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*10This loop is a single game. This loop keeps going until you WIN or LOSE (a single game)*6After a single game ends, tell them they won or lost.Loop through, writing each letter of the hangman word one at a time in large size with space in between.005*,*,*,*,*cpiano,audio,jazz,awkward,goose