<snapdata remixID="9933809"><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 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s="turn"><block s="reportQuotient"><l>360</l><l>4</l></block></block></script></block></script><script x="435" y="151.66666666666666"><custom-block s="pinwheel, branches: %s"><l>15</l></custom-block></script><comment x="170.33333333333337" y="14" 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><script x="262" y="129.66666666666666"><block s="up"></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="pinwheel, branches: %&apos;numBranches&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doRepeat"><block var="numBranches"/><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="numBranches"/></block></block></script></block></script></block-definition></blocks><variables></variables></project><media name="U1L3-Pinwheel" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>