<snapdata remixID="9904128"><project name="U3L1-FractalArt" app="Snap! 6, https://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" hyperops="true" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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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="0" y="1.7053025658242404e-13" heading="270" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="5,255,46,1" 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="67" y="44.00000000000006"><block s="gotoXY"><l>0</l><l>0</l></block></script><script x="288" y="24.00000000000003"><block s="clear"></block></script><script x="731" y="357.66666666666663"><custom-block s="Nested Triangle, size: %s"><l>43</l></custom-block></script><script x="10" y="118.30000000000001"><block s="clear"></block><block s="down"></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>255,4,4,1</color></block><block s="forward"><l>100</l><comment w="90" collapsed="false">This is the simplified version of nested triangle</comment></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>39,255,253,1</color></block><block s="forward"><l>50</l></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>5,255,46,1</color></block><block s="forward"><l>30</l></block><block s="turnLeft"><l>120</l></block></script></block><block s="turnLeft"><l>120</l></block></script></block><block s="turnLeft"><l>120</l></block></script></block><block s="up"></block></script><script x="377" y="148.66666666666669"><custom-block s="Nested Triangle, size: %s"><l></l></custom-block></script><script x="286" y="337.33333333333337"><block s="clear"><comment w="90" collapsed="false">draws a triangle</comment></block><block s="down"></block><block s="setColor"><color>255,69,246,1</color></block><block s="doRepeat"><l>3</l><script><block s="turnLeft"><l>120</l></block><block s="forward"><l>50</l></block></script></block><block s="up"></block></script><script x="371" y="228.66666666666666"><custom-block s="q4 Nested Triangle, size: %s"><l>100</l></custom-block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Nested Triangle, size: %&apos;size&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="clear"></block><block s="down"></block><block s="doIfElse"><block s="reportGreaterThan"><block var="size"/><l>8</l><comment w="90" collapsed="false">The code ask if the size is greater than 8 and it is bigger it draws the triangle</comment></block><script><block s="doRepeat"><l>3</l><script><block s="setColor"><color>5,255,46,1</color></block><block s="forward"><block var="size"/></block><block s="turnLeft"><l>120</l></block></script></block><block s="up"></block></script><script><block s="clear"></block><block s="doSayFor"><l>Too Small!</l><l>2</l></block></script></block></script></block-definition><block-definition s="q4 Nested Triangle, size: %&apos;size&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="clear"></block><block s="down"></block><block s="doIf"><block s="reportGreaterThan"><block var="size"/><l>8</l></block><script><block s="doRepeat"><l>3</l><script><block s="forward"><block var="size"/></block><custom-block s="q4 Nested Triangle, size: %s"><block s="reportQuotient"><block var="size"/><l>2</l></block><comment w="90" collapsed="false">It reruns the code but divide it by 2</comment></custom-block><block s="setColor"><color>5,255,46,1</color></block><block s="turnLeft"><l>120</l></block></script><comment w="90" collapsed="false">Repeats it so we dont write it over and over</comment></block></script></block><block s="up"></block></script></block-definition></blocks><variables></variables></project><media name="U3L1-FractalArt" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>