<snapdata remixID="14312164"><project name="U3L1-FractalArt" app="Snap! 10.6.2, 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="Nested 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="doIf"><block s="reportVariadicGreaterThan"><list><block var="Size"/><l>9</l></list></block><script><block s="doRepeat"><l>3</l><script><block s="down"></block><block s="setColor"><color>229,74,0,1</color></block><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><block-definition s="Recursive nested 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="doIf"><block s="reportVariadicGreaterThan"><list><block var="Size"/><l>9</l></list></block><script><block s="doRepeat"><l>3</l><script><block s="down"></block><block s="setColor"><color>229,74,0,1</color></block><block s="forward"><l>100</l></block><custom-block s="Nested Triangle Size: %s"><block var="Size"/></custom-block><block s="turn"><l>120</l></block></script></block><block s="doRepeat"><l>3</l><script><block s="down"></block><block s="setColor"><color>58,0,254,1</color></block><block s="forward"><l>50</l></block><block s="doSetVar"><l>Size</l><block s="reportQuotient"><block var="Size"/><l>2</l></block></block><custom-block s="Nested Triangle Size: %s"><block var="Size"/></custom-block><block s="turn"><l>120</l></block></script></block><block s="doRepeat"><l>3</l><script><block s="down"></block><block s="setColor"><color>33,255,28,1</color></block><block s="forward"><l>25</l></block><block s="doSetVar"><l>Size</l><block s="reportQuotient"><block var="Size"/><l>2</l></block></block><custom-block s="Nested Triangle Size: %s"><block var="Size"/></custom-block><block s="turn"><l>120</l></block></script></block></script><list></list></block></script><scripts><script x="445" y="69.66666666666669"><block s="doSetVar"><l>Size</l><block s="reportQuotient"><block var="Size"/><l>2</l></block></block><block s="doRepeat"><l>3</l><script><block s="down"></block><block s="setColor"><color>229,74,0,1</color></block><block s="forward"><block var="Size"/></block><custom-block s="Nested Triangle Size: %s"><block var="Size"/></custom-block><block s="turn"><l>120</l></block></script></block></script><script x="345" y="303.49999999999994"><block s="doSetVar"><l>Size</l><block s="reportQuotient"><block var="Size"/><l>2</l></block></block></script></scripts></block-definition><block-definition s="nested triangle, size 1: %&apos;size 1&apos; size 2: %&apos;size 2&apos; size 3 %&apos;size 3&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input><input type="%s" initial="1"></input><input type="%s" initial="1"></input></inputs><script><block s="down"></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>229,74,0,1</color></block><block s="forward"><block var="size 1"/></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>58,0,254,1</color></block><block s="doIf"><block s="reportVariadicGreaterThan"><list><block var="size 2"/><block var="size 1"/></list></block><script><block s="doSetVar"><l>size 2</l><block var="size 1"/></block></script><list></list></block><block s="forward"><block var="size 2"/></block><block s="doRepeat"><l>3</l><script><block s="down"></block><block s="setColor"><color>33,255,28,1</color></block><block s="doIf"><block s="reportVariadicGreaterThan"><list><block var="size 3"/><block var="size 2"/></list></block><script><block s="doSetVar"><l>size 3</l><block var="size 2"/></block></script><list></list></block><block s="forward"><block var="size 3"/></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></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" 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