<snapdata remixID="11880602"><project name="U1L3-Pinwheel" app="Snap! 7, 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="pinewheel, branches: %&apos;numOfBranches&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doRepeat"><block var="numOfBranches"/><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></block-definition><block-definition s="pinwheel, Branches %&apos;branches&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doRepeat"><block var="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="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" id="35"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="36"></list></costumes><sounds><list struct="atomic" id="37"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="28.66718417358419" y="-8.84265523232717" heading="227.14285714285518" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="145,26,68,1" pen="tip" id="42"><costumes><list struct="atomic" id="43"></list></costumes><sounds><list struct="atomic" id="44"></list></sounds><blocks></blocks><variables></variables><scripts><comment x="411.33333333333337" y="96.00000000000003" 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="19.33333333333337" y="13"><block s="receiveGo"></block><block s="clear"></block><block s="setColor"><color>145,26,68,1</color></block><block s="down"></block><custom-block s="pinwheel, Branches %s"><l>3</l><comment w="90" collapsed="false">The blank space is how many branches the pinwheel will have.</comment></custom-block><block s="clear"></block><custom-block s="pinwheel, Branches %s"><l>4</l></custom-block><block s="clear"></block><custom-block s="pinwheel, Branches %s"><l>5</l></custom-block><block s="clear"></block><custom-block s="pinwheel, Branches %s"><l>6</l></custom-block><block s="clear"></block><custom-block s="pinwheel, Branches %s"><l>12</l></custom-block></script></scripts></sprite><watcher var="numOfBranches" style="normal" x="10.000000000000092" y="10.000000000000023" color="243,118,29"/></sprites></stage><variables><variable name="numOfBranches"><l>0</l></variable></variables></scene></scenes></project><media name="U1L3-Pinwheel" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>