<snapdata remixID="10562051"><project name="U1L3-Pinwheel" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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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="true" hyperops="true" codify="false" inheritance="false" sublistIDs="false" scheduled="false" 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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="839.9999999999982" y="-5.684341886080802e-14" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="145,25.999999999999986,96.55999999999999,1" 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><comment x="260.9999999999999" y="10" w="242.66666666666666" collapsed="true">You will need 5 copies of this script.&#xD;To duplicate a script, right-click (or control-click) on its&#xD;TOPMOST block.  (In this case, the REPEAT block.)&#xD;You will see a menu of options. Choose &quot;duplicate.&quot;  &#xD;Move the copy where you want it.</comment><script x="10" y="326.66666666666663"><block s="setColor"><color>145,26,68,1</color></block><block s="doRepeat"><l>12</l><script><block s="down"></block><custom-block s="small pinwheel branches %s"><l>12</l></custom-block><block s="up"></block><block s="forward"><l>40</l></block><block s="forward"><l>30</l></block><block s="changePenHSVA"><l><option>hue</option></l><l>8</l></block></script></block></script><comment x="167.91476440429642" y="136.1058247884115" w="80" collapsed="false">add comment here...</comment><script x="15.999999999999545" y="536.8333333333338"><block s="down"></block><block s="setColor"><color>21,0,219,1</color></block><custom-block s="polygon branches %s branch length %s"><l></l><l></l></custom-block><block s="forward"><l>50</l></block><block s="turn"><l>15</l></block><block s="setColor"><color>145,26,68,1</color></block></script><script x="25.52682495117142" y="120.37985229492188"><block s="setColor"><color>145,26,68,1</color></block><block s="doRepeat"><l>12</l><script><block s="down"></block><custom-block s="small pinwheel branches %s"><l>21</l></custom-block><block s="up"></block><block s="forward"><l>50</l></block><block s="turn"><l>30</l></block><block s="changePenHSVA"><l><option>hue</option></l><l>8</l></block></script></block></script><script x="15.678115844726108" y="690.8670043945317"><block s="doGotoObject"><l><option>random position</option></l></block><block s="setHeading"><l>90</l></block><block s="hide"></block><block s="setSize"><l>2</l></block><block s="setColor"><color>10,28,0,1</color></block><block s="up"></block><block s="doForever"><script><block s="doFor"><l>i</l><l>3</l><l>12</l><script><block s="clear"></block><block s="doWarp"><script><custom-block s="pinwheel, branches: %s"><block var="i"/></custom-block></script></block><block s="doWait"><l>1</l></block></script></block><block s="doWait"><l>1</l></block><block s="doFor"><l>i</l><l>11</l><l>4</l><script><block s="clear"></block><block s="doWarp"><script><custom-block s="pinwheel, branches: %s"><block var="i"/></custom-block></script></block><block s="doWait"><l>1</l></block></script></block><block s="doWait"><l>1</l></block></script></block></script><script x="207" y="333.66666666666663"><block s="down"></block></script><script x="410" y="69.00000000000003"><block s="down"></block><custom-block s="asterisk branches %s branch length %s"><l>8</l><l>100</l><comment w="80" collapsed="false">5.2 see inside</comment></custom-block></script><script x="469" y="143.49999999999997"><block s="down"></block><custom-block s="polygon branches %s branch length %s"><l>5</l><l>150</l><comment w="90" collapsed="false">5.3 ditto</comment></custom-block></script><script x="389" y="210.3333333333333"><block s="down"></block><custom-block s="simpler polygon number of sides %s side length %s"><l>5</l><l>100</l><comment w="90" collapsed="false">5.4 ditto</comment></custom-block></script><script x="393" y="279.33333333333326"><block s="down"></block><custom-block s="circle, size: %s"><l>6</l><comment w="125" collapsed="false">5.5 (ITIT0 big note inside</comment></custom-block></script><script x="395" y="348.33333333333326"><block s="down"></block><custom-block s="circle, radious: %s"><l>100</l></custom-block></script></scripts></sprite><watcher scope="Sprite" s="xPosition" style="normal" x="0.625" y="0.6249999999999929" color="74,108,212" hidden="true"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="pinwheel, branches: %&apos;number of branches&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doRepeat"><block var="number of branches"/><script><block s="forward"><l>100</l></block><block s="forward"><l>-70</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="small pinwheel branches %&apos;number of branches&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doRepeat"><block var="number of branches"/><script><block s="forward"><l>20</l></block><block s="forward"><l>-15</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="pinwheel, branches: %&apos;number of branches&apos; siz: %&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"/><comment w="80" collapsed="true">4.5.</comment></block><block s="forward"><block s="reportDifference"><l></l><block var="backup"/></block><comment w="80" collapsed="false">4.4.</comment></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="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 siz: %s backup %s"><block var="branches"/><block var="length"/><block var="length"/></custom-block></script></block-definition><block-definition s="polygon 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 siz: %s backup %s"><block var="branches"/><block var="length"/><l>0</l></custom-block></script></block-definition><block-definition s="simpler polygon number of sides %&apos;sides&apos; side 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="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></script></block-definition><block-definition s="circle, radious: %&apos;65&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs></block-definition><block-definition s="circle, size: %&apos;h&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs></block-definition></blocks><variables></variables></project><media name="U1L3-Pinwheel" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>