<snapdata remixID="8958731"><project name="U2L4- Fractal Art" app="Snap! 5.1, http://snap.berkeley.edu" 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</thumbnail><stage name="Stage" width="480" height="360" costume="1" color="255,255,255,1" tempo="60" threadsafe="false" volume="100" pan="0" lines="round" ternary="true" codify="false" inheritance="false" sublistIDs="false" scheduled="false" 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</pentrails><costumes><list id="2"><item><costume name="Untitled" center-x="240" center-y="180" 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s="turn"><l>90</l></block></script></block></script><script x="17.19999999999999" y="10"><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block><block s="setColor"><color>233,19,0,255</color></block><block s="down"></block><custom-block s="nested triangle, size: %s color: %s"><l>100</l><l>0</l><comment w="90" collapsed="false">Recursion with triangles.  See inside.</comment></custom-block></script><script x="14.599999999999994" y="147.2"><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block><block s="setColor"><color>233,19,0,255</color></block><block s="down"></block><custom-block s="nested square, size: %s color: %s"><l>100</l><l>0</l><comment w="90" collapsed="false">Recursion with squares.  See inside.</comment></custom-block></script><script x="410.20000000000005" y="96.79999999999995"><block s="gotoXY"><l>0</l><l>0</l><comment w="90" collapsed="false">My experiment</comment></block><block s="clear"></block><block s="down"></block><block s="doRepeat"><l>9</l><script><block s="setColor"><color>240,255,254,1</color></block><block s="forward"><l>100</l></block><block s="doRepeat"><l>10</l><script><block s="setColor"><color>194,179,255,1</color></block><block s="forward"><l>50</l></block><block s="doRepeat"><l>4</l><script><block s="setColor"><color>128,236,255,1</color></block><block s="forward"><l>25</l></block><block s="turn"><l>45</l></block></script></block><block s="turn"><l>45</l></block></script></block><block s="turn"><l>45</l></block></script></block></script><script x="681" y="98"><block s="gotoXY"><l>0</l><l>0</l><comment w="90" collapsed="false">My experiment</comment></block><block s="clear"></block><block s="down"></block><block s="doRepeat"><l>9</l><script><block s="setColor"><color>250,255,250,1</color></block><block s="forward"><l>100</l></block><block s="doRepeat"><l>6</l><script><block s="setColor"><color>246,209,255,1</color></block><block s="forward"><l>50</l></block><block s="doRepeat"><l>4</l><script><block s="setColor"><color>168,229,255,1</color></block><block s="forward"><l>25</l></block><block s="turn"><l>65</l></block></script></block><block s="turn"><l>65</l></block></script></block><block s="turn"><l>65</l></block></script></block></script><script x="957" y="102"><block s="gotoXY"><l>0</l><l>0</l><comment w="90" collapsed="false">My experiment</comment></block><block s="clear"></block><block s="down"></block><block s="doRepeat"><l>6</l><script><block s="setColor"><color>240,255,254,1</color></block><block s="forward"><l>100</l></block><block s="doRepeat"><l>10</l><script><block s="setColor"><color>194,179,255,1</color></block><block s="forward"><l>50</l></block><block s="doRepeat"><l>4</l><script><block s="setColor"><color>128,236,255,1</color></block><block s="forward"><l>25</l></block><block s="turn"><l>57</l></block></script></block><block s="turn"><l>80</l></block></script></block><block s="turn"><l>80</l></block></script></block></script><script x="408" y="475"><block s="gotoXY"><l>0</l><l>0</l><comment w="90" collapsed="false">My experiment</comment></block><block s="clear"></block><block s="down"></block><block s="doRepeat"><l>4</l><script><block s="setColor"><color>240,255,254,1</color></block><block s="forward"><l>100</l></block><block s="doRepeat"><l>10</l><script><block s="setColor"><color>194,179,255,1</color></block><block s="forward"><l>50</l></block><block s="doRepeat"><l>4</l><script><block s="setColor"><color>128,236,255,1</color></block><block s="forward"><l>25</l></block><block s="turn"><l>80</l></block></script></block><block s="turn"><l>80</l></block></script></block><block s="turn"><l>80</l></block></script></block></script><script x="690" y="488.79999999999995"><block s="gotoXY"><l>-40</l><l>0</l><comment w="90" collapsed="false">My experiment</comment></block><block s="clear"></block><block s="down"></block><block s="doRepeat"><l>7</l><script><block s="setColor"><color>255,210,179,1</color></block><block s="forward"><l>100</l></block><block s="doRepeat"><l>10</l><script><block s="setColor"><color>194,179,255,1</color></block><block s="forward"><l>50</l></block><block s="doRepeat"><l>9</l><script><block s="setColor"><color>255,253,179,1</color></block><block s="forward"><l>25</l></block><block s="turn"><l>64</l></block></script></block><block s="turn"><l>90</l></block></script></block><block s="turn"><l>24</l></block></script></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="nested triangle, size: %&apos;size&apos; color: %&apos;color&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doIf"><block s="reportGreaterThan"><block var="size"/><l>2</l></block><script><block s="doRepeat"><l>3</l><script><block s="setPenHSVA"><l><option>hue</option></l><block var="color"/></block><block s="forward"><block var="size"/></block><custom-block s="nested triangle, size: %s color: %s"><block s="reportQuotient"><block var="size"/><l>2</l></block><block s="reportSum"><block var="color"/><l>10</l></block><comment w="263.5999999999999" collapsed="false">Note that the block calls on itself in its very own definition.  This is the essence of recursion.</comment></custom-block><block s="turn"><l>120</l></block></script></block></script><comment w="429.60000199999996" collapsed="false">This recursive block will terminate when the size value is less than or equal to 2.  Change this value to 40, 20, 10, 5 to see different levels of iteration.</comment></block></script></block-definition><block-definition s="nested square, size: %&apos;size&apos; color: %&apos;color&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doIf"><block s="reportGreaterThan"><block var="size"/><l>2</l></block><script><block s="doRepeat"><l>4</l><script><block s="setPenHSVA"><l><option>hue</option></l><block var="color"/></block><block s="forward"><block var="size"/></block><custom-block s="nested square, size: %s color: %s"><block s="reportQuotient"><block var="size"/><l>2</l></block><block s="reportSum"><block var="color"/><l>10</l></block><comment w="263.5999999999999" collapsed="false">Note that the block calls on itself in its very own definition.  This is the essence of recursion.</comment></custom-block><block s="turn"><l>90</l></block></script></block></script><comment w="429.60000199999996" collapsed="false">This recursive block will terminate when the size value is less than or equal to 2.  Change this value to 40, 20, 10, 5 to see different levels of iteration.</comment></block></script></block-definition></blocks><variables></variables></project><media name="U2L4- Fractal Art" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>