<snapdata remixID="10302611"><project name="Sierpinski triangle" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes>i think that&apos;s how you spell it</notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAARaElEQVR4Xu2da+gWxRfHj1mWRXYPyyxKK8uspFLoSmVe0tCMShFBFCoJelNCZEpkRi/qTRCVoUQRXdQotLQypTtJUaldtEIoQ8nuUXSx/POZv+dpfdx9Zi+zl2d3BuTx9zy7c2bOfHfOnDnz3dNj586dO8UXr4GSNNDDA7AkzXuxRgMegB4IpWrAA7BU9XvhHoAeA6VqwAOwVPV74R6AHgOlasADsFT1e+EegB4DpWrAA7BU9XvhHoAZMPDaa6+Zuy+66KIMtTT7Vg/AlOO/YcMGee+998zdZ599tpx22mkpa2r2bR6AKcf/zTfflF9++cXc3adPHzn//PNT1tTs2zwAU4w/pvfDDz+UIUOGmLvXrVsnQ4cO9aY4hS49ABMqDdP79NNPm7tmz55tPufPn28+r732Wm+KE+rTAzChwoKmN2iCvSlOqMhdl3sAJtAbpnfVqlUyePDg0Ls+/vhjGTFihDfFCXTqARhTWWp6+/btKzfeeGPoXQ888IBs27bNm+KYOuUyD8CYysL0UjC7YV6vmuYDDzxQevTo4b3imHr1AIyhqJUrV8q///4r//zzjxxwwAGydu1aGTduXMvhYHZcvny5DBs2TH777Tfp2bOn7LvvvnLppZfGqL3Zl3gAWsYfcG3evFm++eYbueGGG2T79u3yxhtvyF577SUTJkwwdz/33HOyY8cOufjii+Wwww6Thx56SPr16yfHH3+894ot+vUAtCho8eLFcsoppxgQHnXUUfLFF1/IMccc0zLFapYxvYB04MCBsnXrVgO+Tz/9VK6++upmT3EegOnHf+HChTJjxgz57LPPZNCgQcJsCMAAIevA4DYM/9ffCMvpPY8++qhMmzYtfSNqfqefASMGGLBRvv/++9TbKjgmBx98sKnHx4rDFe0BGAFAZi41o8R5kwIIAANANd9+FvQAjG3MML2A7+WXX5aRI0eatd3UqVNj38+Fjz/+uHFEtI6vvvrKm+IQDfoZsE0pzFy6lcIxK/6PM8Fn3HN/REzYrmHW3G+//VrHtvh/0pk0Eeq78GIPwLZBu/POO+Wkk04yoLnrrrvMFguzF+Xyyy+3AggAv/jii+b6Y4891mzV3H777ebM4KZNm2Tu3LldCJP8muwBGNAtppeZCwABNkDIjPXtt9+aq/B82QvsVNgDVO/4yCOPNJ4z4FuxYoWMGTNG/vjjD2+KAwr0ANylDIDCPwAXZSZtR/Btv8eRkd9cU82aPQB3jcv1119vIhlr1qyRhx9+eI/RwqN9++23I01x0PSee+65obFgm4xqQiTfVnkAisiDDz4oJ598srzwwgsyduxY2bhxo8ycObOlecAFMAm/ERNmb6/dK8br/emnn1rXAObgTGqTke8wV7f2xgMQcL377rsyZcoU47Hi7RJ+CxKNOIxw+OGHm+8oTz31lAnLqVeM6SX8NmnSJPM7a8eff/65dRhBCUz8jgzWgdThyUz+OJbce++9ctVVV8miRYtk3rx5MmfOHJk+fbosWbJEZs2a1QIjJpi47jvvvGNOxRCOUyISv51wwgnmBMzw4cPNPfwGELnnvvvuk4kTJ+4h49lnn5Wbb765utNTAS1r9AwIcNgqweslUqFxWz7xglevXm1mKUwyJlpjwXjFeu5PxwjPF68XYGJ69R5AeMkll0TKYIunyYy6xgJQzWLZITLA3mRT3FgAssF8xhlnCOu3skAI+FhH8jBcccUVBRi86oloJAD1lMpHH31kQEgpOkSmp220DXjQTTTFjQNg8Pj877//LiQJ0NPORc4PRExYf7Kts//+++9xzL/ItpQpq3EAhLnGVggzH2svvF5olkWGyDC9tAEaJ543jgoPBm2whfrKBEseshsFQGW2Mev17t3bDDhA0FgvM1Lephig6eEGvGZtA5+0q2mMusYAkIHH4YA0FFWYidgXzLPccsstrQ3tMDm6Fsz7Qcizj0nqbgwAbaTx+++/3+zjMRvedNNNSXQY+1qbDCW/c5C1Kaa4EQC0kcb1lApsty1btnQ8ERMbbW0XxpFhI7+nlV3l+2oPwDDS+D777COXXXZZa1x41QbhOOK3Bx10kCxdulSYMV0Wm4xXX31V/vzzz0jyu8u2VKmu2gNw2bJlZmCjSOPK+8UJwCtmHcih1PXr18s111zjZKyQwZqOgw5BGTwcxIrbye8w8Viv8qDUfYO61gAMmt4w0jiMNa7RuO/48ePl+eefb8Vu07Dh2hGr7LhOMuCcdCK/13mDurYA1DUXh0OjSOPMdsxIegSfI1IcmdK/X3nlld1MdZrpUOuIkqFtiCK/cwi20yntNG2q0j21BSAzG8em4jLZwmYuviubmK6OSV1nwVoCkEHTzWW2VtIMXhWI6S76UaXZLqwttQMgphePkuPzFGKtvCYtycYu4CMqUiYx3UU/qg4+2lc7ADJrsJenx+Pbj8/bBqWdmI53rN/FNee0QUnoaYnpYf1gnzLNbG7rc5m/1wqADNpLL71kTitzCpnCqeZff/1VRo0aFWvwqkBMd9GPMkGVRHZtAKhhLMAH4IJFv7OlUdBTKmUS0130IwkAyr62NgC0eb223+OQxm112H6PKwNQRJnaunnFtQBgEaTxbpFR9oyWVH7XA7AI0ni3yEg6+FW4vusBSKThkEMOiSSNt3uTRB5+/PHHVoSjnZgeRhpPIyMpMZ2tIw5CBMnvQa83rB9BGVUAU5o2dDUA9Q0GShrnDQd///23E9J4FDHdpQwlpsftx4ABA6RXr16h5Pc0g1+Fe7oWgMoqy5M0XgQx3YUMgJRko70KwNM2dC0Am07o1gGsCsE+Lai7EoBK6IZTq8li0iqg2+/jvCOzX5kE+yw67DoAekL3f8NdBYJ9FvB1ZSyYo/K8wb7phO52gj2HL6B7dhuZqatmwChCN0fdo1KoZn1Cq3o/b1bQAw9lEexd6KZrAOgJ3bubXv4qk2DvAnxdZYI9ofv/Q64cE00BFgaEIgj2jQJgXEJ3p2zmrhRWdj2YXghWUSd7bLoqu/3t8itvgj2he3fTC8EqKit7HF15ACbUgI3QTZyW8FtUNvOE4ip7eRjBvj0ru01XVexcpWfAZ555Rk499VTzBqkw0ngUoTuYzbyKSk/TJjacedCgBYRlZbeR39PILOKeygLQE7rDTW9ZBPu8wFhZAHpC939eLw9j2QT7RgHQRaZx2/H4vBTqut6sR/A1dFnVd1BXbgZU05sl03hdCN0u+pGVYO/6gar8NkzWTON1IXS76IcLgn2jAMgTzyvJeIG4S0J3MK9b3gp1VX9WYjoAZveAwg6CEuz5rBK5vTImGIVlzTReF0K3i35kJdi7epBs9VQGgFkzjdeF0O2iHy4I9jbguPq9EgC0eaxxCd2dXsdmk+FKoVnrsXm9tt/j6op2VsEUlw7AoOlNm2ncBWk8K3Bc3O+iH7as7DYZLvqRpI7SAZg107gL0ngSheV1rYt+2LKyx5GRV/+i6i0VgGWRxoPE9KIVHiUvKzFd2XGdsrLbZJShi9IAqBvOnTKNJ81mnoY0XobS22W6IKbbsrLbZJTFKy4NgLqYTptpvC6E7qoQ7MtySEoBYBU80qoQuqtAsLd51nlaicIBqAOvO/RlTf1K6GYmnTFjRp46jqx74cKF5k2u6KSshDTIfv/9900bzzrrrMJf8VE4AHnaMLuUPn36lLIXBeh4ez7K1weg6AdBTa+2gbf662uFi3wa0AWZpCicsC66DYUCEPDxtA0ZMsR0mHRYZ555ZupcHmkGKni0XTOmb968ObcMmVFthDwEwZ78wGVlTAd869atk9NPP900U/9fJAgLA6CGmOjo7NmzTYfnz59vPm3vbk4DtE4DTy44Zrzhw4e3MqZDbi/KFGN6aYNmTMd7Rz+0Ia9Use36CI7Hrbfean6+5557Ch+PwgAYNL1BE1ykKeaJx8xQ9t57bzPgAOGHH34w3/Xv3z/3NRAD//XXXxt5hx56aKsNO3bsMN9hDouYgYKmlxddUnhBZtGmuBAA6umOwYMHh05MzAQjRozI1RQz8Lr2i5odycuGacyzMMMRcowquhbMc02KHtasWSOdxoPsokU8CLkDUKf6TqRxG9naBSAA1vbt2yPNPZvemrCatzDkUWwyVFdHHHFEbqY4jgybrlzqJncABjecw7xeNc1RZGsXnVVzg/wwE6cnSDDBmMc8slPGkaFLBJYoeXmkNhk2XbkYj2AduQLQRhoPeqSsx3r27GlORAezmWftcLsM6kMO+Xu1XHfddSa1l2ZMJ73XggULsore7X6bDA7jcpyMwrp07dq1Mm7cOKdrUpuMOLpyqpQ8c8XRGbY34LHyzjrNAh4kjduymbvoLC8C512CrLuOPvpowdz369fPbIEw03EaZ+jQocYZwCvGIwUAH3zwgUydOtVFE6wy2nW1detWeeutt0zCxYkTJzppQxwZNl05aUhbJbnNgAS/O2UBpx36npMwsjWp7LOWoDnBtAI6Fvl86gYwjseYMWNMZkyiETwUI0eOlBUrVhjQZnUGkGOToW3hgWWDnE+WAy5NMbM6fYmSga5ZnrBMCdOVJn/MOibt9+cCQOKb06ZNk6gs4MFtmKhs5lpH2g7rmuu8884zphXQoXwGQQec2Y5ZD7ABQs2Yrn8DxqwhMq0jSoa2QdvEp7aVbRFmwqxrUvYd2eOMkhHchonSldaRdjyi7nMOQA0xlZ1pnNmPknYrQfuRJUQW3PZJO5PWpR+FATArEZqBxzPOQkxn0IJPdRoQ8sSfeOKJ8sknn5h4dVIAaT94udLnn3+eKspSl350mjWdzoAuiNAuiOmrVq0yni4Fz5JN7iQAAnyYQerhXkx30jBd1joAcB36YTPZzgCosUwGPkiExrtMkmk8KzGdWQOzGcyYzsI+7iyo/UBxrA9pv34Xtw4l2AN6PGrWebq9EvdBqEI/aIPGzdP2ozAAZiVCM8hZiekaYsKTu/DCC03fX3/9deNNxg0t3XHHHTJo0CCzDzdv3jzjFWvsFkfFBiDtB6dc8GRxYubMmSPDhg0zThn120pV+oHjREnbD1s/+d3JDOiCCO2KmA741MtWBeh3tlM3bD5zrXqsgJB4qR5WIDphO62i/QCAHDYgzg34tE7WplAno4qGysruB+E4PSeYph9xwOcEgLrd0WmrwHYE3/Z7HBk2b9H2uysZLEGilhyuZHTy7qsiozAAZiVCB02vjZgOrfCRRx7Zo2+AS4+Vh5lJZKg54dh52FqOfcvRo0fLypUrhRm9vcSVQe6OqH64kkHb8u5HFhlxwZd5BnRBhE5KTAdMQTPI3xwtYubB4+V0cbvHikfK6We9hvVgcC2HueFvNZNZZBA+I/SXp4wi+pFWRhLwRQKQRCfk4WUwr7zyytA6GSS8uylTpphXqbnKNN4pmzkeKdEKvFMFEI4LL+3mOwq/B73edm+SNrNJrocRtB94zXh6LmSgv++++87MqJQ8ZBTRjzQynACQSubOnWs4GyxE8YIYYIL2/KNEEaGLyDT+5JNPym233dYCI2tIgvbEXClffvlli+zEb2Qap2AaCbizsYxyAd3dd98tkydPlkWLFhmvF491+vTpklbGBRdcIMTB85RRRD/SyEgKPqsJnjlzpmzbtm23evHi2JwlZQCzCAQjjdvyyXcuSOPMIqzVmOFYO6mMxx57rHV4gIcimDGdzWM8Vj33R8PxXPGK8eQ0Fqz3AEI9eMBMrvHOJ554wsvYFTePqyuiPXH3SYOA6rgNEwXAUaNGmWw9bGtg/sosPAhsXicpSe9Jej1tYT2q0Zg4bfvrr7+kV69ecS5tXZO0XUmvR1Cae5J0IhKAQRN83HHHyTnnnGMiHErhSyLEX+s1EKWBUACqE8KifMKECV57XgO5acBJJCS31vmKa68BD8DaD3G1O+gBWO3xqX3rPABrP8TV7qAHYLXHp/at8wCs/RBXu4MegNUen9q37n9DVeu2rwobcQAAAABJRU5ErkJggg==</thumbnail><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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</pentrails><costumes><list 