<snapdata remixID="8958045"><project name="U2L4NestedTriangle" app="Snap! 5.1, http://snap.berkeley.edu" 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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="true" codify="false" inheritance="false" 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="-25" y="100.00000000000043" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,255,26,1" 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="10" y="307.2"><block s="gotoXY"><l>0</l><l>0</l><comment w="90" collapsed="false">Version you get by copy paste for triangles</comment></block><block s="clear"></block><block s="down"></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>255,52,2,255</color></block><block s="forward"><l>100</l></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>11,0,229,255</color></block><block s="forward"><l>50</l></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>0,253,105,255</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><script x="17.799999999999983" y="679.8"><block s="gotoXY"><l>0</l><l>0</l><comment w="90" collapsed="false">Version you get by copy paste for squares</comment></block><block s="clear"></block><block s="down"></block><block s="doRepeat"><l>4</l><script><block s="setColor"><color>255,52,2,255</color></block><block s="forward"><l>100</l></block><block s="doRepeat"><l>4</l><script><block s="setColor"><color>11,0,229,255</color></block><block s="forward"><l>50</l></block><block s="doRepeat"><l>4</l><script><block s="setColor"><color>0,253,105,255</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><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="417.20000000000005" y="51.799999999999955"><block s="gotoXY"><l>-25</l><l>100</l><comment w="90" collapsed="false">Decagon.</comment></block><block s="setHeading"><l>90</l></block><block s="clear"></block><block s="down"></block><block s="doRepeat"><l>10</l><script><block s="setColor"><color>255,52,2,255</color></block><block s="forward"><l>100</l></block><block s="doRepeat"><l>10</l><script><block s="setColor"><color>11,0,229,255</color></block><block s="forward"><l>50</l></block><block s="doRepeat"><l>10</l><script><block s="setColor"><color>0,253,105,255</color></block><block s="forward"><l>25</l></block><block s="turn"><l>36</l></block></script></block><block s="turn"><l>36</l></block></script></block><block s="turn"><l>36</l></block></script></block></script><script x="419.20000000000005" y="426"><block s="gotoXY"><l>-25</l><l>100</l><comment w="90" collapsed="false">Hexagon.</comment></block><block s="setHeading"><l>90</l></block><block s="clear"></block><block s="down"></block><block s="doRepeat"><l>6</l><script><block s="setColor"><color>255,52,2,255</color></block><block s="forward"><l>100</l></block><block s="doRepeat"><l>6</l><script><block s="setColor"><color>11,0,229,255</color></block><block s="forward"><l>50</l></block><block s="doRepeat"><l>6</l><script><block s="setColor"><color>0,253,105,255</color></block><block s="forward"><l>25</l></block><block s="turn"><l>60</l></block></script></block><block s="turn"><l>60</l></block></script></block><block s="turn"><l>60</l></block></script></block></script><script x="705.2" y="38"><block s="gotoXY"><l>-25</l><l>100</l><comment w="90" collapsed="false">Pentagon.</comment></block><block s="setHeading"><l>90</l></block><block s="clear"></block><block s="down"></block><block s="doRepeat"><l>5</l><script><block s="setColor"><color>255,52,2,255</color></block><block s="forward"><l>100</l></block><block s="doRepeat"><l>5</l><script><block s="setColor"><color>11,0,229,255</color></block><block s="forward"><l>50</l></block><block s="doRepeat"><l>5</l><script><block s="setColor"><color>0,253,105,255</color></block><block s="forward"><l>25</l></block><block s="turn"><l>72</l></block></script></block><block s="turn"><l>72</l></block></script></block><block s="turn"><l>72</l></block></script></block></script><script x="708.2" y="416"><block s="gotoXY"><l>-25</l><l>125</l><comment w="90" collapsed="false">circle.</comment></block><block s="setHeading"><l>90</l></block><block s="clear"></block><block s="down"></block><block s="doRepeat"><l>360</l><script><block s="setColor"><color>255,52,2,255</color></block><block s="forward"><l>10</l></block><block s="doRepeat"><l>360</l><script><block s="setColor"><color>11,0,229,255</color></block><block s="forward"><l>5</l></block><block s="doRepeat"><l>360</l><script><block s="setColor"><color>0,253,105,255</color></block><block s="forward"><l>2.5</l></block><block s="turn"><l>1</l></block></script></block><block s="turn"><l>1</l></block></script></block><block s="turn"><l>1</l></block></script></block></script><script x="952.2" y="216"><custom-block s="Fractal Sides: %s"><l>36</l></custom-block></script><script x="951.2" y="300"><custom-block s="Fractle, Sides: %s Size: %s"><l>6</l><l>75</l></custom-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><block-definition s="Fractal Sides: %&apos;sides&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="gotoXY"><l>-25</l><l>100</l></block><block s="setHeading"><l>90</l></block><block s="clear"></block><block s="down"></block><block s="doRepeat"><block var="sides"/><script><block s="setColor"><color>255,52,2,255</color></block><block s="forward"><l>100</l></block><block s="doRepeat"><block var="sides"/><script><block s="setColor"><color>11,0,229,255</color></block><block s="forward"><l>50</l></block><block s="doRepeat"><block var="sides"/><script><block s="setColor"><color>0,253,105,255</color></block><block s="forward"><l>25</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="sides"/></block></block></script></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="sides"/></block></block></script></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="sides"/></block></block></script></block></script></block-definition><block-definition s="Fractle, Sides: %&apos;sides&apos; Size: %&apos;Size&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="gotoXY"><l>-25</l><l>100</l></block><block s="setHeading"><l>90</l></block><block s="clear"></block><block s="down"></block><block s="doRepeat"><block var="sides"/><script><block s="setColor"><color>255,52,2,255</color></block><block s="forward"><block var="Size"/></block><block s="doRepeat"><block var="sides"/><script><block s="setColor"><color>11,0,229,255</color></block><block s="forward"><block s="reportQuotient"><block var="Size"/><l>2</l></block></block><block s="doRepeat"><block var="sides"/><script><block s="setColor"><color>11,0,229,255</color></block><block s="forward"><block s="reportQuotient"><block var="Size"/><l>4</l></block></block><block s="doRepeat"><block var="sides"/><script><block s="setColor"><color>0,255,26,1</color></block><block s="forward"><block s="reportQuotient"><block var="Size"/><l>8</l></block></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="sides"/></block></block></script></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="sides"/></block></block></script></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="sides"/></block></block></script></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="sides"/></block></block></script></block></script><scripts><script x="47.00000399999999" y="544.0000039999998"><block s="doRepeat"><block var="sides"/><script><block s="setColor"><color>0,253,105,255</color></block><block s="forward"><block s="reportQuotient"><block var="Size"/><l>16</l></block></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="sides"/></block></block></script></block></script></scripts></block-definition></blocks><variables></variables></project><media name="U2L4NestedTriangle" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>