<snapdata remixID="10779268"><project name="Fractal" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><stage name="Stage" width="480" height="360" costume="1" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="true" hyperops="true" codify="false" inheritance="true" sublistIDs="false" scheduled="false" id="1"><pentrails>data:image/png;base64,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</pentrails><costumes><list id="2"><item><costume name="Untitled" center-x="240" center-y="180" image="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeAAAAFoCAYAAACPNyggAAAAAXNSR0IArs4c6QAADotJREFUeF7t1cEJADAMxLBk/6Fb6BD1R1ngQAS8M3PGESBAgAABAl8FVoC/ehsjQIAAAQJPQIA9AgECBAgQCAQEOEA3SYAAAQIEBNgPECBAgACBQECAA3STBAgQIEBAgP0AAQIECBAIBAQ4QDdJgAABAgQE2A8QIECAAIFAQIADdJMECBAgQECA/QABAgQIEAgEBDhAN0mAAAECBATYDxAgQIAAgUBAgAN0kwQIECBAQID9AAECBAgQCAQEOEA3SYAAAQIEBNgPECBAgACBQECAA3STBAgQIEBAgP0AAQIECBAIBAQ4QDdJgAABAgQE2A8QIECAAIFAQIADdJMECBAgQECA/QABAgQIEAgEBDhAN0mAAAECBATYDxAgQIAAgUBAgAN0kwQIECBAQID9AAECBAgQCAQEOEA3SYAAAQIEBNgPECBAgACBQECAA3STBAgQIEBAgP0AAQIECBAIBAQ4QDdJgAABAgQE2A8QIECAAIFAQIADdJMECBAgQECA/QABAgQIEAgEBDhAN0mAAAECBATYDxAgQIAAgUBAgAN0kwQIECBAQID9AAECBAgQCAQEOEA3SYAAAQIEBNgPECBAgACBQECAA3STBAgQIEBAgP0AAQIECBAIBAQ4QDdJgAABAgQE2A8QIECAAIFAQIADdJMECBAgQECA/QABAgQIEAgEBDhAN0mAAAECBATYDxAgQIAAgUBAgAN0kwQIECBAQID9AAECBAgQCAQEOEA3SYAAAQIEBNgPECBAgACBQECAA3STBAgQIEBAgP0AAQIECBAIBAQ4QDdJgAABAgQE2A8QIECAAIFAQIADdJMECBAgQECA/QABAgQIEAgEBDhAN0mAAAECBATYDxAgQIAAgUBAgAN0kwQIECBAQID9AAECBAgQCAQEOEA3SYAAAQIEBNgPECBAgACBQECAA3STBAgQIEBAgP0AAQIECBAIBAQ4QDdJgAABAgQE2A8QIECAAIFAQIADdJMECBAgQECA/QABAgQIEAgEBDhAN0mAAAECBATYDxAgQIAAgUBAgAN0kwQIECBAQID9AAECBAgQCAQEOEA3SYAAAQIEBNgPECBAgACBQECAA3STBAgQIEBAgP0AAQIECBAIBAQ4QDdJgAABAgQE2A8QIECAAIFAQIADdJMECBAgQECA/QABAgQIEAgEBDhAN0mAAAECBATYDxAgQIAAgUBAgAN0kwQIECBAQID9AAECBAgQCAQEOEA3SYAAAQIEBNgPECBAgACBQECAA3STBAgQIEBAgP0AAQIECBAIBAQ4QDdJgAABAgQE2A8QIECAAIFAQIADdJMECBAgQECA/QABAgQIEAgEBDhAN0mAAAECBATYDxAgQIAAgUBAgAN0kwQIECBAQID9AAECBAgQCAQEOEA3SYAAAQIEBNgPECBAgACBQECAA3STBAgQIEBAgP0AAQIECBAIBAQ4QDdJgAABAgQE2A8QIECAAIFAQIADdJMECBAgQECA/QABAgQIEAgEBDhAN0mAAAECBATYDxAgQIAAgUBAgAN0kwQIECBAQID9AAECBAgQCAQEOEA3SYAAAQIEBNgPECBAgACBQECAA3STBAgQIEBAgP0AAQIECBAIBAQ4QDdJgAABAgQE2A8QIECAAIFAQIADdJMECBAgQECA/QABAgQIEAgEBDhAN0mAAAECBATYDxAgQIAAgUBAgAN0kwQIECBAQID9AAECBAgQCAQEOEA3SYAAAQIEBNgPECBAgACBQECAA3STBAgQIEBAgP0AAQIECBAIBAQ4QDdJgAABAgQE2A8QIECAAIFAQIADdJMECBAgQECA/QABAgQIEAgEBDhAN0mAAAECBATYDxAgQIAAgUBAgAN0kwQIECBAQID9AAECBAgQCAQEOEA3SYAAAQIEBNgPECBAgACBQECAA3STBAgQIEBAgP0AAQIECBAIBAQ4QDdJgAABAgQE2A8QIECAAIFAQIADdJMECBAgQECA/QABAgQIEAgEBDhAN0mAAAECBATYDxAgQIAAgUBAgAN0kwQIECBAQID9AAECBAgQCAQEOEA3SYAAAQIEBNgPECBAgACBQECAA3STBAgQIEBAgP0AAQIECBAIBAQ4QDdJgAABAgQE2A8QIECAAIFAQIADdJMECBAgQECA/QABAgQIEAgEBDhAN0mAAAECBATYDxAgQIAAgUBAgAN0kwQIECBAQID9AAECBAgQCAQEOEA3SYAAAQIEBNgPECBAgACBQECAA3STBAgQIEBAgP0AAQIECBAIBAQ4QDdJgAABAgQE2A8QIECAAIFAQIADdJMECBAgQECA/QABAgQIEAgEBDhAN0mAAAECBATYDxAgQIAAgUBAgAN0kwQIECBAQID9AAECBAgQCAQEOEA3SYAAAQIEBNgPECBAgACBQECAA3STBAgQIEBAgP0AAQIECBAIBAQ4QDdJgAABAgQE2A8QIECAAIFAQIADdJMECBAgQECA/QABAgQIEAgEBDhAN0mAAAECBATYDxAgQIAAgUBAgAN0kwQIECBAQID9AAECBAgQCAQEOEA3SYAAAQIEBNgPECBAgACBQECAA3STBAgQIEBAgP0AAQIECBAIBAQ4QDdJgAABAgQE2A8QIECAAIFAQIADdJMECBAgQECA/QABAgQIEAgEBDhAN0mAAAECBATYDxAgQIAAgUBAgAN0kwQIECBAQID9AAECBAgQCAQEOEA3SYAAAQIEBNgPECBAgACBQECAA3STBAgQIEBAgP0AAQIECBAIBAQ4QDdJgAABAgQE2A8QIECAAIFAQIADdJMECBAgQECA/QABAgQIEAgEBDhAN0mAAAECBATYDxAgQIAAgUBAgAN0kwQIECBAQID9AAECBAgQCAQEOEA3SYAAAQIEBNgPECBAgACBQECAA3STBAgQIEBAgP0AAQIECBAIBAQ4QDdJgAABAgQE2A8QIECAAIFAQIADdJMECBAgQECA/QABAgQIEAgEBDhAN0mAAAECBATYDxAgQIAAgUBAgAN0kwQIECBAQID9AAECBAgQCAQEOEA3SYAAAQIEBNgPECBAgACBQECAA3STBAgQIEBAgP0AAQIECBAIBAQ4QDdJgAABAgQE2A8QIECAAIFAQIADdJMECBAgQECA/QABAgQIEAgEBDhAN0mAAAECBATYDxAgQIAAgUBAgAN0kwQIECBAQID9AAECBAgQCAQEOEA3SYAAAQIEBNgPECBAgACBQECAA3STBAgQIEBAgP0AAQIECBAIBAQ4QDdJgAABAgQE2A8QIECAAIFAQIADdJMECBAgQECA/QABAgQIEAgEBDhAN0mAAAECBATYDxAgQIAAgUBAgAN0kwQIECBAQID9AAECBAgQCAQEOEA3SYAAAQIEBNgPECBAgACBQECAA3STBAgQIEBAgP0AAQIECBAIBAQ4QDdJgAABAgQE2A8QIECAAIFAQIADdJMECBAgQECA/QABAgQIEAgEBDhAN0mAAAECBATYDxAgQIAAgUBAgAN0kwQIECBAQID9AAECBAgQCAQEOEA3SYAAAQIEBNgPECBAgACBQECAA3STBAgQIEBAgP0AAQIECBAIBAQ4QDdJgAABAgQE2A8QIECAAIFAQIADdJMECBAgQECA/QABAgQIEAgEBDhAN0mAAAECBATYDxAgQIAAgUBAgAN0kwQIECBAQID9AAECBAgQCAQEOEA3SYAAAQIEBNgPECBAgACBQECAA3STBAgQIEBAgP0AAQIECBAIBAQ4QDdJgAABAgQE2A8QIECAAIFAQIADdJMECBAgQECA/QABAgQIEAgEBDhAN0mAAAECBATYDxAgQIAAgUBAgAN0kwQIECBAQID9AAECBAgQCAQEOEA3SYAAAQIEBNgPECBAgACBQECAA3STBAgQIEBAgP0AAQIECBAIBAQ4QDdJgAABAgQE2A8QIECAAIFAQIADdJMECBAgQECA/QABAgQIEAgEBDhAN0mAAAECBATYDxAgQIAAgUBAgAN0kwQIECBAQID9AAECBAgQCAQEOEA3SYAAAQIEBNgPECBAgACBQECAA3STBAgQIEBAgP0AAQIECBAIBAQ4QDdJgAABAgQE2A8QIECAAIFAQIADdJMECBAgQECA/QABAgQIEAgEBDhAN0mAAAECBATYDxAgQIAAgUBAgAN0kwQIECBAQID9AAECBAgQCAQEOEA3SYAAAQIEBNgPECBAgACBQECAA3STBAgQIEBAgP0AAQIECBAIBAQ4QDdJgAABAgQE2A8QIECAAIFAQIADdJMECBAgQECA/QABAgQIEAgEBDhAN0mAAAECBATYDxAgQIAAgUBAgAN0kwQIECBAQID9AAECBAgQCAQEOEA3SYAAAQIEBNgPECBAgACBQECAA3STBAgQIEBAgP0AAQIECBAIBAQ4QDdJgAABAgQE2A8QIECAAIFAQIADdJMECBAgQECA/QABAgQIEAgEBDhAN0mAAAECBATYDxAgQIAAgUBAgAN0kwQIECBAQID9AAECBAgQCAQEOEA3SYAAAQIEBNgPECBAgACBQECAA3STBAgQIEBAgP0AAQIECBAIBAQ4QDdJgAABAgQE2A8QIECAAIFAQIADdJMECBAgQECA/QABAgQIEAgEBDhAN0mAAAECBATYDxAgQIAAgUBAgAN0kwQIECBAQID9AAECBAgQCAQEOEA3SYAAAQIEBNgPECBAgACBQECAA3STBAgQIEBAgP0AAQIECBAIBAQ4QDdJgAABAgQE2A8QIECAAIFAQIADdJMECBAgQECA/QABAgQIEAgEBDhAN0mAAAECBATYDxAgQIAAgUBAgAN0kwQIECBAQID9AAECBAgQCAQEOEA3SYAAAQIEBNgPECBAgACBQECAA3STBAgQIEBAgP0AAQIECBAIBAQ4QDdJgAABAgQE2A8QIECAAIFAQIADdJMECBAgQECA/QABAgQIEAgEBDhAN0mAAAECBC5oYGgQUTbVPQAAAABJRU5ErkJggg==" id="3"/></item></list></costumes><sounds><list struct="atomic" id="4"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="60.00000000000023" y="-50.00000000000034" heading="270.00000000000045" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="90.9656001928442,0,236,1" pen="tip" id="9"><costumes><list struct="atomic" id="10"></list></costumes><sounds><list struct="atomic" id="11"></list></sounds><blocks></blocks><variables></variables><scripts><script x="30" y="30"><block s="receiveGo"></block><block s="clear"></block><block s="doIfElse"><block s="reportBoolean"><l><bool>false</bool></l><comment w="90" collapsed="false">Switch between True and False then restart the program to switch between making a Tree Fractal and a Traingle Fractal.