<snapdata remixID="14414616"><project name="U7L2-KochSnowflake_SophiaOcampo" app="Snap! 10.7.2, https://snap.berkeley.edu" 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select="1"><scene name="U7L2-KochSnowflake_SophiaOcampo"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Koch curve level: %&apos;level&apos; size: %&apos;size&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="level"/><l>1</l></list></block><script><block s="forward"><block var="size"/></block></script><script><custom-block s="Koch curve level: %n size: %n"><block s="reportDifference"><block var="level"/><l>1</l></block><block s="reportQuotient"><block var="size"/><l>3</l></block></custom-block><block s="turnLeft"><l>60</l></block><custom-block s="Koch curve level: %n size: %n"><block s="reportDifference"><block var="level"/><l>1</l></block><block s="reportQuotient"><block var="size"/><l>3</l></block></custom-block><block s="turn"><l>120</l></block><custom-block s="Koch curve level: %n size: %n"><block s="reportDifference"><block var="level"/><l>1</l></block><block s="reportQuotient"><block var="size"/><l>3</l></block></custom-block><block s="turnLeft"><l>60</l></block><custom-block s="Koch curve level: %n size: %n"><block s="reportDifference"><block var="level"/><l>1</l></block><block s="reportQuotient"><block var="size"/><l>3</l></block></custom-block></script></block></script></block-definition></blocks><primitives></primitives><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" 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