<snapdata remixID="12246184"><project name="U1L3-Pinwheel" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="U1L3-Pinwheel"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="pinwheel, branches" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs></block-definition><block-definition s="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="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></script></block-definition></blocks><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" 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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="31" y="827.6666666666666"><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="26.333333333333343" y="71.83333333333337"><block s="clear"></block><custom-block s="pinwheel, branches: %s"><l>3</l></custom-block></script><script x="26" y="144.16666666666669"><block s="clear"></block><custom-block s="pinwheel, branches: %s"><l>5</l></custom-block></script><script x="57" y="729.6666666666666"><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="14" y="637.6666666666666"><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="40" y="540.6666666666667"><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="10" y="437"><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="36.33333333333337" y="327.33333333333337"><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><script x="67" y="271.1666666666667"><block s="clear"></block><custom-block s="pinwheel, branches: %s"><l>21</l></custom-block></script><script x="19" y="224.16666666666669"><block s="clear"></block><custom-block s="pinwheel, branches: %s"><l>12</l></custom-block></script><script x="68" y="188.16666666666669"><block s="clear"></block><custom-block s="pinwheel, branches: %s"><l>6</l></custom-block></script><script x="86" y="116.16666666666669"><block s="clear"></block><custom-block s="pinwheel, branches: %s"><l>4</l></custom-block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="U1L3-Pinwheel" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>