<snapdata remixID="9060807"><project name="U2L4-FractalArt" 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="480" height="360" 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><sprite name="Sprite" idx="1" x="-0.4310344827611061" y="-56.22774906477741" heading="330" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,123,158,1" 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="receiveKey"><l><option>up arrow</option></l></block><block s="down"></block><block s="clear"></block><custom-block s="Triangle fractal v1"></custom-block></script><script x="20" y="126"><block s="receiveKey"><l><option>down arrow</option></l></block><block s="down"></block><block s="clear"></block><custom-block s="Triangle fractal"></custom-block></script><script x="20" y="232"><block s="receiveKey"><l><option>right arrow</option></l></block><block s="down"></block><block s="clear"></block><custom-block s="square fractal"></custom-block></script><script x="20" y="338"><block s="receiveKey"><l><option>1</option></l></block><block s="down"></block><block s="clear"></block><custom-block s="nested triangle, size: %s"><l>9</l></custom-block></script><script x="20" y="447"><block s="receiveKey"><l><option>2</option></l></block><block s="down"></block><block s="clear"></block><custom-block s="nested triangle, size: %s"><l>18</l></custom-block></script><script x="20" y="556"><block s="receiveKey"><l><option>3</option></l></block><block s="down"></block><block s="clear"></block><custom-block s="nested triangle, size: %s"><l>20</l></custom-block></script><script x="20" y="665"><block s="receiveKey"><l><option>4</option></l></block><block s="down"></block><block s="clear"></block><custom-block s="nested triangle, size: %s"><l>100</l></custom-block></script><script x="20" y="774"><block s="receiveKey"><l><option>a</option></l></block><block s="down"></block><block s="clear"></block><custom-block s="nested square, size: %s"><l>9</l></custom-block></script><script x="20" y="883"><block s="receiveKey"><l><option>s</option></l></block><block s="down"></block><block s="clear"></block><custom-block s="nested square, size: %s"><l>18</l></custom-block></script><script x="20" y="992"><block s="receiveKey"><l><option>d</option></l></block><block s="down"></block><block s="clear"></block><custom-block s="nested square, size: %s"><l>20</l></custom-block></script><script x="20" y="1101"><block s="receiveKey"><l><option>f</option></l></block><block s="down"></block><block s="clear"></block><custom-block s="nested square, size: %s"><l>100</l></custom-block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Triangle fractal" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doRepeat"><l>3</l><script><block s="setColor"><color>36,9,0,1</color></block><block s="forward"><l>100</l></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>255,74,10,1</color></block><block s="forward"><l>50</l></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>74,108,212,1</color></block><block s="forward"><l>25</l></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>255,74,10,1</color></block><block s="forward"><l>12.5</l></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>36,9,0,1</color></block><block s="forward"><l>6.25</l></block><block s="turn"><l>120</l></block></script></block><block s="turn"><l>120</l></block></script></block><block s="turn"><l>120</l></block></script></block><block s="turn"><l>120</l></block></script></block><block s="turn"><l>120</l></block></script></block><block s="up"></block></script></block-definition><block-definition s="Triangle fractal v1" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doRepeat"><l>3</l><script><block s="setColor"><color>255,74,10,1</color></block><block s="forward"><l>100</l></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>27,5,255,1</color></block><block s="forward"><l>50</l></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>0,189,12,1</color></block><block s="forward"><l>25</l></block><block s="turn"><l>120</l></block></script></block><block s="turn"><l>120</l></block></script></block><block s="turn"><l>120</l></block></script></block></script></block-definition><block-definition s="nested triangle, size: %&apos;size&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doIf"><block s="reportGreaterThan"><block var="size"/><l>9</l></block><script><block s="doRepeat"><l>3</l><script><block s="setColor"><color>12,51,0,1</color></block><block s="forward"><block var="size"/></block><custom-block s="nested triangle, size: %s"><block s="reportQuotient"><block var="size"/><l>2</l></block></custom-block><block s="turn"><l>120</l></block></script></block></script></block></script></block-definition><block-definition s="nested square, size: %&apos;size&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doIf"><block s="reportGreaterThan"><block var="size"/><l>9</l></block><script><block s="doRepeat"><l>4</l><script><block s="setColor"><color>12,51,0,1</color></block><block s="forward"><block var="size"/></block><custom-block s="nested square, size: %s"><block s="reportQuotient"><block var="size"/><l>2</l></block></custom-block><block s="turn"><l>90</l></block></script></block></script></block></script></block-definition><block-definition s="square fractal" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doRepeat"><l>4</l><script><block s="setColor"><color>0,31,28,1</color></block><block s="forward"><l>100</l></block><block s="doRepeat"><l>4</l><script><block s="setColor"><color>214,8,0,1</color></block><block s="forward"><l>50</l></block><block s="doRepeat"><l>4</l><script><block s="setColor"><color>0,123,158,1</color></block><block s="forward"><l>25</l></block><block s="turn"><l>90</l></block></script></block><block s="turn"><l>90</l></block></script></block><block s="turn"><l>90</l></block></script></block></script></block-definition></blocks><variables></variables></project><media name="U2L4-FractalArt" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>