<snapdata remixID="8959366"><project name="U2L4NestedTriangle" app="Snap! 5.1, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAMfElEQVR4Xu2deZyN9R7H388jF0kly6CNQWowCSFlyRQqS7eFLEWoVJZyXUuWZBtcWUu64aoYjZA1ZIlbubjo2itEKcyMmcEMQ8bz3NeZycycOeeY55zznHOe83t+8+c53+X3/X7e85xn+f1+j6Lruo78kx0IUQcUCWCIOi/TZnVAAihBCGkHJIAhbb9MLgGUDIS0AxLAkLZfJpcASgZC2gEJYEjbL5NLACUDIe2ABDCk7ZfJJYCSgZB2QAIY5PZv5hD9tEXsVAcHObM100kAg6hLd30es5XOPK39k8Xqy0HMbN1UEsAgaVNY681ldXpWth9I4G4igpTZ2mkkgEHQp7M+l3lK1yBkCr8UEsAAa/aVfpDmyj0BzhK+4SWAAdLu4P5MZkQtYbrSzm2Gd/X1/E15JEDZwyesBDAAWg0beI5R42/EMdVXUaCDPodnqc1TSq2cbEW1PlxUpwUge3iFlACarFfl8gkcOZl9gTHirXOMGHujU4YIbSA/qm8zWd/IO0ork7OHXzgJYAGareEALYkypOyTLVNYuuaWHNuIG06SkF7ere9PeiJ3KWUNxRXZSALoQV1vb5UsjMugXcdiTtFmTE3ntb43iMyP37VJAN20cLC+lFjlyZxvDpFIVdwfrRITrlA2opDfQtg1gAQwn/K3aoP5XY11+rSdPouFSg8XRqb8I503/i6PcP7880gA83TvUX0a65Q+Lv28TxvL9+pbTp/Xq5nI9r0Fn8Md2JdJVI3r/NFIaF8J4J/yNtYn8arSmA7UdRH8S30fjys1cj5/qE4S3+4sYwiM9m1TiF+We2FiyMlGRhJAN2LfqQ1luzqQCEq4fPvBtPO82qe4YUQebnCar7eWNmxvN0MJ4DUUP04qzbQpHFLfQdMg7ZzGTTerXjGyacMlmsYU8crHTsZCAeiA5UXlAZ5X6pur4cqP2by9CIsTWjLtw5vNjW3zaMIA+DFb6UID7tCG8Ks6xjxZezaDmRuhXQ1YuC8r7ksvpNLyiaI83d75vp95Se0TKewBTOUCN1MMBSVLtZ5aHDPVjuYo2LoSrDiaHWv4CzDyE5e4d92WwJbvy1C6jOef5kWfZfDMcxJWd6KENYBT9a/pqzzsVFeyfp5SivGLBI+kzhwOPUfmfn3qVyh3h0fzX45d4cmWyXz/g+utmZqVE9h7RE5AFQrA2losuwK1ruL4Ybi9is9H0U/mXGDXjstMmXFTVozXe5zh/Vny3FEYAOtHJ3Fm9wzW0ouKSimXujLRuA7vrlazgny7Ch56wmfw3Dl275xKo6ZF6NrjelPjihIs7H6Cp05Mp2//3MdfiXoadfRYjqtjczQZqH/BeOWv3mk0qB2MW3htn1mjocdQ7+ICazlAC4MzarwOHuYOIQVwtb6fx5TqhluYlHiFMmWzH/wnJWqUKet8lItnJ46nFkv13ZxVJxmOS6MS8E1awfb1/wLb/ijY7k+Lg5ziHsoZtrejYcgAvF8fz+s0oavSoMC+x8/PoH0n56vIXi+d4b2PTDivGvcaDJpR4BiyDD6eAF0GGLIdrC8jVmmbYztUX85opY0hXzsZhQTA6too9qvDDPW5bYsUlq11fZZavVIC+4/6eWW59z9Q8wFD4/DGqII2mBP5ZtQU197gvDrFmzC2sA06gBP0dQxQHjXU3CoVEjh8wj1kC+Mu0K6jjyf2e7dCzYKPvIYGmc+ouTaNr1TXGTWT9Q28qcT4ElJon6ACeIpzlMN5jcR3+hEeVCq7NHn4oHOMHOdsa4oS41+Hge/7Huq3I3Cb63gdATfxE7HaWtaqvX2PbzPPoAD4GTt4zs00J0evm2qT2aS+6dT2Hw5c5u6owuZLYfRi41qZBz8HsZ8VOLbh2gqKK0UYqDQv0NbOBkEBMI2LRGrDSVInuPS6hT6dtUr2EWP92ks80sL4zJHNGy/RpJlBeyO3WYyQ0Kk2zN9lxDLH5iHtXaaoz3I9hYnC/SIlrwIKZBwUAPP2axl7iNP/S7zSPevjHfxKXe6gW6dU5swv6VVrYxqeZsMWA3PtvlkJjUxaAvnNKmhk7s1qr4oWzDjoAObtX1/9c6Iox6AiVUj9w/sjw7Otk/l8heuTkJwcfj5SE0xrS5YTUgDzdqRezSQWLClJ5arG10/s23OZGtEezhU/fBteeceSTZeDyu2AZQC8OqSzZzRqVUvkaIIfTxDaRMLynwOn8+bl0ETeVDajwZYDMG9Ry5dc5ItFGfwrzotzw54xMHODGb3xHKN9NMTvCWwOm0S3NIB5NejX6yzRtQq7zCqZOf08PXv/Of9vxVxoHYR9+IZ1hlHzbIJIYMsMGwDztqFOVCKLVpaiUmQhIkqcJOFEMSheAtQg7VBw8hiUrxhYZWwSPSwBvKpNSrJGjxFDWDLdeScDm2gnRJlhDWBdbVzW+l3VsR5kw2LYtBRGfSqEMHYpImwBrKGNYp+nGTWOKVZR90ObFwOn45yx0M15u47AJRM3clgCmH9GzWnSKY2HTYKevgemr4YKJp+z1bsOtmeKS0aQKgs7ABNIc9ky4xU9jg+VApZipiZB57qw6hdzWjt3HHQdZE4sG0cJGwAXsMPtxkEO7SpqQzmmjjYu47qF8N2XMGKucR9pGZAOhA2AjupbaTOy1gE/mu+1B/P07XRW6vnWoLE9IbohtHrBN38PXkf0JCorxnbQMjVxmAULKwDz9vZ6rS9p6mQK+bL80pNIT1WDD9ZDxO3GZPz9Z7g10sXWsc/gAf2ky0aXxoLayypsAbwq0y79OL2IZ4vS3zzlUhKgS4PcbTk8RR7SEcbEOX37qb4ta3OkufpWQwuuzBt0eEYKewAD3vY1C2DbOnh7jmuqDrVgwf+yPk/mPKUwYUuQgBdkrQQSQG/0GP0S1G4Cj3fO9vr3Cmjcmkn6BvrJBUfedDLHVgLoU9uALWugdmMmFtlCfw+v3PqOIzyI+wVMvqYVzU8C6IeiD9RKIrJef+Jm5v70Fk3RyNx1igp7MmmbUZ1W9WOIiYmhUKEgTZTwo55QuEoAfez69Enp9O53A6uWX+SJNkVRtNc8Rko5O4aSJb2Y0+jjmMLRTQIIvKUvY2yebTQKEjIlWeeWUtkbYjp26tq2J/t+X+l+D5I88d4c92ETyzNygLEdIArKKer3tgewjj6OnYqxR2oLPs2gw/POe9R07ZDK3AW5R7fDhw9TNTJ7Y6SWvZJZPSNeVHZMqcvWAEbrY9ijDDHUyFaPJLNyvesKvKM/Z1Ip0nUhVfH1z3ChWVl01eDGR4ZGIZ6RbQGcqK93unq91gukHftA//Sb9xshzZ49m+7ds9c/yz/3HbAlgImkUTbfS2iKaX3JUKe6dMndO38lTOZ1wFYAzte308nDpIXh+gpGKq2dOnvox0yqVit4nfLE2HT6D5YvLfQFS1sB6GjQ5/oulum7mad6ni391epLNH/M4J4zQAn1BGlaBV/6b3sf2wGYV/FX9QXcz510UxrmfJz/qtYIIRPGpDNgiDwCGulVfhtbA5i3GdW0ESQWe5nUS/JI5gtIvvpIAPN17nTSFRred9qnq15fRbCznwTwGuovjs9gzaqLfPRJwY/RHG9KurOifN7r7T+TBNBgx/q8cob6DYvQqYv7d775sr+hwdRCm0kAfZA3umoiX24sxW235x7x6lZPZMd+1/fE+RDeVi4SQD/kTjh1hab1T3PwlwhWLrtIq7ZF/YhmT1cJoEm6d4vbyZyOdUyKZp8wEkATtA7omztNGJ+VQ0gA/VQnWhvNHjX7BYYr9b20Umr6GdFe7hJAP/TOP6PmXm0Mu1Vj07v8SCuUqwTQRzmTSKdMvg2R2muziFd7+BjRnm4SQC91H62tZqj6mFuvwyRRBbkdhzctlQB60608toW1XlxW3/PRW7pd7YAE0E8WtnGMAdoSNqv9/IxkT3cJoIm6j9XX4Dg3nKw8Y2JUsUNJAMXW1/LVSQAtL5HYA5QAiq2v5auTAFpeIrEHKAEUW1/LVycBtLxEYg9QAii2vpavTgJoeYnEHqAEUGx9LV+dBNDyEok9QAmg2PpavjoJoOUlEnuAEkCx9bV8dRJAy0sk9gAlgGLra/nqJICWl0jsAUoAxdbX8tVJAC0vkdgDlACKra/lq5MAWl4isQcoARRbX8tXJwG0vERiD1ACKLa+lq9OAmh5icQeoARQbH0tX50E0PISiT1ACaDY+lq+Ogmg5SUSe4ASQLH1tXx1EkDLSyT2ACWAYutr+eokgJaXSOwBSgDF1tfy1UkALS+R2AOUAIqtr+Wr+z/MA8rVMX30mwAAAABJRU5ErkJggg==</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" id="1"><pentrails>data:image/png;base64,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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="1.4210854715202004e-13" heading="290" 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="22.80000000000001" 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="30.599999999999994" 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>10</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>55</l></block><block s="doRepeat"><l>4</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>120</l></block></script></block><block s="turn"><l>120</l></block></script></block></script><script x="30" 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="27.400000000000006" 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>10</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>5</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>