<snapdata remixID="9562500"><project name="U1L3-Pinwheel Art2" 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 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(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="247.66666666666666"><block s="doRepeat"><l>6</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>6</l></block></block></script></block></script><script x="268" y="256.66666666666663"><block s="doRepeat"><l>3</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>3</l></block></block></script></block></script><script x="279" y="127.66666666666666"><block s="doRepeat"><l>4</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>4</l></block></block></script></block></script><script x="39" y="387.66666666666663"><block s="doRepeat"><l>5</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>5</l></block></block></script></block></script><script x="304" y="392.66666666666663"><block s="doRepeat"><l>12</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>12</l></block></block></script></block></script><script x="16" y="86"><block s="receiveGo"></block><custom-block s="Pinwheel Branches %s %s %s"><l>5</l><l>100</l><l>20</l></custom-block><block s="up"></block><block s="turnLeft"><l>180</l></block><block s="forward"><l>100</l></block><block s="down"></block><custom-block s="Pinwheel Branches %s %s %s"><l>5</l><l>100</l><l>20</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; %&apos;size&apos; %&apos;backup&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="doRepeat"><block var="number of branches"/><script><block s="forward"><block var="size"/></block><block s="forward"><block s="reportProduct"><block var="backup"/><l>-1</l></block></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 Art2" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>