<snapdata remixID="13493139"><project name="U7L2-TriangleFractal" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAAAXNSR0IArs4c6QAACsZJREFUeF7tnXl4Tdcaxl9EzEUFl14qVAi5F6161FhRUhS5FK2hes1UipCIigxCJRKRGGsqRW8bN8anhqBIKtdUJBQx1lAixCzI4OQ+a8s5TnJOcvZJ9Nmr5/v2Px7Jt9b6vvf92XuvvdbeimVnZ2eDD1ZAIwWKMYAaKc/DKgowgAyCpgowgJrKz4MzgMyApgowgJrKz4MzgMyApgowgJrKz4MzgMyApgowgJrKz4MzgMyApgowgJrKz4MzgMyApgowgJrKz4MzgMyApgowgJrKz4MzgMyApgowgJrKz4MzgMyApgowgJrKz4MzgMyApgowgJrKz4MzgMyApgowgIWQf/uZi+jiXK8QLblJXgUYQJVMfLxqAxZ9/CEcgxZidndXfNHmHZOW527fhVPV11X2yGFCAQZQBQcnk2/jp1Pn8ceDR9h34QpOTR5haDVu4y6EfNQB5X1CEfBhO/h2aq2iRw7RK8AAWslCMc+v4d+5jaHVgv1HlTOiz9a9uDV9vJW9cTgDaCUD6xOTcDolFdNyIMzIeg57uxIQYGaHf2VlbxzOAFrJwHOdDhdS76FBtSqw9wpGRqiP0kNE3BGMb/eulb1xOANoBQMxO3fh0PHj8Jvsjep+kXj4LB1PZ3tb0QOH8iy4CAxU9piGzKdP4dy4Ebo5v4VlBxNwPeDLIvTITfkMWAADq1evxugDZ+B45zqmft4f/XcfU6IntGuB10rbK7NecTj4zkXqjAm5enIOXoIzPiOZMAsKMIAWBIqPj0eb9fvEEytD5IPpX6Ki37xck47zt++i8eylOOo5FLEXr2Bsm+Zme646LQK3g3i2zI9hrDg35YWw861zaDVoKPzd2pr00mtlNGZ166BMUvRHGe/ZOOk9HKsOn8CMru2tGNn2Q/kMqNJjYwhLZevg2/V9+HZ6+TxQ302WTodyk0OR6DUMDXMgPHUzFWM3xGDvmAEqR6MTxgCq9DrzuQ4Cwg6b4pTL8ZYhvdHdpUGu1vZeIcgInaz8bEz0DmXpThzhsYfh2b4F+ny3Af8d3EvliDTCGEALPk/a8jOa16qBT9dswrGJQ/Hk8gXlnvCCxwDUc6yDp5mZ6LkiGjtHfWrSk++2WJxPvYuoz/5Fg6ZCVMkAFiBawvUUHP0jGQcu38C3hxKgy1npEGfC3oEhiAgJRv+1m7GotxtGtXrbpCfxwHrWz//Din7dCmENjSYMoEqfxVJbhHsnJfpZVhbKX7sA+wYuGLluuwFMfVeui76H2MDAs13L4jKAljVSIsSqR8zZS+jTxNnQYuPJs+i1cn2+a8ClvEKQnnNPqHIYcmEMoBWWxyRdglvDunCYNhepQS8ePO85fxmu9euY7aWaXwSqlC3DD6QL0JgBtAJAEVr/68VIy8jEjZwluDcC5+O6v4eVvXC4XgGSAM7cFY+pVm4crTAlDOlZWShZvATSQrxyEfQoPQMVStkzVYVQgAyA4nI4pWMrdHJyhEuNqmalmrB5N+b2/CBfGcUymkM500tq0M79hv2BhfCAdBMyAOpdbhq2AgmThhpM/5t/JEK7u6LO6xXRtm7tAmF4rsvG+E07Mb+Xm0nc4vhjGN3a9FEMabpUFE8OQJ+f9mJd4hlcmjpGkef24ycoU9IOo6J3YO2AHvlKZrz51FxQyqM0VK9QToXkHGKsADkA89o/fN02LOvbFWLFQ0C0pgAILaHTMPgbJPmMQsPgJUjirViW5FJ+TxbA0t4hGPzuP7GkTxeLQrkt+QExI02X2owbiku52Gyw+bdz8OnYymyfNQPmGWbPFgclEkAOwNS0J3AoVxZPMjJRaWo4Hsz0RBn7kvna/ePx0/ikWSNVOPhtj8Wyg4lIDny5S1rMnk95j0BE3GGEFzDBUTWADQaRA1Dcy4mdLfo32Pp+txFrB/aAfYkSZu3dfe53fODkqNr60dE7MPAdF7R2/LvS5sq9B/DasqfAMVR3boOB5ADUezh7zwF4u75nsDTvJEOs/RYvVgzP50yx2vZp22MR1OXFxlNxbxnWoyOGR21T3h+uXLa01f3ZcgOyADYOWaq832v8Lu+bQQuQ/DANNwI8MD1mP+b16mzifXHxYrpbW7O7oY2De69cr8yK9XsCbRmiotRGFsCCRFscfxRj1scgIGfL/fJDCcpl293FCRfv3FN1Sb75MA0pjx7jP4Pci+KPzbdlAPNY/MOxU7C3s8OETbtw1W9srt9O3bZPuVc09y6IPrBJ2HLcepSG5MBxyo/E2vH5r0bbPEiFLZAUgP474hCY8yqlOcG6LI3C9hH9DL9qGrYcCZOGQb+t6tKd++i3eiOOTPi3Rb2Nt+eLh91RCadzvSnXbM4KHBz3OUrZmZ/8WBzARgJsHsBhUVtx9tZd/OIxKF/L7CYFIyvsxSc28h4Cnqrly1ptd72Zi/A4PQMpRh8squIbjsmu76FdvdoobWeHpm9UN+n3/YVrse+LgVaP91dtYPMA6o3Rr1Lo/y5WQC7fvY9tw/uhpJlHMNfuP8SzzCy8Hf4tvDq0hJ/RF7GKarb4lNt+j88MAIqVk0j3TtBlZ6NJzWqoWbFCUYf4y7QnA2DdGQtRv2oVxIz8RDFnza8n0a9ZIwxcuwXrBud+aWho1FYkpaTi+4HuaBm5Cjdz7udehasPnqUjMOYXrPn1N5Mt+2I15ZjnEAbwVQgtYx/iklg+Z99e3MWryqXQccZCDGnRJN/tVNZ8dk3c1x2f+HKnTV4NagXOxzWjzaviLFur0mvQb2q9k/YUjUKW5Lpsy6jjq8yJzBlQL5qYUJS1L4l7Mz1V6Whp86rTrG8UgHu61IdzdQezfeYHcdTx02hbtxapM15egcgAuOnkObj/wwnivY4uS380eZNNFY35BK08nAi3BnVzgSQ2wIr7xmrly6Fv05cvMuXtQvyD8GjbXFktoXiQAbDExFmKv4VZWlMDRg3/SBw1un+LTkyCeGtOPPZ5y6Fyri7Eako2oKzCRMYdwTjCH7YkA6CegEVilaO16Rfu1UBmKcZvRxym5zxnvHrvIWpXfg3