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B.
The second hand on a clock must make 60 small turns to make a full rotation.Project notes
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Retina display support
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Inheritance supportPresentation mode
Retina display support
Long form input dialog
Plain prototype labels
Input sliders
Execute on slider change
Clicking sound
Turbo mode
Flat design
Keyboard editing
Table support
Table lines
Visible stepping
Thread safe scripts
Prefer smooth animations
Flat line ends
Codification support
Inheritance supportProject notes
Project name
Language
Zoom blocks
Stage size
Stage scale