comment><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>9</l></list></block><script><block s="doRepeat"><l>3</l><script><block s="forward"><block var="size"/></block><block s="turn"><block var="turn right"/></block><custom-block s="nested triangle, size %s"><block s="reportQuotient"><block var="size"/><l>2</l></block></custom-block><block s="turn"><block s="reportDifference"><l>120</l><block var="turn right"/></block></block></script></block></script><list></list></block></script></block-definition><block-definition s="nested square, size %&apos;size&apos; (deffinition)" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input></inputs><script><block s="doIfElse"><block s="reportVariadicGreaterThan"><list><block var="size"/><l>9</l></list></block><script><block s="doRepeat"><l>4</l><script><block s="setColor"><color>235,32,0,1</color></block><block s="forward"><block var="size"/></block><block s="doRepeat"><l>4</l><script><block s="setColor"><color>2,2,240,1</color></block><block s="forward"><block s="reportQuotient"><block var="size"/><l>2</l></block></block><block s="doRepeat"><l>4</l><script><block s="setColor"><color>41,255,68,1</color></block><block s="forward"><block s="reportQuotient"><block s="reportQuotient"><block var="size"/><l>2</l></block><l>2</l></block></block><block s="turn"><l>90</l></block></script></block><block s="turn"><l>90</l></block></script></block><block s="turn"><l>90</l></block></script></block></script><script><block s="doRepeat"><l>4</l><script><block s="setColor"><color>7,21,255,1</color></block><block s="forward"><block var="size"/></block><block s="doRepeat"><l>4</l><script><block s="forward"><block s="reportQuotient"><block var="size"/><l>2</l></block></block><block s="doRepeat"><l>4</l><script><block s="forward"><block s="reportQuotient"><block s="reportQuotient"><block var="size"/><l>2</l></block><l>2</l></block></block><block s="turn"><l>90</l></block></script></block><block s="turn"><l>90</l></block></script></block><block s="turn"><l>90</l></block></script></block></script></block></script></block-definition><block-definition s="make a line size %&apos;size&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input></inputs><script><block s="forward"><block var="size"/></block></script></block-definition><block-definition s="Make a triangle size %&apos;size&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input></inputs><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-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="244"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="245"></list></costumes><sounds><list struct="atomic" id="246"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-1.8189894035458565e-11" y="-1.2221335055073723e-12" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="false" costume="0" color="0,245,40,1" pen="tip" id="251"><costumes><list struct="atomic" id="252"></list></costumes><sounds><list struct="atomic" id="253"></list></sounds><blocks></blocks><variables></variables><scripts><script x="392" y="186"><block s="doSetGlobalFlag"><l><option>turbo mode</option></l><l><bool>true</bool></l><comment w="90" collapsed="false">This makes the funny twisting triangles</comment></block><block s="doGotoObject"><l><option>center</option></l></block><block s="doHideVar"><l>turn right</l></block><block s="doSetVar"><l>turn right</l><l>120</l></block><block s="setColor"><color>0,245,40,1</color></block><block s="doForever"><script><block s="up"></block><block s="clear"></block><block s="doGotoObject"><l><option>center</option></l></block><block s="down"></block><block s="doWarp"><script><custom-block s="nested triangle, size %s"><l>150</l></custom-block></script></block><block s="doChangeVar"><l>turn right</l><l>1</l></block></script></block></script><script x="92" y="101"><block s="doSetGlobalFlag"><l><option>turbo mode</option></l><l><bool>true</bool></l><comment w="90" collapsed="false">This makes the funny twisting squares</comment></block><block s="doGotoObject"><l><option>center</option></l></block><block s="doHideVar"><l>turn right</l></block><block s="doSetVar"><l>turn right</l><l>90</l></block><block s="setColor"><color>245,52,0,1</color></block><block s="doForever"><script><block s="up"></block><block s="clear"></block><block s="doGotoObject"><l><option>center</option></l></block><block s="down"></block><block s="doWarp"><script><custom-block s="nested square, size: %s"><l>150</l></custom-block></script></block><block s="doChangeVar"><l>turn right</l><l>1</l></block></script></block></script></scripts></sprite><watcher scope="Sprite" s="direction" style="normal" x="10" y="10" color="74,108,212" hidden="true"/><watcher scope="Sprite" s="xPosition" style="normal" x="10" y="31.000001999999995" color="74,108,212" hidden="true"/><watcher scope="Sprite" s="yPosition" style="normal" x="10" y="52.00000399999999" color="74,108,212" hidden="true"/><watcher var="turn right" style="normal" x="10" y="73.00000599999998" color="243,118,29" hidden="true"/></sprites></stage><variables><variable name="turn right"><l>140</l></variable></variables></scene></scenes></project><media name="U3L1-Fractal Art" app="Snap! 10.1-dev, https://snap.berkeley.edu" version="2"></media></snapdata>