<snapdata remixID="8462321"><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="1" 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 id="2"><item><costume name="Untitled(2)" center-x="240" center-y="180" image="data:image/png;base64,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" 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="22.83840269664711" y="-33.081828278765784" heading="61.09090909117731" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="25.999999999999993,255,117.70000000000013,1" 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="66" y="10"><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>90</l></block><block s="clear"></block><block s="setColor"><color>255,26,232,1</color></block></script><script x="289" y="50"><block s="down"></block></script><script x="42" y="247.9999999999999"><custom-block s="pinwheel, number of branches %s size %s Backup: %s"><l>7</l><l>100</l><l>12</l></custom-block></script><script x="38" y="198.9999999999999"><custom-block s="pinwheel, number of branches %s size %s Backup: %s"><l>6</l><l>100</l><l>12</l></custom-block></script><script x="36" y="305.9999999999999"><custom-block s="pinwheel, number of branches %s size %s Backup: %s"><l>9</l><l>100</l><l>12</l></custom-block></script><script x="28" y="362.9999999999999"><custom-block s="pinwheel, number of branches %s size %s Backup: %s"><l>10</l><l>100</l><l>12</l></custom-block></script><script x="37.000001" y="421.83333433333337"><custom-block s="pinwheel, number of branches %s size %s Backup: %s"><l>5</l><l>40</l><l>30</l></custom-block></script><script x="405.000001" y="49.83333433333337"><block s="up"></block></script><script x="509" y="52.999999999999886"><block s="floodFill"></block></script><script x="457" y="138"><block s="clear"></block></script><script x="36" y="790.1333373333332"><block s="clear"></block><block s="doRepeat"><l>30</l><script><block s="gotoXY"><l>0</l><l>0</l></block><block s="forward"><l>40</l></block><block s="down"></block><custom-block s="pinwheel, number of branches %s size %s Backup: %s"><l>5</l><l>40</l><l>0</l></custom-block><block s="up"></block><block s="turn"><block s="reportQuotient"><l>360</l><l>10</l></block></block><block s="changePenHSVA"><l><option>hue</option></l><l>10</l></block></script></block></script><script x="380.000004" y="274.8000079999997"><custom-block s="inspi, repeat %s size %s angle %s"><l>1000</l><l>10</l><l>80</l></custom-block></script><script x="31.66666966666662" y="997.9666706666667"><block s="clear"></block><block s="doRepeat"><l>10</l><script><block s="gotoXY"><l>0</l><l>0</l></block><block s="forward"><l>40</l></block><custom-block s="inspi, repeat %s size %s angle %s"><l>1000</l><l>10</l><l>80</l></custom-block><block s="turn"><block s="reportQuotient"><l>360</l><l>30</l></block></block><block s="changePenHSVA"><l><option>hue</option></l><l>10</l></block></script></block></script><script x="364" y="468"><custom-block s="polygon, branches %s"><l>3</l></custom-block></script><script x="30" y="475.1333373333332"><block s="doFor"><l>i</l><l>1</l><l>10</l><script><block s="clear"></block><block s="doWarp"><script><block s="doForever"><script><block s="doRepeat"><l>10</l><script><block s="gotoXY"><l>0</l><l>0</l></block><custom-block s="pinwheel, number of branches %s size %s Backup: %s"><l>5</l><l>50</l><l>50</l></custom-block><block s="forward"><l>40</l></block><custom-block s="pinwheel, number of branches %s size %s Backup: %s"><l>4</l><l>100</l><l>4</l></custom-block><block s="down"></block><block s="turn"><block s="reportQuotient"><l>360</l><l>10</l></block></block><block s="changePenHSVA"><l><option>hue</option></l><l>11</l></block></script></block></script></block></script></block></script></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="pinwheel, number of branches %&apos;NumberOfBranches&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="NumberOfBranches"/><script><block s="forward"><block var="size"/></block><block s="doWait"><l>.01</l></block><block s="forward"><block s="reportProduct"><l>-1</l><block var="backup"/></block></block><block s="doWait"><l>.01</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="NumberOfBranches"/></block></block></script></block></script></block-definition><block-definition s="polygon, branches %&apos;NumberOfBranches&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doRepeat"><block var="NumberOfBranches"/><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><block var="NumberOfBranches"/></block></block></script></block></script></block-definition><block-definition s="asterisk, branches %&apos;Branches&apos; BranchLength %&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, number of branches %s size %s Backup: %s"><l>8</l><l>50</l><l>50</l></custom-block></script></block-definition><block-definition s="inspi, repeat %&apos;num&apos; size %&apos;size&apos; angle %&apos;angle&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="doFor"><l>i</l><l>1</l><block var="num"/><script><block s="forward"><block var="size"/></block><block s="turn"><block s="reportProduct"><block var="i"/><block var="angle"/></block></block></script></block></script></block-definition></blocks><variables></variables></project><media name="U1L3-Pinwheel" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>