<snapdata remixID="8821044"><project name="U2-PT" 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="0" 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" id="1"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="7.47604644857347e-10" y="-1.991236331377877e-8" heading="105.0000000010723" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="173,255,221.20000000000005,1" pen="tip" id="8"><costumes><list struct="atomic" id="9"></list></costumes><sounds><list struct="atomic" id="10"></list></sounds><blocks></blocks><variables></variables><scripts><script x="101" y="68"><block s="receiveGo"></block><block s="doSetVar"><l>number of 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><block s="doForever"><script><block s="doWarp"><script><block s="setColor"><color>254,173,255,1</color></block><block s="clear"></block><custom-block s="pinwheel with rectangles, branches: %s size: %s backup: %s width: %s length: %s"><block var="number of branches"/><block var="size"/><block var="backup"/><block var="width"/><block var="length"/></custom-block></script></block></script></block></script></scripts></sprite><watcher var="number of branches" style="slider" min="3" max="36" x="10" y="10" color="243,118,29"/><watcher var="width" style="slider" min="0" max="150" x="250" y="26.000005999999985" color="243,118,29"/><watcher var="length" style="slider" min="0" max="150" x="385" y="26.00000799999998" color="243,118,29"/><watcher var="size" style="slider" min="0" max="100" x="21" y="64.000002" color="243,118,29"/><watcher var="backup" style="slider" min="0" max="100" x="16" y="111.00000399999999" color="243,118,29"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="rectangle, 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></inputs><script><block s="down"></block><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><block s="up"></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="doRepeat"><block var="number of 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="number of branches"/></block></block></script></block></script></block-definition><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="doRepeat"><block var="number of branches"/><script><block s="forward"><block var="size"/></block><block s="changePenHSVA"><l><option>hue</option></l><l>10</l></block><custom-block s="rectangle, width: %s length: %s"><block var="width"/><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="number of branches"/></block></block></script></block></script></block-definition></blocks><variables><variable name="number of branches"><l>6</l></variable><variable name="size"><l>100</l></variable><variable name="backup"><l>10</l></variable><variable name="width"><l>75</l></variable><variable name="length"><l>150</l></variable></variables></project><media name="U2-PT" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>