<snapdata remixID="8675594"><project name="Abstraction Project" app="Snap! 5.1, 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" volume="100" pan="0" lines="round" ternary="false" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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</pentrails><costumes><list id="2"><item><costume name="Untitled" center-x="240" center-y="180" image="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeAAAAFoCAYAAACPNyggAAAAAXNSR0IArs4c6QAADo5JREFUeAHt1cEJwDAMBEHF/fec5OEatJ8x+H0wCPaZmff/HgECBAgQILAocBa3TBEgQIAAAQJXQICdAgECBAgQCAQEOEA3SYAAAQIEBNgNECBAgACBQECAA3STBAgQIEBAgN0AAQIECBAIBAQ4QDdJgAABAgQE2A0QIECAAIFAQIADdJMECBAgQECA3QABAgQIEAgEBDhAN0mAAAECBATYDRAgQIAAgUBAgAN0kwQIECBAQIDdAAECBAgQCAQEOEA3SYAAAQIEBNgNECBAgACBQECAA3STBAgQIEBAgN0AAQIECBAIBAQ4QDdJgAABAgQE2A0QIECAAIFAQIADdJMECBAgQECA3QABAgQIEAgEBDhAN0mAAAECBATYDRAgQIAAgUBAgAN0kwQIECBAQIDdAAECBAgQCAQEOEA3SYAAAQIEBNgNECBAgACBQECAA3STBAgQIEBAgN0AAQIECBAIBAQ4QDdJgAABAgQE2A0QIECAAIFAQIADdJMECBAgQECA3QABAgQIEAgEBDhAN0mAAAECBATYDRAgQIAAgUBAgAN0kwQIECBAQIDdAAECBAgQCAQEOEA3SYAAAQIEBNgNECBAgACBQECAA3STBAgQIEBAgN0AAQIECBAIBAQ4QDdJgAABAgQE2A0QIECAAIFAQIADdJMECBAgQECA3QABAgQIEAgEBDhAN0mAAAECBATYDRAgQIAAgUBAgAN0kwQIECBAQIDdAAECBAgQCAQEOEA3SYAAAQIEBNgNECBAgACBQECAA3STBAgQIEBAgN0AAQIECBAIBAQ4QDdJgAABAgQE2A0QIECAAIFAQIADdJMECBAgQECA3QABAgQIEAgEBDhAN0mAAAECBATYDRAgQIAAgUBAgAN0kwQIECBAQIDdAAECBAgQCAQEOEA3SYAAAQIEBNgNECBAgACBQECAA3STBAgQIEBAgN0AAQIECBAIBAQ4QDdJgAABAgQE2A0QIECAAIFAQIADdJMECBAgQECA3QABAgQIEAgEBDhAN0mAAAECBATYDRAgQIAAgUBAgAN0kwQIECBAQIDdAAECBAgQCAQEOEA3SYAAAQIEBNgNECBAgACBQECAA3STBAgQIEBAgN0AAQIECBAIBAQ4QDdJgAABAgQE2A0QIECAAIFAQIADdJMECBAgQECA3QABAgQIEAgEBDhAN0mAAAECBATYDRAgQIAAgUBAgAN0kwQIECBAQIDdAAECBAgQCAQEOEA3SYAAAQIEBNgNECBAgACBQECAA3STBAgQIEBAgN0AAQIECBAIBAQ4QDdJgAABAgQE2A0QIECAAIFAQIADdJMECBAgQECA3QABAgQIEAgEBDhAN0mAAAECBATYDRAgQIAAgUBAgAN0kwQIECBAQIDdAAECBAgQCAQEOEA3SYAAAQIEBNgNECBAgACBQECAA3STBAgQIEBAgN0AAQIECBAIBAQ4QDdJgAABAgQE2A0QIECAAIFAQIADdJMECBAgQECA3QABAgQIEAgEBDhAN0mAAAECBATYDRAgQIAAgUBAgAN0kwQIECBAQIDdAAECBAgQCAQEOEA3SYAAAQIEBNgNECBAgACBQECAA3STBAgQIEBAgN0AAQIECBAIBAQ4QDdJgAABAgQE2A0QIECAAIFAQIADdJMECBAgQECA3QABAgQIEAgEBDhAN0mAAAECBATYDRAgQIAAgUBAgAN0kwQIECBAQIDdAAECBAgQCAQEOEA3SYAAAQIEBNgNECBAgACBQECAA3STBAgQIEBAgN0AAQIECBAIBAQ4QDdJgAABAgQE2A0QIECAAIFAQIADdJMECBAgQECA3QABAgQIEAgEBDhAN0mAAAECBATYDRAgQIAAgUBAgAN0kwQIECBAQIDdAAECBAgQCAQEOEA3SYAAAQIEBNgNECBAgACBQECAA3STBAgQIEBAgN0AAQIECBAIBAQ4QDdJgAABAgQE2A0QIECAAIFAQIADdJMECBAgQECA3QABAgQIEAgEBDhAN0mAAAECBATYDRAgQIAAgUBAgAN0kwQIECBAQIDdAAECBAgQCAQEOEA3SYAAAQIEBNgNECBAgACBQECAA3STBAgQIEBAgN0AAQIECBAIBAQ4QDdJgAABAgQE2A0QIECAAIFAQIADdJMECBAgQECA3QABAgQIEAgEBDhAN0mAAAECBATYDRAgQIAAgUBAgAN0kwQIECBAQIDdAAECBAgQCAQEOEA3SYAAAQIEBNgNECBAgACBQECAA3STBAgQIEBAgN0AAQIECBAIBAQ4QDdJgAABAgQE2A0QIECAAIFAQIADdJMECBAgQECA3QABAgQIEAgEBDhAN0mAAAECBATYDRAgQIAAgUBAgAN0kwQIECBAQIDdAAECBAgQCAQEOEA3SYAAAQIEBNgNECBAgACBQECAA3STBAgQIEBAgN0AAQIECBAIBAQ4QDdJgAABAgQE2A0QIECAAIFAQIADdJMECBAgQECA3QABAgQIEAgEBDhAN0mAAAECBATYDRAgQIAAgUBAgAN0kwQIECBAQIDdAAECBAgQCAQEOEA3SYAAAQIEBNgNECBAgACBQECAA3STBAgQIEBAgN0AAQIECBAIBAQ4QDdJgAABAgQE2A0QIECAAIFAQIADdJMECBAgQECA3QABAgQIEAgEBDhAN0mAAAECBATYDRAgQIAAgUBAgAN0kwQIECBAQIDdAAECBAgQCAQEOEA3SYAAAQIEBNgNECBAgACBQECAA3STBAgQIEBAgN0AAQIECBAIBAQ4QDdJgAABAgQE2A0QIECAAIFAQIADdJMECBAgQECA3QABAgQIEAgEBDhAN0mAAAECBATYDRAgQIAAgUBAgAN0kwQIECBAQIDdAAECBAgQCAQEOEA3SYAAAQIEBNgNECBAgACBQECAA3STBAgQIEBAgN0AAQIECBAIBAQ4QDdJgAABAgQE2A0QIECAAIFAQIADdJMECBAgQECA3QABAgQIEAgEBDhAN0mAAAECBATYDRAgQIAAgUBAgAN0kwQIECBAQIDdAAECBAgQCAQEOEA3SYAAAQIEBNgNECBAgACBQECAA3STBAgQIEBAgN0AAQIECBAIBAQ4QDdJgAABAgQE2A0QIECAAIFAQIADdJMECBAgQECA3QABAgQIEAgEBDhAN0mAAAECBATYDRAgQIAAgUBAgAN0kwQIECBAQIDdAAECBAgQCAQEOEA3SYAAAQIEBNgNECBAgACBQECAA3STBAgQIEBAgN0AAQIECBAIBAQ4QDdJgAABAgQE2A0QIECAAIFAQIADdJMECBAgQECA3QABAgQIEAgEBDhAN0mAAAECBATYDRAgQIAAgUBAgAN0kwQIECBAQIDdAAECBAgQCAQEOEA3SYAAAQIEBNgNECBAgACBQECAA3STBAgQIEBAgN0AAQIECBAIBAQ4QDdJgAABAgQE2A0QIECAAIFAQIADdJMECBAgQECA3QABAgQIEAgEBDhAN0mAAAECBATYDRAgQIAAgUBAgAN0kwQIECBAQIDdAAECBAgQCAQEOEA3SYAAAQIEBNgNECBAgACBQECAA3STBAgQIEBAgN0AAQIECBAIBAQ4QDdJgAABAgQE2A0QIECAAIFAQIADdJMECBAgQECA3QABAgQIEAgEBDhAN0mAAAECBATYDRAgQIAAgUBAgAN0kwQIECBAQIDdAAECBAgQCAQEOEA3SYAAAQIEBNgNECBAgACBQECAA3STBAgQIEBAgN0AAQIECBAIBAQ4QDdJgAABAgQE2A0QIECAAIFAQIADdJMECBAgQECA3QABAgQIEAgEBDhAN0mAAAECBATYDRAgQIAAgUBAgAN0kwQIECBAQIDdAAECBAgQCAQEOEA3SYAAAQIEBNgNECBAgACBQECAA3STBAgQIEBAgN0AAQIECBAIBAQ4QDdJgAABAgQE2A0QIECAAIFAQIADdJMECBAgQECA3QABAgQIEAgEBDhAN0mAAAECBATYDRAgQIAAgUBAgAN0kwQIECBAQIDdAAECBAgQCAQEOEA3SYAAAQIEBNgNECBAgACBQECAA3STBAgQIEBAgN0AAQIECBAIBAQ4QDdJgAABAgQE2A0QIECAAIFAQIADdJMECBAgQECA3QABAgQIEAgEBDhAN0mAAAECBATYDRAgQIAAgUBAgAN0kwQIECBAQIDdAAECBAgQCAQEOEA3SYAAAQIEBNgNECBAgACBQECAA3STBAgQIEBAgN0AAQIECBAIBAQ4QDdJgAABAgQE2A0QIECAAIFAQIADdJMECBAgQECA3QABAgQIEAgEBDhAN0mAAAECBATYDRAgQIAAgUBAgAN0kwQIECBAQIDdAAECBAgQCAQEOEA3SYAAAQIEBNgNECBAgACBQECAA3STBAgQIEBAgN0AAQIECBAIBAQ4QDdJgAABAgQE2A0QIECAAIFAQIADdJMECBAgQECA3QABAgQIEAgEBDhAN0mAAAECBATYDRAgQIAAgUBAgAN0kwQIECBAQIDdAAECBAgQCAQEOEA3SYAAAQIEBNgNECBAgACBQECAA3STBAgQIEBAgN0AAQIECBAIBAQ4QDdJgAABAgQE2A0QIECAAIFAQIADdJMECBAgQECA3QABAgQIEAgEBDhAN0mAAAECBATYDRAgQIAAgUBAgAN0kwQIECBAQIDdAAECBAgQCAQEOEA3SYAAAQIEBNgNECBAgACBQECAA3STBAgQIEBAgN0AAQIECBAIBAQ4QDdJgAABAgQE2A0QIECAAIFAQIADdJMECBAgQECA3QABAgQIEAgEBDhAN0mAAAECBATYDRAgQIAAgUBAgAN0kwQIECBAQIDdAAECBAgQCAQEOEA3SYAAAQIEBNgNECBAgACBQECAA3STBAgQIEBAgN0AAQIECBAIBAQ4QDdJgAABAgQE2A0QIECAAIFAQIADdJMECBAgQECA3QABAgQIEAgEBDhAN0mAAAECBD67LwPPjA3NRAAAAABJRU5ErkJggg==" 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="30.000000000032742" y="20.000000000041922" heading="90.0000000000532" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="250,0,131,1" 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="15" y="13"><block s="receiveGo"></block><block s="clear"></block><block s="setSize"><l>3</l></block><block s="gotoXY"><l>30</l><l>20</l></block><block s="setHeading"><l>90</l></block><custom-block s="OriginalVariables"><comment w="137" collapsed="false">This block sets each variable to a specific number so the program starts with the same image each time.</comment></custom-block><block s="doForever"><script><block s="doWarp"><script><block s="clear"></block><custom-block s="pinwheel with polygons, branches: %s size: %s backup: %s sides: %s length: %s"><block var="branches"/><block var="size"/><block var="backup"/><block var="sides"/><block var="length"/><comment w="137" collapsed="false">This block includes the main basis for the different variables used to make the sliders possible to change branch number, size, backup, etc.