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Script B.
The second hand on a clock must make 60 small turns to make a full rotation.Script c.makes a rectangleProject notes
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Retina display support
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Plain prototype labels
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Clicking sound
Turbo mode
Flat design
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Table support
Table lines
Visible stepping
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Prefer smooth animations
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Codification support
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