<snapdata remixID="8958030"><project name="U2L4NestedTriangle" app="Snap! 5.1, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAUm0lEQVR4Xu1dd5wUVbb+Jk8zOecZF0VAgrIKCrJIFEQBiSoGEAkuGUTiAwEXCSJRUIIgCm+VuOATUUAMGADFh6IgIDA5p55ET+r9VffU0KG66t6q6u7q6ap/GKbO+c653/mmuqvq3nM99Hq9Hi54lBxcjNAhi4kzr8m7juorpxHQ9QViH9XQ/gx4uIsAWSqL985F2IgV9mdWjUDEgNsJkGUl/Z/hSHqniIgk1ch+DLitAFlKCzY9hchJH9uPYRWZlwG3FyDDju7Pb6GvrYZ/m16qXBzMgCpAE8ILtzyPiAkfOrgE7h1OFSBH/dPGBSJ5W7l7K8NBo1cFyEN08f/ORNjINQ4qhXuGUQUoUPfKHz+Cb0oHeMe1dE+F2HnUqgAJCc5d3gMx804RWqtmpAyoAiRkShUgIVGUZqoA1Y9gSsnIa64KUL0JkVdRlGiqANXHMJSSkddcFaD6IFpeRVGiqQJUX8VRSkZec7cXoDoZQV5B0aK5rQDV6Vi0UrGPvdsJUJ2Qah8hiUV1GwGqU/LFSsS+fm4hwJzXH0bswu/sy6SKLoqBJi3ArPntEP/Gb6KIUZ0cw0CTFKD2+EYEdh4Jz8AIx7CoRhHNQJMSIDOtXnt0NUIGzhdNiOroWAaajAAzZ96BhDU3HcueGk0yAy4vwLzVjyF61meSiVABnMOAywowf/VQhIxYBN/ke53DnBpVFgZcVoC4mA/cFQZklBn/VQ+XZMC1Bdg2ykj6HwVAqwjA08Mli+DOSTcNAbIVPHIVGNjCnevpcmNvWgJk6f8mHeiW5HLFcMeEm6YAmUqW3AIqaoCEIJt1zZyRgoS1qU6tuxJycCYBTVeALKs/ZQMPxNnmuK4G8PJxTg2cGds5I7aK2vQFyA7540vAU62tCCg9sgwhAxc4pRzOjO2UAXMEdR8BsoM/lw10NL8ilh1/G0F9Jju0Js6I6dABEgZzWQHqjhyF38D+hMO0MMsqAzQ+QJi/4UR9WQE8gyLFYYn0ckZMkana1c1lBVh/PhW1EcXwTblPPEHfpgP/MN4tZy1oj/hlv4rHovB0ZCyKtJxi6pICzJrfHvEjT6JS9x2a3f+kdOKOXAMG3iUdR0WgZsAlBWgYJfMqrm0UinZNRPiozdQDt3LQAznzOyF2+VnpWDwIOUu7IHbR93aN4UrgLifAxgI2CFBusmt/vgDvNm0Af2+5oVGbfwPeUX+THdeVAV1KgLUFN+EdeYeRbxMBpo7yQsquOlnqUHF6FwK6jgI+vw70bS4LJgvSiC0rqmuDuZQAy799H4H/GG0lQLlLULJ3HkJHLDfCHr8J9GkQvYRAZpgScJqaq8sIsHjvPISxorC4AjL/LXxvHCJe2maf+lTWAjnlQPNQ++C7MaosAqwrzkLVb8cQ2G2M46jk+A5Y9f+fQnPf47LkwNU5oXztKgTOmE2Nr3ZhsE2ZbAL0CotHyb4FCB2+jLpAQg7p/4xA0juF5mYcAtRdPwe/5h2F4OjP77sMDG+FjGkJSFyfiYxJ0UjclEePo3pYMSCrAFn09ElRSNqUb1+6bdwF560diOgZR2SJXfD6QEQuvI3FCpAFz98wFFFTD/DGyn97BKIm75Uln6YIYhcB0hRIiNT8jcMRNWWftZmdHsMYApXqAK0OSAqG7spp+N3d1fBrSwEyv9Nd+wH1VVpo2vW1ytHUV2ic7nrergI0FOjq99DryuHf9lFqjm9dOQ3/huJbOfMIMGNqPBI3ZFHHMzh8nQY8ktzoW/X7CWja9LYpQNawcNuLiBi30yymqa+4ZJq+l90F2FigraMRMf59KkZv/X4C/g3FpxEgVRDW+P+uAU9wv44rePd5RL78IecV0DJW6hg/pOzQgfURlYsbOTlMgCynqWP8kbLjliDFBVteQOSED2zbCXwElx5agpDBrwnGwaVC4O5wwEt4QRPXR7CtAEUfTkX48xuE47u5hcMFyPJdvHsawp5bL55+gu+AZae2IKjHBO4Y1XVAainQIpwoh7SxAfAMCDXcBa962Buzv6s18zP9HWObvL0Clef2wzuuFXwT2xLFcEcjpwmQIbvy7D74JNwDn4Q2ZtynjW2G5O2V/PUgEGBdSTa8Qjmm43/2F/DYndT1Zq+Ae/bsQdfPn0PKB3oDRuoLHjjddzeeffZZTszclX0QM+c4dTx3cHCqAFmCc1f0RszcE3R8EwiQAcxedD/ilv5sxP4yFeiZQhfHxNp0F01GdKYHK8aiPTMQ/uxazhiZs+5Ewuq/RMdvio6KECBLbOasu9CswwCE2SigWQEIBWjwuVkKRDYDAqUtPmKugGHPvIWAh542XPUsBVjx40eGc3yHvroK2i82IOSJOU1RT9RjUpQAK858bBCg9vjbCHlc4JUXqQAv5CLn0ADELpY+z48RYMzck/CJa4XpHQMxo3WFgfC1lwKw7lw5arIvG86RHNrP1xkmVng2c+/3y4oSYE3WJfjEG1euaY+tReAjY+CpCeGup5AAD/4JDLm9xWptUQa8wxNJtGHThv0OmLu8J0qHvgu/fxnxqxdeQfD+CYiZ9yU1ftbcexC/4g9qv6bioBgB5q7oZbi6WB5Zc1ojfuUla75tCfD7TKBLgpV9+VfbEdh9rKS6WT6GYT+G2e9/UsBzlnVD7IJvpEC4pK9iBCjEXs6yRxC74OvbZpYCzGu4a45uZhOq5OAihA5ZKhRK8ArIGGTNbomq3BsGW03M3xC/6k/RuKxjTc5VVF8/i4Au3HfTkgMoEEARAsyafTfiV10RpKcm5wqqb/yEgM4jzWZE48cs4KF4QX+pBpZXwCmDOhsgNx7+QSq0mX/xR68i7Ok3ZcVUKpjTBVh/qxye/oFU/BT/exbC2s0BrhSZfc8jAUmfHIOkt3NJTK1srN6E1DMPoz0ATy9ReEJO6RNCkLSlVMjMpc87XYBMU/Hg/rOoSDQIsCwIGE/wqo0Kmd+Y81VcehmQZLsBkpTwpALM3zAEUVMPSgkl2VdsDk4VoPbYGgT3m0k8eLOP4K1LRAswf/1gRE07RByXNeQUYE094ONJjcXnQPURfPgqMKgFdNd+hN9dD8maBymYlNhOFSAzj85TE0w0ztw3uiNm/le3bSUIkAGp/usMfO98kCg2rwCZk0evA/2lr6CTchNS9esxaNr3oxqPXMZSYjtNgJmzWyKB4M7R5mMYiQKs+vUzaNo/RlUDmtkwVMAARD2G+S0faNfQpphZmLV9DCLG7qANLcleakynCZApJt+h11UAvhp4eHB/vAWnl0ObRHfzYhmv2QNDqaZM8QrwVBrQ4/ZEVtKqin4Qfb2kSazSc44ATzV0Je1hPTFAX11J9ipO4hWQVCCmdoJXwLJqIMiXCFryq7jKGqCZ9bvttDF+SN6hI8pBqpEcsRwvQNMiWRSMmYyQsPoaGS9KFGCaFkjm/04ry2SE4zeAPk2jxYfjBWhapIafRU3HUqIAmT+dX3KBDjGcf0SOmo5V9OEUhD+/kewPWaSVXDEcK0CL4hgmpGpj4NO7Gz0NShUgx0jyVj2K6Nlf0I+Ry+OLG8Cjwle/ynMH0KzjUHliWqDIie1YAZoMpGj3NIRLmZKvZAHu/xMY1lL+Kfm3aom7dtVkXISPnZYCyIntUVuSrfcKiZX0l8K05mA6I/AeB/4EhrZE2ksaJL9XZW7acI4qCSULEIBdFiVdK6balix31aOIkevK21AcuTE9yk6+ow/s+TJV7S2NSQRYKGJZJm9SChUguyxT9gkSQvMfJVXQec6Gj+DS/yxFyJOLRGfBJ0DDwvQLqfAf9gw//pks4EGKGS0KEyDXwnTkVgAxAaJ5lcMx85XmSHjruhxQkBOLTcj4HVBfD9h44EuSuS0BGnqnPPUBeRFoCqYQAfK15kBBFRCpIaGQ30biHnjMox8PX2l5yIHBNcjGm5DMaYlIWJ8hiixLAZo1J8qvBKJsTxI1C0hjqwAB5q0fguhpArNQbMzQFkW0SCftpysR/Li0RVByYPAKUOTYDG6sAK3as4khn9THiQJ0aHu20xlAV2lrWZgaaT9fj+C+00SVWYqvUECzxzB5awYgeuYnQj5W553SoNIJAkwbF4TkbWXU/MBigRQxQFEVEG7x0clMgvWkb6BeX1EMzwBxG3tL8RUaq9VzwOqbP8P3jvuF/ITPH7oCDL5b2I7LgsTXRIC5qx9DzKzPxMVSsldWORB/e8JFxvRkJK5LE51x1rw2iF/+O5W/GB+aAFYCrPrlE2g6DKDBcI7t1iWovP9eQ9d8SbslOSr7X/OA9tHk0Ux2+cxb3R/Rs46S+7qQJeebkKKdExD+4hbxw6AlmyuSAEbVxE7QbJa+2Fz8IEV4Mh0a7rCxzpkDrur8YXhFJMM3pYOIYNwuucu6IYZw+SeNrdgEZXkVZxackmTexDmw0kZ7I/n9WsAJ3wHFktzox2ygHUDQHmTvZRRVrkf46Hckh+QCqM29Bu8Y/q3JSGzkSM6mAFNHeSJlVz19jPJqIJBsTpwguAlW4Y5xiBhjsg2DKwqQGfCJm0Bv2/uOpI3yQrJMm+7Y4rfi+90I6PIcL/0kNoL1IzCQ9wp48ibQS/qmLqZ51396EbqEVOvtF1xVgDaKUrRjPMLHbAV+ygEekPZunqDuKPloNkKfXsVpyneOBJvGhleAhTtfRsSL79LgyWqbv24QoqYf5sZ0ZQEeuw70My5iYhba15XmQHPfE0BmOZAgbZmBrAVwAJjgFbDqlyPQdBgonIoJqcLG/BZWTca5sF1ZgMzwdXXI3zwYUaZbShTfatxEWyqHJP5c645J1yKT4JPYCAqwOvUX4bswpt2tr/TuACWHFiN08GLuvC1juLAADWtLJv9m3h74m3Sgm3HzbHc6BAXIkJH31uOIfuVT27wwLTKYRt8iD6aVbuX5IwjqaaOfM4NrGcMFBVhyaAlCmVlHHg3NLf8oAO6JFMmaPG75m59B1MR/G8BMf5YHXRiFSIC8MBJJNGuhK5SvaSwXEiDzHY95phdo2TBdrzeK8ZNrwADn7diuu2zsOubX6hGhCsh+nliAGdOTkLgu3TqBej3gKbzFgaVj9msdEbfkHN2ATGO5iACzF/4dca+ftz3OT64CA1rQ8SCzte6SseOEX+vuMiMLwxELkIHS19XCw8vkRTjP5i62Qpd/vR3+7fqJ71bKxpRBgKVHliFk4AJhlkRYZC/uhDiCtsD2zEFE2g53oRJg6eF/IWTQ/4hOsuTAIoQOFd8g0iywDAJk8MpObEJQ70mix2TpWP71e4ZtybwjhG8o5I4t2yAcCEQlQEPBTm5GUK+JAMVdW8aUWCRuzJFvWEzsyztEd8cyTaSuLB9eQbf7q0hJsuTAQoQOfZ0YQs7YxEEVZkgtwDptHrzqg4FQf8GhiG2DJgjMGGxYCEwlLzYfZvaCexG37AJRWC6jjMkxSKRseik1puhkFeboUXzgNeN2PxSHxqMT/FrwbwxtryncbJqFb7RGRPcpFFnbwTRNi/zoG05vDmmHkTkMkvoKSJsZyabOtJisfdGuSQgftUmsu5lfztIuiF30PRlWdrnxwXuEcbYy06CxvrKEuD8fVSyyjFzWyu4CNBbI9qbOYpjLWdoZsYvkbQzO5FFbcNMwwZX3OJsNdOLYf46wPx9RDDGkuKiPQwTIclOwdTQiKfcMtuS1tiAV3pG327qljvZGCjM/UIaj/Nv3DbsXcR77LgPDyXZB4mtbxhtDhjG4GoRDBciSkzbGH8kEewZzkVn+zU4EdnvRbjyX7JuP0OFv3MY/nwP8Xdz0KMsOUlbYdhuF6wA7RYCN3+EoN3Uu2b8AocOWWbFb+N5YRLy0XV7WS3UA078wUVoHfKaTlE9cS7s1CpJ30I5Hc6oAmeFWnN0HX449g2mpqLpwFJp7+