</comment></custom-block></script></block></script></block></script><comment x="176" y="35" w="80" collapsed="false">The increased pen size makes each shape more distinct and easier to see.</comment><comment x="283" y="39" w="80" collapsed="false">The &quot;go to&quot; block creates an anchor point for the image.</comment></scripts></sprite><watcher var="branches" style="slider" min="3" max="36" x="2.149999999999636" y="3.1500000000000057" color="243,118,29"/><watcher var="size" style="slider" min="0" max="100" x="2.149999999999636" y="36.800002699999794" color="243,118,29"/><watcher var="backup" style="slider" min="0" max="100" x="1.2000000000005002" y="69.80000539999997" color="243,118,29"/><watcher var="width" style="slider" min="0" max="150" x="1.5631510416667425" y="103.99999999999994" color="243,118,29"/><watcher var="length" style="slider" min="0" max="150" x="0.6715494791667425" y="135.99999999999994" color="243,118,29"/><watcher var="sides" style="slider" min="3" max="30" x="1.0499999999999545" y="167.99999999999997" color="243,118,29"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="pinwheel with rectangles, branches: %&apos;number of branches&apos; size: %&apos;size&apos; backup: %&apos;backup&apos; width: %&apos;width&apos; length: %&apos;length&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="setColor"><color>250,19,0,1</color></block><block s="doRepeat"><block var="number of branches"/><script><block s="up"></block><block s="forward"><block var="size"/></block><block s="down"></block><custom-block s="rectangle and triangle, width %s length: %s sides: %s"><block var="width"/><block var="length"/><l></l></custom-block><block s="forward"><block s="reportProduct"><l>-1</l><block var="backup"/></block></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="number of branches"/></block></block><block s="changePenHSVA"><l><option>hue</option></l><l>15</l></block></script></block></script></block-definition><block-definition s="rectangle and triangle, width %&apos;width&apos; length: %&apos;length&apos; sides: %&apos;sides&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="down"></block><block s="doIfElse"><block s="reportAnd"><block s="reportEquals"><block var="sides"/><l>4</l></block><block s="reportNot"><block s="reportGreaterThan"><block var="sides"/><l>4</l></block></block></block><script><block s="doRepeat"><l>2</l><script><block s="forward"><block var="width"/></block><block s="turn"><l>90</l></block><block s="forward"><block var="length"/></block><block s="turn"><l>90</l></block></script></block></script><script><block s="doRepeat"><l>3</l><script><block s="forward"><block var="length"/></block><block s="turn"><l>120</l></block></script></block></script></block><block s="up"></block></script><scripts><comment x="330" y="287.2" w="90" collapsed="false">Makes triangle</comment><comment x="329" y="166" w="90" collapsed="false">Makes rectangle</comment></scripts></block-definition><block-definition s="pinwheel with polygons, branches: %&apos;number of branches&apos; size: %&apos;size&apos; backup: %&apos;backup&apos; sides: %&apos;sides&apos; length: %&apos;length&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="setColor"><color>250,19,0,1</color><comment