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s="sierpinski triangle %&apos;a&apos; %&apos;b&apos; %&apos;c&apos; depth %&apos;max&apos;" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%l"></input><input type="%l"></input><input type="%l"></input><input type="%n">2</input></inputs><script><block s="doIfElse"><block s="reportGreaterThan"><block var="max"/><l>0</l></block><script><block s="doDeclareVariables"><list><l>mAB</l><l>mBC</l><l>mCA</l></list></block><block s="doSetVar"><l>mAB</l><block s="reportQuotient"><block s="reportSum"><block var="a"/><block var="b"/></block><l>2</l></block></block><block s="doSetVar"><l>mBC</l><block s="reportQuotient"><block s="reportSum"><block var="b"/><block var="c"/></block><l>2</l></block></block><block s="doSetVar"><l>mCA</l><block s="reportQuotient"><block s="reportSum"><block var="c"/><block var="a"/></block><l>2</l></block></block><custom-block s="sierpinski triangle %l %l %l depth %n"><block var="a"/><block var="mAB"/><block var="mCA"/><block s="reportDifference"><block var="max"/><l>1</l></block></custom-block><custom-block s="sierpinski triangle %l %l %l depth %n"><block var="mAB"/><block var="b"/><block var="mBC"/><block s="reportDifference"><block var="max"/><l>1</l></block></custom-block><custom-block s="sierpinski triangle %l %l %l depth %n"><block var="mCA"/><block var="mBC"/><block var="c"/><block s="reportDifference"><block var="max"/><l>1</l></block></custom-block></script><script><block s="doGotoObject"><block var="a"/></block><block s="down"></block><block s="doGotoObject"><block var="b"/></block><block s="doGotoObject"><block var="c"/></block><block s="doGotoObject"><block var="a"/></block><block s="up"></block></script></block></script></block-definition></blocks><variables></variables></project><media name="Sierpinski triangle" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>