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Script B.
The second hand on a clock must make 60 small turns to make a full rotation.This makes a squareProject notes
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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
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