<snapdata remixID="14403019"><project name="Triangle Fractal" app="Snap! 10.7.2, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Triangle Fractal"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="triangle fractal level: %&apos;level&apos; size: %&apos;size&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="doIf"><block s="reportVariadicGreaterThan"><list><block var="level"/><l>1</l></list></block><script><block s="doRepeat"><l>3</l><script><block s="forward"><block var="size"/></block><custom-block s="triangle fractal level: %n size: %n"><block s="reportDifference"><block var="level"/><l>1</l></block><block s="reportVariadicProduct"><list><block var="size"/><l>0.5</l></list></block></custom-block><block s="turn"><l>120</l></block></script></block></script><list></list></block></script></block-definition><block-definition s="warp %&apos;warp&apos;" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%cs"></input></inputs></block-definition><block-definition s="triangle size: %&apos;size&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doRepeat"><l>3</l><script><block s="forward"><block var="size"/></block><block s="turnLeft"><l>120</l></block></script></block></script></block-definition><block-definition s="the code" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="gotoXY"><l>-100</l><l>50</l></block><block s="setHeading"><l>90</l></block><block s="clear"></block><block s="down"></block></script></block-definition><block-definition s="triangle fractal level: %&apos;level&apos; size: %&apos;size&apos; angle: %&apos;angle&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input><input type="%n"></input></inputs><script><custom-block s="triangle size: %n"><block var="size"/></custom-block><block s="doIf"><block s="reportVariadicGreaterThan"><list><block var="level"/><l>1</l></list></block><script><block s="doRepeat"><l>3</l><script><block s="forward"><block var="size"/></block><block s="turn"><block var="angle"/></block><custom-block s="triangle fractal level: %n size: %n angle: %n"><l></l><l></l><l></l></custom-block></script></block></script><list></list></block></script></block-definition><block-definition s="triangle factor level: %&apos;level&apos; size %&apos;size&apos; scale-factor: %&apos;scale-factor&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input><input type="%n"></input></inputs><script><custom-block s="triangle 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