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.Script A.