<snapdata remixID="10788154"><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 struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="70.31578947368416" y="-58.947368421050896" heading="5.684341886080801e-13" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="145,26,68,1" pen="tip" id="8"><costumes><list struct="atomic" id="9"></list></costumes><sounds><list struct="atomic" id="10"></list></sounds><blocks></blocks><variables></variables><scripts><script x="10" y="10"><block s="down"></block><block s="setColor"><color>145,26,68,1</color></block></script><script x="10" y="66.83333333333334"><block s="clear"></block></script><comment x="10" y="102.66666666666666" w="242.66666666666666" collapsed="true">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="10" y="134.6666666666667"><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="10" y="249.66666666666666"><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="10" y="364.66666666666686"><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="10" y="518.6666666666667"><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="633.6666666666666"><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="339" y="143.66666666666677"><custom-block s="pinwheel,branches: %s"><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;" 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="forward"><l>-70</l></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" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>