</comment></block><script><block s="setColor"><color>236,0,224,1</color></block><block s="setHeading"><l>0</l></block><block s="up"></block><block s="gotoXY"><l>-40</l><l>-175</l></block><block s="down"></block><block s="doForever"><script><block s="doWarp"><script><block s="clear"></block><custom-block s="Tree, Level: %s , Size: %s , Angle: %s"><block var="Level"/><block var="Size"/><block var="Angle"/></custom-block></script></block></script></block></script><script><block s="gotoXY"><l>0</l><l>0</l></block><block s="doForever"><script><block s="doWarp"><script><block s="setHeading"><l>270</l></block><block s="gotoXY"><block s="reportDifference"><l>120</l><block s="reportQuotient"><block var="Size"/><l>2</l></block></block><l>-50</l></block><block s="clear"></block><custom-block s="Triangle Fractal, Level: %s Size: %s"><block var="Level"/><block var="Size"/></custom-block></script></block></script></block></script></block></script><script x="30" y="509.83333333333326"><block s="receiveGo"></block><block s="doSetVar"><l>rand</l><l>0</l></block><block s="doSetVar"><l>Level</l><l>5</l></block><block s="doSetVar"><l>Size</l><l>120</l></block><block s="doSetVar"><l>Angle</l><l>120</l></block><block s="doForever"><script><block s="doChangeVar"><l>Level</l><block s="reportDifference"><block s="reportKeyPressed"><l><option>up arrow</option></l></block><block s="reportKeyPressed"><l><option>down arrow</option></l></block></block></block><block s="doIf"><block s="reportLessThan"><block var="Level"/><l>1</l></block><script><block s="doSetVar"><l>Level</l><l>1</l></block></script></block><block s="doIf"><block s="reportLessThan"><l>9</l><block var="Level"/></block><script><block s="doSetVar"><l>Level</l><l>9</l></block></script></block><block s="doChangeVar"><l>Angle</l><block s="reportDifference"><block s="reportKeyPressed"><l><option>right arrow</option></l></block><block s="reportKeyPressed"><l><option>left arrow</option></l></block></block></block></script></block></script><script x="418" y="31.33333333333306"><block s="receiveGo"></block><block s="doForever"><script><block s="doIf"><block s="reportKeyPressed"><l><option>space</option></l></block><script><block s="doUntil"><block s="reportAnd"><block s="reportLessThan"><block var="Angle"/><l>120.5</l></block><block s="reportGreaterThan"><block var="Angle"/><l>119.5</l></block></block><script><block s="doSetVar"><l>Angle</l><custom-block s="Lerp | V0: %s V1: %s T: %s"><block var="Angle"/><l>120</l><l>0.11</l></custom-block></block></script></block></script></block><block s="doIf"><block s="reportKeyPressed"><l><option>r</option></l></block><script><block s="doSetVar"><l>rand</l><block s="reportRandom"><l>-180</l><l>189</l></block></block><block s="doUntil"><block s="reportAnd"><block