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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 support

Presentation 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 support

Project notes Project name Language Zoom blocks Stage size Stage 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Script B. The second hand on a clock must make 60 small turns to make a full rotation.