<snapdata remixID="11005408"><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" id="1"><pentrails>data:image/png;base64,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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="3.9999999999995453" y="70.00000000000011" heading="90.00000000000023" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="25.999999999999986,115.59999999999994,145,1" 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="10" y="53.66666666666666"><block s="doRepeat"><l>21</l><script><block s="forward"><l>100</l></block><block s="forward"><l>-70</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>21</l></block></block></script></block></script><comment x="228" y="53" 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="41" y="219.99999999999997"><block s="gotoXY"><l>4</l><l>70</l></block><block s="setHeading"><l>90</l></block><block s="clear"></block><block s="down"></block><custom-block s="Circle %s %s"><l>11</l><l>4</l><comment w="90" collapsed="false">First block= The number of sides the polygon will have&#xD;Second block= The number of branches the pinwheel will have</comment></custom-block></script></scripts></sprite><watcher var="Angle" style="normal" x="13.249999999999886" y="13.25" color="243,118,29"/><watcher var="NumbSides" style="normal" x="13.249999999999886" y="41.07500264999996" color="243,118,29"/><watcher var="Length" style="normal" x="13.249999999999886" y="68.90000529999996" color="243,118,29"/><watcher var="Pinwheels" style="normal" x="13.249999999999886" y="96.72500794999995" color="243,118,29"/><watcher scope="Sprite" s="xPosition" style="normal" x="13.249999999999886" y="124.55001059999995" color="74,108,212" hidden="true"/><watcher scope="Sprite" s="yPosition" style="normal" x="13.249999999999886" y="152.37501324999997" color="74,108,212" hidden="true"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Pinwheel" type="command" category="control"><header></header><code></code><translations></translations><inputs></inputs><script><block s="down"></block><block s="doRepeat"><block var="Pinwheels"/><script><block s="changePenHSVA"><l><option>hue</option></l><l>20</l></block><block s="forward"><l>50</l></block><block s="doWait"><l>.1</l></block><block s="forward"><l>-25</l></block><block s="doWait"><l>.1</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="Pinwheels"/></block></block></script></block></script></block-definition><block-definition s="Circle %&apos;NumbSides&apos; %&apos;NumberOfPinwheels&apos;" type="command" category="control"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doSetVar"><l>Angle</l><block s="reportQuotient"><l>360</l><block var="NumbSides"/></block></block><block s="doSetVar"><l>Pinwheels</l><block var="NumberOfPinwheels"/></block><block s="doRepeat"><block var="NumbSides"/><script><block s="turn"><block var="Angle"/></block><block s="up"></block><block s="forward"><l>60</l></block><custom-block s="Pinwheel"></custom-block></script></block></script></block-definition></blocks><variables><variable name="Angle"><l>32.72727272727273</l></variable><variable name="NumbSides"><l>0</l></variable><variable name="Length"><l>0</l></variable><variable name="Pinwheels"><l>4</l></variable></variables></project><media name="U1L3-Pinwheel" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>