data:image/png;base64,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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 scaledata:image/png;base64,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 B.
The second hand on a clock must make 60 small turns to make a full rotation.