<snapdata remixID="8441272"><project name="koch" app="Snap! 5.1, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><stage name="Stage" width="500" height="500" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" volume="100" pan="0" lines="round" ternary="false" 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><watcher scope="Stage" s="reportMouseX" style="normal" x="4.563920000000053" y="4.563920000000053" color="4,148,220" hidden="true"/><watcher var="fill?" style="normal" x="10.000000000000455" y="10" color="243,118,29" hidden="true"/><sprite name="Sprite" idx="1" x="-188" y="111.99999999999994" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="0,15,240,1" pen="tip" id="10"><costumes><list struct="atomic" id="11"></list></costumes><sounds><list struct="atomic" id="12"></list></sounds><blocks></blocks><variables></variables><scripts><script x="47.999999" y="47"><block s="receiveGo"></block><block s="clear"></block><block s="doSetVar"><l>fill?</l><block s="reportBoolean"><l><bool>true</bool></l></block></block><block s="hide"></block><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>-188</l><l>112</l></block><block s="down"></block><block s="setColor"><color>0,15,240,1</color></block><block s="doForever"><script><block s="doFor"><l>i</l><l>0</l><l>5</l><script><block s="clear"></block><block s="doWarp"><script><block s="doRepeat"><l>3</l><script><custom-block s="koch triangle size: %n depth: %n change color? %b"><l>375</l><block var="i"/><l><bool>false</bool></l></custom-block><block s="turn"><l>120</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="fill?"/><block s="reportBoolean"><l><bool>true</bool></l></block></block><script><block s="gotoXY"><l>0</l><l>0</l></block><block s="floodFill"></block><block s="gotoXY"><l>-188</l><l>112</l></block></script></block></script></block><block s="doWait"><l>1</l></block></script></block><block s="changePenHSVA"><l><option>hue</option></l><l>10</l></block></script></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="koch triangle size: %&apos;size&apos; depth: %&apos;depth&apos; change color? %&apos;changecolor&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input><input type="%b">true</input></inputs><script><block s="doIfElse"><block s="reportEquals"><block var="depth"/><l>0</l></block><script><block s="forward"><block var="size"/></block></script><script><custom-block s="koch triangle size: %n depth: %n change color? %b"><block s="reportQuotient"><block var="size"/><l>3</l></block><block s="reportDifference"><block var="depth"/><l>1</l></block><block var="changecolor"/></custom-block><block s="turnLeft"><l>60</l></block><custom-block s="koch triangle size: %n depth: %n change color? %b"><block s="reportQuotient"><block var="size"/><l>3</l></block><block s="reportDifference"><block var="depth"/><l>1</l></block><block var="changecolor"/></custom-block><block s="turn"><l>120</l></block><custom-block s="koch triangle size: %n depth: %n change color? %b"><block s="reportQuotient"><block var="size"/><l>3</l></block><block s="reportDifference"><block var="depth"/><l>1</l></block><block var="changecolor"/></custom-block><block s="turnLeft"><l>60</l></block><custom-block s="koch triangle size: %n depth: %n change color? %b"><block s="reportQuotient"><block var="size"/><l>3</l></block><block s="reportDifference"><block var="depth"/><l>1</l></block><block var="changecolor"/></custom-block><block s="doIf"><block var="changecolor"/><script><block s="changePenHSVA"><l><option>hue</option></l><l>.5</l></block></script></block></script></block></script></block-definition></blocks><variables><variable name="fill?"><bool>true</bool></variable></variables></project><media name="koch" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>