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