<snapdata remixID="9903573"><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="64.5" y="37.23909236273124" 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="752" y="170.00000000000003"><block s="clear"></block><block s="down"></block><custom-block s="q4 Nested Triangle, size: %s"><l>100</l></custom-block><block s="up"></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="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></script><scripts><script x="69" y="349.99999999999994"><block s="up"></block></script><script x="62" y="294.8333333333333"><block s="down"></block></script></scripts></block-definition></blocks><variables></variables></project><media name="U3L1-FractalArt" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>