<snapdata remixID="14726008"><project name="U1L3-Pinwheel" app="Snap! 11.0.6, 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:" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs></block-definition><block-definition s="pinwheel,branches: %&apos;number of branches&apos; %&apos;2nd,#,of,penwheel,branches&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%n" initial="1"></input><input type="%n" initial="1"></input></inputs><script><block s="clear"></block><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>-100</l><l>0</l></block><block s="down"></block><block s="setColor"><color>145,26,68,1</color></block><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><block s="up"></block><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>100</l><l>0</l></block><block s="down"></block><block s="doRepeat"><block var="2nd,#,of,penwheel,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="2nd,#,of,penwheel,branches"/></block></block></script></block><block s="up"></block></script></block-definition></blocks><primitives></primitives><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="52"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="53"></list></costumes><sounds><list struct="atomic" id="54"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="100" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="145,26,68,1" pen="tip" id="59"><costumes><list struct="atomic" id="60"></list></costumes><sounds><list struct="atomic" id="61"></list></sounds><blocks></blocks><variables></variables><scripts><comment x="196.85481770833337" y="75" 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="50.521484375" y="113.99999999999997"><block s="receiveGo"></block><custom-block s="pinwheel,branches: %n %n"><l>5</l><l>8</l></custom-block></script></scripts></sprite><watcher var="number of branches" style="normal" x="10" y="10" color="243,118,29"/></sprites></stage><variables><variable name="number of branches"><l>0</l></variable></variables></scene></scenes></project><media name="U1L3-Pinwheel" app="Snap! 11.0.6, https://snap.berkeley.edu" version="2"></media></snapdata>