<snapdata remixID="9096969"><project name="U2L4-FractalArt KennyO." app="Snap! 5.4, http://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="false" 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,iVBORw0KGgoAAAANSUhEUgAAAeAAAAFoCAYAAACPNyggAAAOi0lEQVR4Xu3VwQkAMAzEsGT/oVvoEPVHWeBABLwzc8YRIECAAAECXwVWgL96GyNAgAABAk9AgD0CAQIECBAIBAQ4QDdJgAABAgQE2A8QIECAAIFAQIADdJMECBAgQECA/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/QABAgQIEAgEBDhAN0mAAAECBATYDxAgQIAAgUBAgAN0kwQIECBAQID9AAECBAgQCAQEOEA3SYAAAQIELmhgaBBRNtU9AAAAAElFTkSuQmCC" 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="-2.7284841053187847e-12" y="-5.684341886080802e-14" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="30.599999999999888,0,153,1" 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="21"><block s="down"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block><block s="setHeading"><l>90</l></block><custom-block s="nested triangle, size: %s %n"><l>100</l><l>50</l><comment w="90" collapsed="false">first input is size number MUST be above 9, second input is color hue number</comment></custom-block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="nested triangle, size: %&apos;size&apos; %&apos;color&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%n"></input></inputs><script><block s="setPenHSVA"><l><option>hue</option></l><block var="color"/></block><block s="doIf"><block s="reportGreaterThan"><block var="size"/><l>9</l></block><script><block s="doRepeat"><l>3</l><script><block s="forward"><block var="size"/></block><custom-block s="nested triangle, size: %s %n"><block s="reportQuotient"><block var="size"/><l>2</l></block><block var="color"/></custom-block><block s="changePenHSVA"><l><option>hue</option></l><l>5</l></block><block s="turn"><l>120</l></block></script></block></script></block></script></block-definition></blocks><variables></variables></project><media name="U2L4-FractalArt KennyO." app="Snap! 5.4, http://snap.berkeley.edu" version="1"></media></snapdata>