V/SLyvacTn/f1j4lTPmZE9SAHoHjmp8vWQTfnz/me88rDJzA39hBOeA23yJT4bx3aL1hjWDWx2MAGA8gB+Gd5+Pud+3CsUgniz9B9h5TPdfBhWQEG0LJGqiI8NuxE9IkkJPMne1XppQ9iAK2Sy3JwjYB5DKFlmQwRDKAVYqkJFY9VWr5ZE7Fj8197VtMPlRgGkIrTktbJAEpqDJW0GEAqTktaJwMoqTFU0mIAqTgtaZ0MoKTGUEmLAaTitKR1MoCSGkMlLQaQitOS1skASmoMlbQYQCpOS1onAyipMVTSYgCpOC1pnQygpMZQSYsBpOK0pHUygJIaQyUtBpCK05LWyQBKagyVtBhAKk5LWicDKKkxVNJiAKk4LWmdDKCkxlBJiwGk4rSkdTKAkhpDJS0GkIrTktbJAEpqDJW0GEAqTktaJwMoqTFU0mIAqTgtaZ0MoKTGUEmLAaTitKR1MoCSGkMlLQaQitOS1skASmoMlbQYQCpOS1onAyipMVTSYgCpOC1pnQygpMZQSYsBpOK0pHUygJIaQyUtBpCK05LWyQBKagyVtBhAKk5LWicDKKkxVNJiAKk4LWmdDKCkxlBJiwGk4rSkdTKAkhpDJS0GkIrTktbJAEpqDJW0GEAqTktaJwMoqTFU0vo/xZfG1RnrrOwAAAAASUVORK5CYII=</thumbnail><scenes select="1"><scene name="U7L2-TriangleFractal"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="triangle size %&apos;size&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doRepeat"><l>3</l><script><block s="setColor"><color>0,113,133,1</color></block><block s="down"></block><block s="forward"><block var="size"/></block><block s="turn"><l>120</l></block></script></block></script></block-definition><block-definition s="triangle fractal level %&apos;level&apos; size %&apos;size&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="level"/><l>1</l></list></block><script><custom-block s="triangle size %n"><block var="size"/></custom-block></script><script><block s="doRepeat"><l>3</l><script><block s="forward"><block var="size"/></block><block s="turnLeft"><l>30</l></block><custom-block s="triangle fractal level %n size %n"><block s="reportDifference"><block var="level"/><l>1</l></block><block s="reportQuotient"><block var="size"/><l>2</l></block></custom-block><block s="turn"><l>150</l></block></script></block></script></block></script></block-definition><block-definition s="triangle 2 size %&apos;size&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs></block-definition></blocks><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" id="53"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="54"></list></costumes><sounds><list struct="atomic" id="55"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-3.9623412263472346" y="65.17627018922249" heading="150" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,113,133,1" pen="tip" id="60"><costumes><list struct="atomic" id="61"></list></costumes><sounds><list struct="atomic" id="62"></list></sounds><blocks></blocks><variables></variables><scripts><script x="20" y="20"><block s="gotoXY"><l>-50</l><l>-50</l><comment w="90" collapsed="false">For you to do 1-4</comment></block><block s="clear"></block><block s="doWarp"><script><custom-block s="triangle fractal level %n size %n"><l>9</l><l>100</l></custom-block></script></block></script><script x="20" y="125.00000000000003"><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block></script><script x="20" y="182"><custom-block s="triangle size %n"><l>40</l></custom-block></script><script x="18" y="231"><custom-block s="triangle fractal level %n size %n"><l>5</l><l>50</l></custom-block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="U7L2-TriangleFractal" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>