<snapdata remixID="9251433"><project name="Choice Lab" 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="0" 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" 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id="24"></list></sounds><blocks></blocks><variables></variables><scripts><script x="30" y="22"><block s="receiveGo"></block><block s="doBroadcast"><l>say</l></block><block s="doSetVar"><l>branches</l><l>0</l></block><block s="doSetVar"><l>size</l><l>0</l></block><block s="doSetVar"><l>backup</l><l>0</l></block><block s="doSetVar"><l>sides</l><l>0</l></block><block s="doSetVar"><l>length</l><l>0</l></block></script><script x="30" y="212"><block s="receiveCondition"><block s="reportKeyPressed"><l><option>space</option></l></block><comment w="100" collapsed="false">|| only necessary when in fullscreen ||</comment></block><block s="doBroadcast"><l>say</l></block><block s="setColor"><color>255,43,26,1</color></block><block s="doForever"><script><block s="doWarp"><script><block s="clear"></block><block s="gotoXY"><l>-50</l><l>0</l></block><custom-block s="pinwheel with rectangles, number of braches: %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="108" collapsed="false">|| uses polygon block to create shapes || implements pinwheel elements || </comment></custom-block></script><comment w="90" collapsed="false">|| makes motion sequence instantanious ||</comment></block></script></block></script></scripts></sprite><watcher var="size" style="slider" min="10" max="50" x="115.00000000000023" y="9.000001999999995" color="243,118,29"/><watcher var="backup" style="slider" min="0" max="50" x="194" y="9.00000399999999" color="243,118,29"/><watcher var="length" style="slider" min="10" max="100" x="289" y="9.000005999999992" color="243,118,29"/><watcher var="width" style="slider" min="10" max="100" x="377.99999999999955" y="9.00000799999998" color="243,118,29"/><watcher var="branches" style="slider" min="1" max="50" x="10.000000000000227" y="9.000000000000007" color="243,118,29"/><watcher var="sides" style="slider" min="1" max="20" x="10.000000000000227" y="41" color="243,118,29"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="polygon, 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></inputs><script><block s="down"></block><block s="doRepeat"><block var="sides"/><script><block s="forward"><block var="length"/></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="sides"/></block></block></script></block><block s="up"></block></script></block-definition><block-definition s="pinwheel, number of branches: %&apos;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="branches"/><script><block s="forward"><block var="size"/></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="branches"/></block></block></script></block><block s="up"></block></script></block-definition><block-definition s="pinwheel with rectangles, number of braches: %&apos;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="down"></block><block s="doRepeat"><block var="branches"/><script><block s="forward"><block var="size"/></block><custom-block s="polygon, sides: %s length: %s"><block var="sides"/><block var="length"/></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="branches"/></block></block><block s="changePenHSVA"><l><option>hue</option></l><l>10</l><comment w="90" collapsed="false">|| makes infinitely changing colors because pinwheel is inside a forever block ||</comment></block></script></block><block s="up"></block></script></block-definition></blocks><variables><variable name="branches"><l>11</l></variable><variable name="size"><l>16</l></variable><variable name="backup"><l>0</l></variable><variable name="length"><l>33</l></variable><variable name="width"><l>10</l></variable><variable name="sides"><l>14</l></variable></variables></project><media name="Choice Lab" app="Snap! 5.4, http://snap.berkeley.edu" version="1"></media></snapdata>