A game involves sliding a puck onto a surface. A player is awarded points depending on where the puck halts. The height of the 3 point rectangle is 1 foot, the height of the 2 point rectangle is 2 feet, and the height of the 1 point rectangle is 3 feet. Assume that the puck always lands on one of the rectangles, and it has an equal probability of landing on any point within the scoring rectangle. What is the probability the player will be awarded 1 point?

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