<snapdata remixID="11065373"><project name="U3L1-Fractal Art &amp; Nested Triangles_Nile Borja" 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="-5.684341886080802e-14" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="63,0,219,1" 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="44" y="425"><block s="receiveKey"><l><option>space</option></l><comment w="90" collapsed="false">Press space bar to delete the design and return your sprite to its original position. </comment></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>90</l></block><block s="clear"></block><block s="down"></block></script><script x="41" y="78.49999999999991"><block s="receiveGo"></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>224,37,0,1</color></block><block s="forward"><l>100</l></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>111,255,26,1</color></block><block s="forward"><l>50</l></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>63,0,219,1</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">Press the green flag at the top right hand corner to present an artistic array of triangles. </comment></block></script><script x="399" y="208.16666666666654"><block s="receiveKey"><l><option>e</option></l><comment w="90" collapsed="false">Press E for your sprite to present an even larger and more complex array of triangles in blue!</comment></block><custom-block s="nested triangle, size: %n"><l>200</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="motion"><header></header><code></code><translations></translations><inputs><input type="%n"></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: %n"><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></blocks><variables></variables></project><media name="U3L1-Fractal Art & Nested Triangles_Nile Borja" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>