<snapdata remixID="9364522"><project name="U2L2-Koch Snowflake" app="Snap! 5.4, http://snap.berkeley.edu" 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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" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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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><sprite name="Sprite" idx="1" x="180" y="0" heading="270" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="8"><costumes><list struct="atomic" id="9"></list></costumes><sounds><list struct="atomic" id="10"></list></sounds><blocks></blocks><variables></variables><scripts><script x="20" y="20"><block s="doWarp"><script><block s="gotoXY"><l>180</l><l>0</l></block><block s="setHeading"><l>-90</l></block><block s="down"></block><block s="clear"></block><custom-block s="dreamcatcher level: %s size: %s"><l>3</l><l>200</l><comment w="362" collapsed="false">this is a modified koch curve. I simply changed the angles inside to create a different base shape that repeated makes a dreamcatcher shape.  </comment></custom-block></script></block></script><script x="20" y="184.8333343333332"><custom-block s="Koch curve level: %s size: %s"><l>5</l><l>100</l></custom-block></script><script x="20" y="223.8333343333332"><custom-block s="snowflake level: %s size: %s"><l>5</l><l>100</l><comment w="385" collapsed="false">Must divide by three because you are dividing the original line segment into three parts even though there are .</comment></custom-block></script></scripts></sprite></sprites></stage><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="%s"></input><input type="%s"></input></inputs><script><block s="doIfElse"><block s="reportEquals"><block var="level#"/><l>1</l></block><script><block s="forward"><block var="size#"/></block></script><script><custom-block s="Koch curve level: %s size: %s"><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: %s size: %s"><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: %s size: %s"><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: %s size: %s"><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><block-definition s="dreamcatcher level: %&apos;level#&apos; size: %&apos;size#&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="down"></block><block s="doIfElse"><block s="reportEquals"><block var="level#"/><l>1</l></block><script><block s="forward"><block var="size#"/></block></script><script><block s="doRepeat"><l>9</l><script><custom-block s="Koch curve level: %s size: %s"><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>40</l></block><custom-block s="Koch curve level: %s size: %s"><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>140</l></block><custom-block s="Koch curve level: %s size: %s"><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>40</l></block><custom-block s="Koch curve level: %s size: %s"><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>140</l></block></script></block></script></block></script></block-definition><block-definition s="snowflake level: %&apos;level#&apos; size: %&apos;size#&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="down"></block><block s="doRepeat"><l>3</l><script><block s="doIfElse"><block s="reportEquals"><block var="level#"/><l>1</l></block><script><block s="forward"><block var="size#"/></block></script><script><custom-block s="Koch curve level: %s size: %s"><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: %s size: %s"><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: %s size: %s"><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: %s size: %s"><block s="reportDifference"><block var="level#"/><l>1</l></block><block s="reportQuotient"><block var="size#"/><l>3</l></block></custom-block></script></block><block s="turn"><l>120</l></block></script></block></script></block-definition></blocks><variables></variables></project><media name="U2L2-Koch Snowflake" app="Snap! 5.4, http://snap.berkeley.edu" version="1"></media></snapdata>