<snapdata remixID="9273491"><project name="U7L2-Triangle Fracs" app="Snap! 5.4, 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" penlog="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="-172" y="-109.99999997941683" heading="30" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" 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="295" y="99"><custom-block s="triangle size: %n"><l>50</l></custom-block><custom-block s="triangle 2 size: %n"><l>50</l></custom-block><custom-block s="triangle 3 size: %n"><l>50</l></custom-block></script><script x="56" y="277"><block s="up"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block><block s="down"></block></script><script x="352" y="332"><block s="doWarp"><script><custom-block s="triangle fractal level: %n size: %n"><l>12</l><l>50</l></custom-block></script></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="triangle size: %&apos;size&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="forward"><block var="size"/></block><block s="turn"><l>120</l></block><block s="forward"><block var="size"/></block><block s="turn"><l>120</l></block><block s="forward"><block var="size"/></block><block s="turn"><l>120</l></block></script></block-definition><block-definition s="triangle 2 size: %&apos;size&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="forward"><block var="size"/></block><custom-block s="triangle size: %n"><block s="reportQuotient"><block var="size"/><l>2</l></block></custom-block><block s="turn"><l>120</l></block><block s="forward"><block var="size"/></block><custom-block s="triangle size: %n"><block s="reportQuotient"><block var="size"/><l>2</l></block></custom-block><block s="turn"><l>120</l></block><block s="forward"><block var="size"/></block><custom-block s="triangle size: %n"><block s="reportQuotient"><block var="size"/><l>2</l></block></custom-block><block s="turn"><l>120</l></block></script><scripts><script x="244.5859385" y="32.00000100000011"><block s="reportProduct"><l></l><l>2</l></block></script><script x="230.5859385" y="123.00000100000001"><block s="reportProduct"><l></l><l>2</l></block></script></scripts></block-definition><block-definition s="triangle 3 size: %&apos;size&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="forward"><block s="reportProduct"><block var="size"/><l>2</l></block></block><custom-block s="triangle 2 size: %n"><block var="size"/></custom-block><block s="turn"><l>120</l></block><block s="forward"><block s="reportProduct"><block var="size"/><l>2</l></block></block><custom-block s="triangle 2 size: %n"><block var="size"/></custom-block><block s="turn"><l>120</l></block><block s="forward"><block s="reportProduct"><block var="size"/><l>2</l></block></block><custom-block s="triangle 2 size: %n"><block var="size"/></custom-block><block s="turn"><l>120</l></block></script></block-definition><block-definition s="triangle fractal level: %&apos;level&apos; size: %&apos;size&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="doIf"><block s="reportGreaterThan"><block var="level"/><l>1</l></block><script><block s="forward"><block s="reportProduct"><block var="size"/><l>2</l></block></block><custom-block s="triangle fractal level: %n size: %n"><block s="reportDifference"><block var="level"/><l>1</l></block><block s="reportProduct"><block var="size"/><l>0.5</l></block></custom-block><block s="turn"><l>120</l></block><block s="forward"><block s="reportProduct"><block var="size"/><l>2</l></block></block><custom-block s="triangle fractal level: %n size: %n"><block s="reportDifference"><block var="level"/><l>1</l></block><block s="reportProduct"><block var="size"/><l>0.5</l></block></custom-block><block s="turn"><l>120</l></block><block s="forward"><block s="reportProduct"><block var="size"/><l>2</l></block></block><custom-block s="triangle fractal level: %n size: %n"><block s="reportDifference"><block var="level"/><l>1</l></block><block s="reportProduct"><block var="size"/><l>0.5</l></block></custom-block><block s="turn"><l>120</l></block></script></block><block s="forward"><block s="reportProduct"><block var="size"/><l>2</l></block></block><block s="turn"><l>120</l></block><block s="forward"><block s="reportProduct"><block var="size"/><l>2</l></block></block><block s="turn"><l>120</l></block><block s="forward"><block s="reportProduct"><block var="size"/><l>2</l></block></block><block s="turn"><l>120</l></block></script><scripts><script x="370" y="73.20000000000006"><custom-block s="triangle 2 size: %n"><block var="size"/></custom-block></script><script x="428" y="145.20000000000005"><custom-block s="triangle 2 size: %n"><block var="size"/></custom-block></script><script x="454" y="98.20000000000006"><custom-block s="triangle 2 size: %n"><block var="size"/></custom-block></script></scripts></block-definition></blocks><variables></variables></project><media name="U7L2-Triangle Fracs" app="Snap! 5.4, http://snap.berkeley.edu" version="1"></media></snapdata>