<snapdata remixID="10745099"><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" 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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="10.74358974358978" y="198.1794871794871"><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="268.43589743589763" y="197.41025641025627"><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="267.66666666666686" y="320.48717948717945"><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="514.5897435897436" y="203.56410256410246"><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="13.0512820512821" y="323.56410256410254"><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="234.7435897435899" y="10.358974358974422"><block s="gotoXY"><l>0</l><l>0</l></block></script><script x="509.61538461538476" y="329.66666666666663"><custom-block s="(1) pinwheel, branches: %s"><l>14</l></custom-block></script><script x="12.30769230769232" y="10"><block s="down"></block><block s="setColor"><color>145,26,68,1</color></block></script><script x="155.76923076923111" y="21.46153846153838"><block s="clear"></block></script><script x="509.3846153846155" y="384.7435897435896"><block s="receiveGo"></block><custom-block s="(2) pinwheel, branches: %s"><l>16</l></custom-block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="(1) 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="clear"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="down"></block><block s="setColor"><color>145,26,68,1</color></block><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><block s="up"></block></script></block-definition><block-definition s="(2) 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="clear"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="down"></block><block s="setColor"><color>145,26,68,1</color></block><block s="doRepeat"><block var="number of branches"/><script><block s="forward"><l>100</l></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><block s="up"></block></script></block-definition></blocks><variables></variables></project><media name="U1L3-Pinwheel" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>