<snapdata remixID="11452161"><project name="U7L2-TriangleFractal" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="U7L2-TriangleFractal"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="nested triangle, size: %&apos;size&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doIf"><block s="reportGreaterThan"><block var="size"/><l>9</l></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></block></script></block-definition><block-definition s="Housekeeping" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="gotoXY"><l>0</l><l>40</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;" 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="reportGreaterThan"><block var="Size#"/><block var="Level#"/></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 var="Level#"/><block s="reportQuotient"><block var="Size#"/><l>2</l></block></custom-block><block s="turn"><l>120</l></block></script></block></script></block></script></block-definition><block-definition s="Polygon fractal, level: %&apos;level#&apos; number of sides: %&apos;sides#&apos; size: %&apos;size#&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block 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</pentrails><costumes><list struct="atomic" id="89"></list></costumes><sounds><list struct="atomic" id="90"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="0" y="40.00000000000023" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,117,224,1" pen="tip" id="95"><costumes><list struct="atomic" id="96"></list></costumes><sounds><list struct="atomic" id="97"></list></sounds><blocks></blocks><variables></variables><scripts><script x="20" y="10"><block s="clear"></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>255,20,73,1</color></block><block s="forward"><l>100</l></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>22,10,255,1</color></block><block s="forward"><l>50</l></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>5,255,58,1</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><comment w="90" collapsed="false">These are the raw steps, 3 layers of triangles</comment></block></script><script x="20" y="330.8333333333333"><block s="setColor"><color>13,0,2,1</color></block><custom-block s="Housekeeping"></custom-block><block s="doWarp"><script><custom-block s="nested triangle, size: %s"><l>100</l><comment w="90" collapsed="false">Custom Block incorporated with abstraction</comment></custom-block></script></block></script><script x="20" y="468.50000000000017"><block s="setColor"><color>13,0,10,1</color></block><custom-block s="Housekeeping"></custom-block><block s="doWarp"><script><custom-block s="Triangle fractal, level: %n Size: %n"><l>3</l><l>120</l><comment w="90" collapsed="false">Task 1: Fill in the instructions inside so it can produce a triangle fractal</comment></custom-block></script></block></script><script x="20" y="618.1666666666667"><custom-block s="Housekeeping"></custom-block><block s="doWarp"><script><custom-block s="Polygon fractal, level: %s number of sides: %s size: %s"><l>1</l><l>3</l><l>120</l><comment w="90" collapsed="false">Task 2: Fill in the instructions insides so this block can produce many polygon fractals, such as squre fractal and hexagon fractal</comment></custom-block></script></block></script><comment x="93" y="685.8333333333335" w="90" collapsed="false">I added color to this FInal Block.</comment></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="U7L2-TriangleFractal" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>