<snapdata remixID="12612511"><project name="U1L3-Pinwheel" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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select="1"><scene name="U1L3-Pinwheel"><notes></notes><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="forward"><l>-70</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="number of 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" 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</pentrails><costumes><list struct="atomic" id="21"></list></costumes><sounds><list struct="atomic" id="22"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="20.000000000000227" y="-164.00000000000006" heading="197.99999999999818" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,46,233,1" pen="tip" id="27"><costumes><list struct="atomic" id="28"></list></costumes><sounds><list struct="atomic" id="29"></list></sounds><blocks></blocks><variables></variables><scripts><comment x="546.3333333333334" y="37" 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="152" y="95.66666666666652"><block s="receiveGo"><comment w="90" collapsed="true">When you click on the green flag it plays what is in the code</comment></block><block s="clear"><comment w="90" collapsed="true">This clears your prevoius drawing and &quot;set pen color to&quot; makes your sprtie have a color of your liking</comment></block><block s="down"></block><block s="setColor"><color>7,255,243,1</color></block><custom-block s="pinwheel, branches: %s"><l>20</l><comment w="90" collapsed="true">This creates a pinwheel and you can put how many branches you want it to have</comment></custom-block><block s="up"></block><block s="doWait"><l>1</l><comment w="90" collapsed="true">this just makes the diagram just wait a second beofre it draws the next pinwheel</comment></block><block s="setColor"><color>0,46,233,1</color></block><block s="doGotoObject"><l><option>random position</option></l><comment w="90" collapsed="true">This tells the code to randomly position the drawing, so every time that you click the green flag, it should have a new postition</comment></block><block s="down"></block><custom-block s="pinwheel, branches: %s"><l>20</l></custom-block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="U1L3-Pinwheel" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>