<snapdata remixID="8538094"><project name="U1L3-Pinwheel" 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="true" codify="false" inheritance="false" 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="26.24476387975892" y="-127.06204736174692" heading="270" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="145,26,68,1" 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="422" y="10"><block s="clear"></block></script><script x="270.66666666666663" y="292.00000000000006"><block s="down"></block><block s="setColor"><color>145,26,68,1</color></block><block s="doRepeat"><l>21</l><script><block s="doWait"><l>.1</l></block><block s="forward"><l>-70</l></block><block s="doWait"><l>.1</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>21</l></block></block><block s="forward"><l>100</l></block></script></block></script><script x="821.6666666666665" y="25"><block s="down"></block><block s="setColor"><color>145,26,68,1</color></block><block s="doRepeat"><l>21</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>.1</l></block><block s="forward"><l>-70</l></block><block s="doWait"><l>.1</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>21</l></block></block></script></block></script><script x="936.6666666666665" y="449"><block s="down"></block><block s="setColor"><color>145,26,68,1</color></block><block s="doRepeat"><l>21</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>.1</l></block><block s="forward"><l>-70</l></block><block s="doWait"><l>.1</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>21</l></block></block></script></block></script><script x="393.66666666666663" y="119.00000000000003"><block s="down"></block></script><script x="168" y="57"><block s="gotoXY"><l>0</l><l>0</l></block></script><script x="452" y="244.00000000000006"><block s="setColor"><color>3,0,235,1</color></block><custom-block s="asterisk, branches: %s branch length %s"><l>10</l><l>75</l></custom-block></script><script x="91" y="316"><custom-block s="asterisk"></custom-block></script><script x="947.6666676666666" y="338"><block s="clear"></block></script><script x="634" y="483.9999999999998"><block s="doFor"><l>i</l><l>1</l><l>30</l><script><block s="doIf"><block s="reportEquals"><l>0</l><block s="reportModulus"><block var="i"/><l>2</l></block></block><script><block s="doSayFor"><block var="i"/><l>.5</l></block></script></block></script></block></script><script x="645" y="312"><block s="receiveGo"></block><block s="down"></block><custom-block s="polygon sides %s size %s"><l>10</l><l>50</l></custom-block><block s="doFor"><l>length</l><l>100</l><l>1</l><script><block s="forward"><block s="reportProduct"><l>.2</l><block var="length"/></block></block><block s="turn"><l>9</l></block></script></block></script><script x="845.6666666666665" y="279"><block s="receiveKey"><l><option>r</option></l></block><custom-block s="reset"></custom-block></script><script x="287" y="562"><custom-block s="polygon sides %s size %s"><l>3</l><l>700</l></custom-block></script><script x="122" y="94.80000000000001"><block s="down"></block><block s="setColor"><color>145,26,68,1</color></block><block s="doRepeat"><l>8</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>.1</l></block><block s="forward"><l>-70</l></block><block s="doWait"><l>.1</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>8</l></block></block></script></block></script></scripts></sprite><watcher var="length" style="normal" x="10" y="10" color="243,118,29" hidden="true"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><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="doWait"><l>.1</l></block><block s="forward"><block s="reportProduct"><block var="backup:"/><l>-1</l></block></block><block s="doWait"><l>.1</l></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="reset" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="up"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block><block s="setHeading"><l>90</l></block><block s="down"></block></script></block-definition><block-definition s="asterisk" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs></block-definition><block-definition s="asterisk, branches: %&apos;branches&apos; branch 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><custom-block s="pinwheel, branches: %s size: %s backup: %s"><block var="branches"/><block var="length"/><block var="length"/></custom-block></script></block-definition><block-definition s="polygon sides %&apos;sides&apos; size %&apos;size&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></l></custom-block></script></block-definition></blocks><variables><variable name="length"><l>0</l></variable></variables></project><media name="U1L3-Pinwheel" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>