<snapdata remixID="10189124"><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="-185.34074173711008" y="-35.39058011260073" heading="300.0000000000007" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="145,25.999999999999986,67.99999999999994,1" 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="13.333333333333329"><block s="down"></block><block s="setColor"><color>145,26,68,1</color></block></script><script x="13.333333333333343" y="65"><block s="clear"></block></script><script x="13.333333333333343" y="95.66666666666666"><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="231.33333333333337" y="95" 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="186" y="309.66666666666663"><custom-block s="Make a %s %s sided pinwheel that is %s units long"><l>20</l><l>20</l><l>10</l></custom-block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Make a %&apos;NumCircle#&apos; %&apos;NumSides#&apos; sided pinwheel that is %&apos;sideLength#&apos; units long" type="command" category="control"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="gotoXY"><l>-200</l><l>0</l></block><block s="doRepeat"><block var="NumCircle#"/><script><block s="down"></block><block s="doRepeat"><block var="NumSides#"/><script><block s="forward"><block var="sideLength#"/></block><block s="forward"><block s="reportQuotient"><block s="reportProduct"><l>-2</l><block var="sideLength#"/></block><l>3</l></block></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="NumSides#"/></block></block></script></block><block s="up"></block><block s="turn"><l>15</l></block><block s="forward"><block var="sideLength#"/></block><block s="changePenHSVA"><l><option>hue</option></l><l>10</l></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>