<snapdata remixID="10785679"><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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(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="76" y="80.16666666666654"><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>21</l></block></block></script></block></script><script x="252.33333333333337" y="13.000000000000057"><block s="setColor"><color>145,26,68,1</color></block></script><script x="244" y="376.9999999999998"><block s="gotoXY"><l>0</l><l>0</l></block></script><script x="29.99999999999997" y="213.66666666666654"><block s="doRepeat"><block var="number of branches"/><script><block s="setColor"><color>255,55,237,1</color></block><block s="forward"><l>150</l></block><block s="doWait"><l>.1</l></block><block s="forward"><l>-40</l></block><block s="doWait"><l>.1</l></block><block s="turn"><block s="reportQuotient"><l></l><block var="number of branches"/></block></block></script></block></script><script x="66" y="425.00000000000045"><block s="doRepeat"><l>8</l><script><block s="setColor"><color>22,255,235,1</color></block><block s="forward"><block var="number of branches"/></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><script x="96" y="636.6666666666649"><block s="doRepeat"><block var="number of branches"/><script><block s="setColor"><color>145,26,68,1</color></block><block s="forward"><l>200</l></block><block s="doWait"><l>.1</l></block><block s="forward"><l>-60</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><script x="493.0000000000002" y="738.9999999999989"><block s="doRepeat"><block var="number of branches"/><script><block s="setColor"><color>247,255,52,1</color></block><block s="forward"><l>250</l></block><block s="doWait"><l>.1</l></block><block s="forward"><l>-30</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><script x="720" y="169.3333333333333"><block s="down"></block><custom-block s="pinwheel, branches: %s branch size %s number of pinwheels %s"><l>5</l><l>20</l><l>5</l></custom-block></script><script x="516.3333333333335" y="10"><block s="clear"></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="pinwheel, branches: %&apos;number of branches&apos; branch size %&apos;branch size&apos; number of pinwheels %&apos;number of pinwheels&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 pinwheels"/><script><block s="doRepeat"><block var="number of branches"/><script><block s="setColor"><color>90,255,55,1</color></block><block s="forward"><block var="branch size"/></block><block s="doWait"><l>.1</l></block><block s="forward"><l>-30</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><block s="doChangeVar"><l>number of branches</l><l>1</l></block><block s="doChangeVar"><l>branch size</l><l>20</l></block></script></block></script><scripts><script x="290.5859375" y="123.16666666666669"><block s="reportQuotient"><block var="branch size"/><l>-2</l></block></script></scripts></block-definition></blocks><variables></variables></project><media name="U1L3-Pinwheel" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>