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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>