<snapdata remixID="8958686"><project name="U2L4NestedTriangle" 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="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="0" y="2.842170943040401e-14" heading="52" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="53,168,0,1" 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>6</l><comment w="90" collapsed="false">Recursion with squares.  See inside.</comment></custom-block></script><script x="504.20000000000005" y="30"><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>7</l><script><block s="setColor"><color>156,255,41,1</color></block><block s="forward"><l>25</l></block><block s="doRepeat"><l>7</l><script><block s="setColor"><color>255,207,61,1</color></block><block s="forward"><l>50</l></block><block s="doRepeat"><l>4</l><script><block s="setColor"><color>255,93,56,1</color></block><block s="forward"><l>90</l></block><block s="turn"><l>120</l></block></script></block><block s="turn"><l>120</l></block></script></block><block s="turn"><l>60</l></block></script></block></script><script x="822.2" y="27"><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>5</l><script><block s="setColor"><color>255,52,2,255</color></block><block s="forward"><l>78</l></block><block s="doRepeat"><l>7</l><script><block s="setColor"><color>11,0,229,255</color></block><block s="forward"><l>78</l></block><block s="doRepeat"><l>4</l><script><block s="setColor"><color>0,253,105,255</color></block><block s="forward"><l>65</l></block><block s="turn"><l>120</l></block></script></block><block s="turn"><l>56</l></block></script></block><block s="turn"><l>60</l></block></script></block></script><script x="499" y="430"><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>6</l><script><block s="setColor"><color>255,52,2,255</color></block><block s="forward"><l>5</l></block><block s="doRepeat"><l>9</l><script><block s="setColor"><color>10,154,255,1</color></block><block s="forward"><l>56</l></block><block s="doRepeat"><l>4</l><script><block s="setColor"><color>0,224,182,1</color></block><block s="forward"><l>65</l></block><block s="turn"><l>46</l></block></script></block><block s="turn"><l>56</l></block></script></block><block s="turn"><l>60</l></block></script></block></script><script x="800" y="423"><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>45</l><script><block s="setColor"><color>53,53,53,1</color></block><block s="forward"><l>9</l></block><block s="doRepeat"><l>4</l><script><block s="setColor"><color>255,153,82,1</color></block><block s="forward"><l>45</l></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>245,0,193,1</color></block><block s="forward"><l>6</l></block><block s="turn"><l>43</l></block></script></block><block s="turn"><l>43</l></block></script></block><block s="turn"><l>44</l></block></script></block></script><script x="506" y="798.8"><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></script><script x="503" y="863.8"><block s="down"></block><block s="doRepeat"><l>12</l><script><block s="setColor"><color>53,53,53,1</color></block><block s="forward"><l>5</l></block><block s="doRepeat"><l>12</l><script><block s="setColor"><color>255,153,82,1</color></block><block s="forward"><l>3</l></block><block s="doRepeat"><l>12</l><script><block s="setColor"><color>0,168,130,1</color></block><block s="forward"><l>56</l></block><block s="turn"><l>98</l></block></script></block><block s="turn"><l>24</l></block></script></block><block s="turn"><l>45</l></block></script></block></script><script x="836" y="830.8"><block s="down"></block><block s="doRepeat"><l>6</l><script><block s="setColor"><color>71,71,71,1</color></block><block s="forward"><l>20</l></block><block s="doRepeat"><l>5</l><script><block s="setColor"><color>112,116,255,1</color></block><block s="forward"><l>30</l></block><block s="doRepeat"><l>4</l><script><block s="setColor"><color>53,168,0,1</color></block><block s="forward"><l>20</l></block><block s="turn"><l>23</l></block></script></block><block s="turn"><l>23</l></block></script></block><block s="turn"><l>85</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="U2L4NestedTriangle" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>