data:image/png;base64,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data:image/png;base64,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 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
Prefer smooth animations
Flat line ends
Codification support
Inheritance supportProject notes
Project name
Language
Zoom blocks
Stage size
Stage scale