<snapdata remixID="9097083"><project name="U2L4-Dealing with complexity Ibrahim" app="Snap! 5.4, http://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="1" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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</pentrails><costumes><list id="2"><item><costume name="Untitled" center-x="240" center-y="180" 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id="3"/></item></list></costumes><sounds><list struct="atomic" id="4"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="0" y="-2.842170943040401e-14" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="49.7999999999999,25.999999999999986,145,1" pen="tip" id="9"><costumes><list struct="atomic" id="10"></list></costumes><sounds><list struct="atomic" id="11"></list></sounds><blocks></blocks><variables></variables><scripts><script x="33" y="35"><block s="setColor"><color>145,26,68,1</color></block><block s="down"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block><block s="setHeading"><l>90</l></block><custom-block s="nested triangle, size: %s %n"><l>100</l><l>50</l><comment w="90" collapsed="false">first input is size number MUST be above 9, second input is color hue number</comment></custom-block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="nested triangle, size: %&apos;size&apos; %&apos;color&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%n"></input></inputs><script><block s="setPenHSVA"><l><option>hue</option></l><block var="color"/></block><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 %n"><block s="reportQuotient"><block var="size"/><l>2</l></block><block var="color"/></custom-block><block s="changePenHSVA"><l><option>hue</option></l><l>5</l></block><block s="turn"><l>120</l></block></script></block></script></block></script></block-definition></blocks><variables></variables></project><media name="U2L4-Dealing with complexity Ibrahim" app="Snap! 5.4, http://snap.berkeley.edu" version="1"></media></snapdata>