<snapdata remixID="9724941"><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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</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="74.91618086500557" y="-84.64319595675966" heading="90" 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="16.201171875" y="10"><block s="down"></block><block s="setColor"><color>145,26,68,1</color></block></script><script x="16.201171875" y="61.66666666666666"><block s="clear"></block></script><comment x="620.201171875" y="49.66666666666666" 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="103.00000000000003"><block s="doGlide"><l>1</l><l>0</l><l>0</l></block></script><script x="110.86783854166674" y="254.16666666666654"><custom-block s="pinwheel, branches: %s"><l>3</l></custom-block></script><script x="111" y="309.66666666666663"><custom-block s="pinwheel, branches: %s"><l>4</l></custom-block></script><script x="112" y="361.66666666666663"><custom-block s="pinwheel, branches: %s"><l>5</l></custom-block></script><script x="107" y="419.66666666666663"><custom-block s="pinwheel, branches: %s"><l>6</l></custom-block></script><script x="109" y="474.66666666666663"><custom-block s="pinwheel, branches: %s"><l>12</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="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><variables></variables></project><media name="U1L3-Pinwheel" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>