<snapdata remixID="9951399"><project name="U1L3-Pinwheel" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><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" scheduled="false" 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</pentrails><costumes><list struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="175" y="39.000000000000256" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="145,26,68,1" pen="tip" id="8"><costumes><list struct="atomic" id="9"></list></costumes><sounds><list struct="atomic" id="10"></list></sounds><blocks></blocks><variables></variables><scripts><script x="13.333333333333343" y="20.33333333333333"><block s="down"></block><block s="setColor"><color>145,26,68,1</color></block></script><script x="13.333333333333343" y="72"><block s="clear"></block></script><comment x="151.33333333333337" y="10" 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="16" y="177.66666666666666"><custom-block s="pinwheel, branches: %s"><l>12</l></custom-block></script></scripts></sprite></sprites></stage><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="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="number of branches"/></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>