<snapdata remixID="11452271"><project name="U7L2-TriangleFractal-Student Version" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes 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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="%s"></input><input type="%s"></input></inputs></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></block-definition></blocks><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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</pentrails><costumes><list struct="atomic" id="37"></list></costumes><sounds><list struct="atomic" id="38"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="0" y="-5.684341886080802e-14" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="5,255,58,1" pen="tip" id="43"><costumes><list struct="atomic" id="44"></list></costumes><sounds><list struct="atomic" id="45"></list></sounds><blocks></blocks><variables></variables><scripts><script x="67" y="61.66666666666666"><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="535" y="89.33333333333334"><block s="clear"></block></script><script x="394" y="379"><custom-block s="Triangle fractal, level: %s Size: %s"><l></l><l></l><comment w="90" collapsed="false">Task 1: Fill in the instructions inside so it can produce a triangle fractal</comment></custom-block></script><script x="390" y="539"><custom-block s="Polygon fractal, level: %s number of sides: %s size: %s"><l></l><l></l><l></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><script x="429" y="165.49999999999983"><custom-block s="Housekeeping"></custom-block><custom-block s="nested triangle, size: %s"><l>125</l><comment w="90" collapsed="false">Custom Block incorporated with abstraction</comment></custom-block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="U7L2-TriangleFractal-Student Version" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>