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