<snapdata remixID="11319525"><project name="Pinwheel Program" 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="Pinwheel Program"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="pinwheel, branches %&apos;# of branches&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doRepeat"><block var="# of branches"/><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="# of branches"/></block></block></script></block><block s="up"></block><block s="setHeading"><l>-90</l></block><block s="forward"><l>75</l></block><block s="setHeading"><l>0</l></block><block s="forward"><l>25</l></block><block s="down"></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="35"></list></costumes><sounds><list struct="atomic" id="36"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-280.0000000000007" y="75" heading="0" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="211,0,181,1" pen="tip" id="41"><costumes><list struct="atomic" id="42"></list></costumes><sounds><list struct="atomic" id="43"></list></sounds><blocks></blocks><variables></variables><scripts><comment x="239.85481770833337" y="13.666666666666714" 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="110.521484375" y="10"><block s="clear"></block><block s="up"></block><block s="gotoXY"><l>170</l><l>-75</l></block><block s="setHeading"><l>90</l></block><block s="down"></block><block s="setColor"><color>242,0,16,1</color></block><custom-block s="pinwheel, branches %n"><l>6</l></custom-block><block s="setColor"><color>255,106,28,1</color></block><custom-block s="pinwheel, branches %n"><l>6</l></custom-block><block s="setColor"><color>224,237,0,1</color></block><custom-block s="pinwheel, branches %n"><l>6</l></custom-block><block s="setColor"><color>2,248,1,1</color></block><custom-block s="pinwheel, branches %n"><l>6</l></custom-block><block s="setColor"><color>4,0,232,1</color></block><custom-block s="pinwheel, branches %n"><l>6</l></custom-block><block s="setColor"><color>211,0,181,1</color></block><custom-block s="pinwheel, branches %n"><l>6</l></custom-block><block s="up"></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="Pinwheel Program" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>