<snapdata remixID="11452361"><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>0</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="%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>20</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" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>