<snapdata remixID="10024879"><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" id="1"><pentrails>data:image/png;base64,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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="240,0,236,1" 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>0,15,210,1</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>255,6,233,1</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>240,0,236,1</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>