s="reportLessThan"><block var="Angle"/><block s="reportSum"><block var="rand"/><l>0.5</l></block></block><block s="reportGreaterThan"><block var="Angle"/><block s="reportSum"><block var="rand"/><l>-0.5</l></block></block></block><script><block s="doSetVar"><l>Angle</l><custom-block s="Lerp | V0: %s V1: %s T: %s"><block var="Angle"/><block var="rand"/><l>0.11</l></custom-block></block></script></block></script></block><block s="doIf"><block s="reportMouseDown"></block><script><block s="doSetVar"><l>Angle</l><custom-block s="Lerp | V0: %s V1: %s T: %s"><block var="Angle"/><block s="reportSum"><block s="reportProduct"><block s="reportAttributeOf"><l><option>x position</option></l><l>Sprite(2)</l></block><l>1.5</l></block><l>120</l></block><l>0.11</l></custom-block></block></script></block></script></block></script><comment x="310.453125" y="89.33333333333306" w="90" collapsed="false">Use Space To Reset Rotation, Use R to rotate to a random number,&#xD;Use Mouse Button to drag the rotation along.</comment></scripts></sprite><sprite name="Sprite(2)" idx="2" x="207" y="197" heading="0" scale="1" volume="100" pan="0" rotation="1" draggable="false" hidden="true" costume="1" color="80,80,80,1" pen="tip" id="214"><costumes><list id="215"><item><costume name="costume1" center-x="157" center-y="110" image="data:image/png;base64,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" id="216"/></item></list></costumes><sounds><list struct="atomic" id="217"></list></sounds><blocks></blocks><variables></variables><scripts><script x="207" y="91"><block s="receiveGo"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="doForever"><script><block s="doFaceTowards"><l><option>mouse-pointer</option></l></block><block s="doGotoObject"><l><option>mouse-pointer</option></l></block></script></block></script><script x="174" y="393"><block s="receiveInteraction"><l><option>clicked</option></l></block><block s="doBroadcast"><l>LERP</l></block></script></scripts></sprite><watcher var="Angle" style="slider" min="-180" max="180" x="4.450000000000273" y="328.23333659999935" color="243,118,29"/><watcher var="Level" style="slider" min="1" max="9" x="4.633333333333667" y="285.11666666666645" color="243,118,29"/><watcher var="Size" style="slider" min="0" max="150" x="151.58333333333348" y="327.05000163333284" color="243,118,29"/><watcher var="rand" style="normal" x="10" y="10" color="243,118,29" hidden="true"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Tree 1, size: %&apos;size&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="forward"><block var="size"/></block><block s="forward"><block s="reportProduct"><block var="size"/><l>-1</l></block></block></script></block-definition><block-definition s="Tree 2, size: %&apos;size&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><scripts><script x="195" y="80.66666666666666"><custom-block s="Tree 1, size: %s"><l></l></custom-block></script><script x="305" y="169.49999999999991"><custom-block s="Tree 1, size: %s"><l></l></custom-block></script></scripts></block-definition><block-definition