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

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 scale