<snapdata remixID="9318990"><project name="wind mill " app="Snap! 5.4, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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" id="10"/></item></list></costumes><sounds><list struct="atomic" id="11"></list></sounds><blocks></blocks><variables><variable name="spin speed"><l>11.25</l></variable></variables><scripts><script x="41" y="54"><block s="receiveGo"></block><block s="doSetVar"><l>spin speed</l><l>0</l></block><block s="doForever"><script><block s="turn"><block var="spin speed"/></block><block s="doSetVar"><l>spin speed</l><block s="reportProduct"><block var="spin speed"/><l>0.98</l></block></block><block s="doIf"><block s="reportLessThan"><block var="spin speed"/><l>0.5</l></block><script><block s="doSetVar"><l>spin speed</l><l>0</l></block></script></block></script></block></script><script x="78" y="325"><block s="receiveInteraction"><l><option>clicked</option></l></block><block s="doIf"><block s="reportLessThan"><block var="spin speed"/><l>5</l></block><script><block s="doSetVar"><l>spin speed</l><l>5</l></block></script></block><block s="doSetVar"><l>spin speed</l><block s="reportProduct"><block var="spin speed"/><l>1.5</l></block></block></script></scripts></sprite><watcher scope="Sprite" var="spin speed" style="normal" x="10" y="10" color="243,118,29"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables></variables></project><media name="wind mill " app="Snap! 5.4, http://snap.berkeley.edu" version="1"></media></snapdata>