data:image/png;base64,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 will stamp text on the stage at the given font size. The direction of the text is the direction the sprite is facing, and color will match the pen color.Hello!121datamapmany1data 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gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==Ben Bitdiddle,computer wizard,60000Alyssa P Hacker,computer programmer,40000Cy D Fect,computer programmer,35000Lem E Tweakit,computer technician,25000Louis Reasoner,computer programmer trainee,30000Oliver Warbucks,big wheel,650000Eben Scrooge,chief accountant,75000Robert Cratchet,accounting scrivener,18000Aull DeWitt,secretary,25000308000,Ben Bitdiddle,Alyssa P Hacker,Cy D Fect,Lem E Tweakit,Louis Reasoner,Eben Scrooge,Robert Cratchet,Aull DeWitt650000,Oliver Warbucks48382.8125