<snapdata remixID="8958057"><project name="U2L4NestedTriangle" app="Snap! 5.1, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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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="-5.684341886080802e-14" heading="120" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,253,105,255" 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="445.2" y="278"><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>150</l></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>11,0,229,255</color></block><block s="forward"><l>60</l></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>0,253,105,255</color></block><block s="forward"><l>20</l></block><block s="turn"><l>130</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="428.2" y="668.8"><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>6</l><script><block s="setColor"><color>255,52,2,255</color></block><block s="forward"><l>90</l></block><block s="doRepeat"><l>5</l><script><block s="setColor"><color>11,0,229,255</color></block><block s="forward"><l>60</l></block><block s="doRepeat"><l>5</l><script><block s="setColor"><color>0,253,105,255</color></block><block s="forward"><l>30</l></block><block s="turn"><l>80</l></block></script></block><block s="turn"><l>100</l></block></script></block><block s="turn"><l>80</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>