{"schema":1,"kind":"maker","mode":"screenshot","locale":"en","title":"Complete a screenshot guide with PDF Desk","summary":"Follow actual PDF Desk workbench captures: replace an image, enter instructions, reorder and review/save. The Mora artwork is a fictional teaching example.","steps":[{"title":"Choose / replace image","caption":"In the workbench, choose Choose / replace image and select your PNG or JPEG. This is the actual PDF Desk replacing an original fictional Mora screen. Operating-system file pickers 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","fit":"fit"},{"title":"Enter Step title and Instructions / observations","caption":"Use an action as the Step title and a completion check in Instructions / observations. This example asks the reader to check both On and the saved confirmation.","image":"data:image/png;base64,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","fit":"fit"},{"title":"Reorder with ↑ and ↓","caption":"The ↓ button moves this step down by one position. Check the 02 label and title to confirm the image and caption moved together. The ↑ button moves it in the opposite 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