s="Tree, Level: %&apos;Level&apos; , Size: %&apos;Size&apos; , Angle: %&apos;Angle&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="doIfElse"><block s="reportEquals"><block var="Level"/><l>1</l></block><script><block s="forward"><block var="Size"/></block><block s="forward"><block s="reportProduct"><block var="Size"/><l>-1</l></block></block></script><script><block s="forward"><block var="Size"/></block><block s="turnLeft"><block var="Angle"/></block><custom-block s="Tree, Level: %s , Size: %s , Angle: %s"><block s="reportDifference"><block var="Level"/><l>1</l></block><block s="reportProduct"><l>0.65</l><block var="Size"/></block><block var="Angle"/></custom-block><block s="turn"><block var="Angle"/></block><block s="turn"><block s="reportSum"><block var="Angle"/><l>10</l></block></block><custom-block s="Tree, Level: %s , Size: %s , Angle: %s"><block s="reportDifference"><block var="Level"/><l>1</l></block><block s="reportProduct"><l>0.85</l><block var="Size"/></block><block var="Angle"/></custom-block><block s="turnLeft"><block s="reportSum"><block var="Angle"/><l>10</l></block></block><block s="forward"><block s="reportProduct"><block var="Size"/><l>-1</l></block></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="%s"></input><input type="%s"></input></inputs><script><block s="down"></block><block s="doIfElse"><block s="reportEquals"><block var="Level"/><l>1</l></block><script><custom-block s="Make Triangle, Size: %s"><block var="Size"/></custom-block></script><script><block s="doRepeat"><l>3</l><script><block s="forward"><block var="Size"/></block><block s="turn"><block var="Angle"/></block><custom-block s="Triangle Fractal, Level: %s Size: %s"><block s="reportDifference"><block var="Level"/><l>1</l></block><block s="reportQuotient"><block var="Size"/><l>2</l></block></custom-block><block s="turnLeft"><block s="reportSum"><l>-120</l><block var="Angle"/></block></block></script></block></script></block><block s="changePenHSVA"><l><option>hue</option></l><l>0.01</l></block></script></block-definition><block-definition s="Make Triangle, Size: %&apos;Size&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doRepeat"><l>3</l><script><block s="forward"><block var="Size"/></block><block s="turnLeft"><l>-120</l></block></script></block></script></block-definition><block-definition s="Lerp | V0: %&apos;V0&apos; V1: %&apos;V1&apos; T: %&apos;T&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="doReport"><block s="reportSum"><block s="reportProduct"><block s="reportDifference"><l>1</l><block var="T"/></block><block var="V0"/></block><block s="reportProduct"><block var="T"/><block var="V1"/></block></block></block></script></block-definition></blocks><variables><variable name="Level"><l>5</l></variable><variable name="Size"><l>120</l></variable><variable name="Angle"><l>378.55119200976645</l></variable><variable name="rand"><l>-168</l></variable></variables></project><media name="Fractal" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>