<snapdata remixID="8959395"><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="-23.410490948919232" y="52.583266650880034" heading="230" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="46.600000000000044,233,0,255" 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></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>1000</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>4</l></block><block s="reportSum"><block var="color"/><l>2</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>10</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>3</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>20</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>