data:image/png;base64,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

Label #4C: Parameter of procedure.

Label #5: Selection in the procedure.Label #6: Iteration in the procedure.SpriteLabel #7: Output

data:image/png;base64,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17Score1You lose.8210-149You lose.8210-1491Lose