<snapdata remixID="11311633"><project name="Sierpinski animation red" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes>sierpinski red</notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Sierpinski animation red"><notes>sierpinski red</notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="%&apos;argument&apos; of current sprite" type="reporter" category="looks"><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true">width<options>width&#xD;height</options></input></inputs><script><block s="doReport"><block s="reportProduct"><block s="reportIfElse"><block s="reportEquals"><block var="argument"/><l>width</l></block><block s="reportGetImageAttribute"><l><option>width</option></l><l><option>current</option></l></block><block s="reportGetImageAttribute"><l><option>height</option></l><l><option>current</option></l></block></block><block s="reportQuotient"><block s="getScale"></block><l>100</l></block></block></block></script></block-definition><block-definition s="animate draw square size %&apos;size&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n">100</input></inputs><script><block s="down"></block><block s="doFor"><l>i</l><l>0</l><block s="reportProduct"><block var="size"/><l>4</l></block><script><block s="forward"><block s="reportQuotient"><block var="i"/><l>4</l></block></block><block s="turn"><l>90</l></block></script></block><block s="up"></block></script></block-definition><block-definition s="Sierpinski Carpet Increase One Level" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doGlide"><l>0.5</l><l>0</l><l>100</l></block><block s="doStamp"></block><block s="doGlide"><l>0.5</l><l>100</l><l>100</l></block><block s="doStamp"></block><block s="doGlide"><l>0.5</l><l>100</l><l>0</l></block><block s="doStamp"></block><block s="doGlide"><l>0.5</l><l>100</l><l>-100</l></block><block s="doStamp"></block><block s="doGlide"><l>0.5</l><l>0</l><l>-100</l></block><block s="doStamp"></block><block s="doGlide"><l>0.5</l><l>-100</l><l>-100</l></block><block s="doStamp"></block><block s="doGlide"><l>0.5</l><l>-100</l><l>0</l></block><block s="doStamp"></block><block s="doGlide"><l>0.5</l><l>-100</l><l>100</l></block><block s="doStamp"></block></script></block-definition></blocks><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" hyperops="true" codify="false" inheritance="true" sublistIDs="false" id="91"><pentrails>data:image/png;base64,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</pentrails><costumes><list id="92"><item><ref mediaID="Stage_cst_Untitled"></ref></item></list></costumes><sounds><list struct="atomic" id="93"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="0" y="0" heading="180" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,0,0,1" pen="tip" id="98"><wear><ref mediaID="2"></ref></wear><costumes><list struct="atomic" id="99"></list></costumes><sounds><list struct="atomic" id="100"></list></sounds><blocks></blocks><variables></variables><scripts><script x="122" y="30"><block s="receiveGo"></block><block s="setScale"><l>100</l></block><block s="hide"></block><block s="up"></block><block s="clear"></block><block s="doGotoObject"><l><option>center</option></l></block><block s="setColor"><color>255,93,61,1</color></block><custom-block s="animate draw square size %n"><l>100</l></custom-block><block s="show"></block><block s="doGotoObject"><l><option>center</option></l></block><block s="doSwitchToCostume"><block s="reportPenTrailsAsCostume"></block></block><block s="clear"></block><block s="doRepeat"><l>5</l><script><custom-block s="Sierpinski Carpet Increase One Level"></custom-block><block s="doGotoObject"><l><option>center</option></l></block><block s="setScale"><l>100</l></block><block s="doSwitchToCostume"><block s="reportPenTrailsAsCostume"></block><comment w="171" collapsed="false">The easiest to make a fractal is to use stamping and set the costume to the pen trail.</comment></block><block s="clear"></block><block s="doRepeat"><l>100</l><script><block s="changeScale"><l>-0.6666666666666</l></block></script></block></script></block><custom-block s="Sierpinski Carpet Increase One Level"></custom-block><block s="doGotoObject"><l><option>center</option></l></block><block s="setScale"><l>100</l></block><block s="doSwitchToCostume"><block s="reportPenTrailsAsCostume"></block></block><block s="clear"></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="Sierpinski animation red" app="Snap! 7, https://snap.berkeley.edu" version="2"><costume name="Untitled" center-x="240" center-y="180" 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BAgQE2A8QIECAAIFAQIADdJMECBAgQECA/QABAgQIEAgEBDhAN0mAAAECBC5oYGgQUTbVPQAAAABJRU5ErkJggg==" mediaID="Stage_cst_Untitled"/><costume name="Costume" center-x="151" center-y="151" 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" 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