9O6cdqnjwtD0rZiWbAar/ov+iJ5Z7WsmE0BzOkCZEkU2tQ5fWIkkjYX2ORcd/0s/Jp3klYTEa8WaQPao78KbQ5KsleMAFlSMl+5EwlvidvUOW/tIETPsDGDmo/1y4VAizDA63ZD9PyNwxE1ZZ8stbLEYvqslB3fILldhizJORlEcQJk+DAWaCOCG/YMzt84DFFT9stPFTPJlVl5Z2Muo+7qd/Br8bCkuHwYTMuLwK4viO5YICkxhTgrUoAsN0wneWb/YE27vsR0ZUyJQ+LGbGF7giUEVRePQ9O2jzAWjwUJhr27D0gagJ2dFS1AZuy3Lh4H085Xtk2dv0wFelpvD2GL54ItLyBywgeiykDr64iF4KIGYkcnRQuwYOsoRI7f1Tj83GWPIMZ0z2AbxJQcfA2hQ5aYn00tNb46k2vNsp2KwiwI1/31o+C6XTuFdzisogXIxQbpfmplp7YiqMd4I8SFPOBeir4sFoHTxjZD8vaGDbEJSyTGxxTakWtzCYdkFzPFCpCzmbkJBUI7StaVZMHryzLq/YTtwrIEUEcvk5SQqihXxQqQdDRp44ORvFVrbv5DJtA5AdmLHkDc0p9IoXjtinZPR/hz64iwaGyJAJ20Yo00Nyl2ihRg8Z7pCHuWrNjs4As2j0TksO2GDcyJWwJTMldx5mMEPPgUrxeJDWXYRnPD6jW93imLh8TmLOSnOAFWnNmLgAdHCOXNfT6v0kqAOa91RCzt6jsb0WuyLhkeC/EdJDbiBtc0vRQnwJrMP+CTcI80ths+glmQuuJMeIXxbw9LGjB3RS/EzD3Jac53jhTf3ewUJcDclb0RM+eEfDVo6M1c/tU2BHYfJx+uiiQbA4oSoGyjsgS6kIfSvzYhxPLZoMiAma+2QMKbV828uX4nEt6t3BQjwKxXWyDeoqiyVkLmB9H1t8rh6W9spWb6s6w5uwGYIgSo11XAw8/+W1plTI5F4pAzVK/ibGlAe3Q1gvvPMpw2/dkNNCPrEBUhQO3RNxHc/1VZByYIRjAZQQhDe2yNwSS430whU/W8DQacLsCyY2sR1G+GwwqUv+5JRE3/jzGewHQsoaTqq4wPwD01wUKm6nmlClBfpYWHgwtYff0sfE1nT3NMSFUV4xgGnHoFzJrTCvErLztmpCZRbK4fccCUfIcPVuEB/wsP+HwgOOpVeAAAAABJRU5ErkJggg==</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="180" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="224,93,0,1" 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>0</l><comment w="90" collapsed="false">Recursion with squares.  See inside.</comment></custom-block></script><script x="587" y="301"><block s="gotoXY"><l>0</l><l>0</l></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>3</l><script><block s="setColor"><color>255,168,214,1</color></block><block s="forward"><l>100</l></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>224,93,0,1</color></block><block s="forward"><l>100</l></block><block s="turn"><l>120</l></block></script></block><block s="turn"><l>120</l></block></script></block><block s="turn"><l>90</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>