<snapdata remixID="12632160"><project name="U1L3-Pinwheel" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="U1L3-Pinwheel"><notes></notes><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></blocks><stage 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" 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</pentrails><costumes><list struct="atomic" id="21"></list></costumes><sounds><list struct="atomic" id="22"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="186.60089167368642" y="146.96224384667806" heading="72" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="145,26,68,1" pen="tip" id="27"><costumes><list struct="atomic" id="28"></list></costumes><sounds><list struct="atomic" id="29"></list></sounds><blocks></blocks><variables></variables><scripts><script x="13.333333333333343" y="65"><block s="clear"></block></script><script x="13.333333333333343" y="95.66666666666669"><block s="doRepeat"><l>5</l><script><block s="forward"><l>100</l></block><block s="forward"><l>-70</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>5</l></block></block></script></block></script><script x="388" y="131.49999999999977"><block s="down"></block><block s="setColor"><color>145,26,68,1</color></block><custom-block s="pinwheel, branches %s"><l>5</l></custom-block></script><script x="14" y="220"><block s="doRepeat"><l>3</l><script><block s="forward"><l>100</l></block><block s="forward"><l>-70</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>3</l></block></block></script></block></script><script x="17" y="354"><block s="doRepeat"><l>6</l><script><block s="forward"><l>100</l></block><block s="forward"><l>-70</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>6</l></block></block></script></block></script><script x="295" y="234"><block s="doRepeat"><l>4</l><script><block s="forward"><l>100</l></block><block s="forward"><l>-70</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>4</l></block></block></script></block></script><script x="282" y="383"><block s="doRepeat"><l>12</l><script><block s="forward"><l>100</l></block><block s="forward"><l>-70</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>12</l></block></block></script></block></script><comment x="150.33333333333337" y="22" w="242.66666666666666" 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></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="U1L3-Pinwheel" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>