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Script B.
The second hand on a clock must make 60 small turns to make a full rotation.Project notes
Project name
User
Presentation mode
Language
Zoom blocks
Stage size
Stage scale
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 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
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