<snapdata remixID="14113342"><project name="triangle fractal lab page 2" app="Snap! 10.3.6, https://snap.berkeley.edu" 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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="changePenColorDimension"><l><option>hue</option></l><l>.5</l></block></script><list></list></block></script></block></script></block-definition></blocks><primitives></primitives><stage name="Stage" width="500" height="500" 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" 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</pentrails><costumes><list 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