<snapdata remixID="8657273"><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="16.000000000110276" y="125.00000000000125" heading="90.0000000000091" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="143,171,255,1" 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="15" y="240"><block s="forward"><l>-70</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>21</l></block></block></script><script x="10" y="309.8"><block s="doRepeat"><block var="number of branches"/><script></script></block></script><script x="124" y="399"><block s="clear"></block><block s="down"></block><block s="doWait"><l>1</l></block><custom-block s="pinwheel,branches: %s size: %s backup: %s"><l>4</l><l></l><l></l><comment w="89" collapsed="false">This creates a new shape.</comment></custom-block><block s="clear"></block><block s="down"></block><block s="doWait"><l>1</l></block><custom-block s="pinwheel,branches: %s size: %s backup: %s"><l></l><l></l><l></l></custom-block></script><script x="57" y="144"><block s="clear"></block><block s="down"></block><custom-block s="pinwheel,branches: %s size: %s backup: %s"><l>5</l><l>50</l><l>20</l></custom-block></script><script x="481.5859395" y="565.800002"><block var="backup"/></script><script x="486" y="95"><custom-block s="asterisk, branches: %s branch length: %s"><l>5</l><l>100</l></custom-block></script><script x="119.66894831249999" y="358.80000400000006"><block var="length"/></script><script x="328" y="176"><block s="clear"></block><block s="down"></block></script><script x="451" y="173"><custom-block s="polygon branches; %s side length; %s"><l>100</l><l>5</l></custom-block></script><script x="53.33333333333337" y="24.333333333333314"><block s="setColor"><color>168,0,69,1</color><comment w="244.66666666666663" collapsed="false">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></block></script><script x="302" y="303"><custom-block s="pinwheel,branches: %s size: %s backup: %s"><l>4</l><l>10</l><l>-100</l><comment w="106" collapsed="false">Aleksander Jopek&#xD;This custom block takes two inputs . &#xD;10 and -100 are the arguments.</comment></custom-block></script></scripts></sprite><watcher scope="Sprite" s="reportShown" style="normal" x="-12" y="14" color="143,86,227" 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"><comment x="0" y="0" w="126" collapsed="false">Chenxiao Lin and Aleksander Jopek</comment><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="reportDifference"><l>0</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="UwU" 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"><comment x="0" y="0" w="94" collapsed="false">Chenxiao Lin and Aleksander Jopek</comment><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><scripts><script x="260.1181650624999" y="143.00000100000005"><block var="branches"/></script><script x="325.5224619374999" y="120.00000100000005"><block var="branches"/></script></scripts></block-definition><block-definition s="polygon branches; %&apos;number&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="number"/><script><block s="forward"><block var="length"/></block><block s="forward"><block var="length"/></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="number"/></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>