w="90" collapsed="false">Sets the base color to red (the color that the &quot;change hue&quot; is based off of)</comment></block><block s="doRepeat"><block var="number of branches"/><script><block s="forward"><block var="size"/></block><block s="down"></block><block s="doIfElse"><block s="reportGreaterThan"><block var="sides"/><l>4</l></block><script><custom-block s="Polygon Size %s Sides %s"><block var="length"/><block var="sides"/><comment w="172" collapsed="false">Makes polygons more than four sides possible</comment></custom-block></script><script><custom-block s="rectangle and triangle, width %s length: %s sides: %s"><block var="width"/><block var="length"/><block var="sides"/><comment w="174" collapsed="false">Makes rectangles and triangles possible</comment></custom-block></script></block><block s="up"></block><block s="forward"><block s="reportProduct"><l>-1</l><block var="backup"/></block></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="number of branches"/></block></block><block s="changePenHSVA"><l><option>hue</option></l><l>15</l><comment w="90" collapsed="false">Changes the color of each shape created</comment></block></script></block></script></block-definition><block-definition s="pinwheel, branches; %&apos;number of branches&apos; size: %&apos;size&apos; backup: %&apos;backup&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="down"></block><block s="doRepeat"><block var="number of branches"/><script><block s="forward"><block var="size"/></block><block s="forward"><block var="backup"/></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="number of branches"/></block></block></script></block></script></block-definition><block-definition s="Polygon Size %&apos;Size&apos; Sides %&apos;Sides&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><custom-block s="pinwheel, branches; %s size: %s backup: %s"><block var="Sides"/><block var="Size"/><l>0</l><comment w="90" collapsed="false">Abstracted pinwheel block from ITP labs</comment></custom-block></script></block-definition><block-definition s="SetVars1" type="command" category="variables"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>branches</l><l>6</l></block><block s="doSetVar"><l>size</l><l>100</l></block><block s="doSetVar"><l>backup</l><l>10</l></block><block s="doSetVar"><l>width</l><l>75</l></block><block s="doSetVar"><l>length</l><l>150</l></block></script></block-definition><block-definition s="OriginalVariables" type="command" category="variables"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>branches</l><l>6</l></block><block s="doSetVar"><l>size</l><l>51</l></block><block s="doSetVar"><l>backup</l><l>10</l></block><block s="doSetVar"><l>width</l><l>43</l></block><block s="doSetVar"><l>length</l><l>38</l></block><block s="doSetVar"><l>sides</l><l>7</l></block></script></block-definition></blocks><variables><variable name="size"><l>51</l></variable><variable name="branches"><l>6</l></variable><variable name="length"><l>38</l></variable><variable name="backup"><l>10</l></variable><variable name="width"><l>43</l></variable><variable name="sides"><l>7</l></variable></variables></project><media name="Abstraction Project" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>