<snapdata remixID="13831001"><project name="U1L3-Pinwheel" app="Snap! 10.1-dev, https://snap.berkeley.edu" 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</pentrails><costumes><list 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s="reportQuotient"><l>360</l><l>21</l></block></block></script></block></script><comment x="231.33333333333337" y="91.66666666666666" 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="26" y="232.6666666666666"><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="37" y="374.66666666666663"><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="290" y="222.6666666666666"><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="302" y="376.66666666666663"><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="220" y="500.6666666666668"><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></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="U1L3-Pinwheel" app="Snap! 10.1-dev, https://snap.berkeley.edu" version="2"></media></snapdata>