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
Have Alonzo Draw 8 steps that are 10 units long-23014020Have Alonzo Draw 8 steps that are 10 units long20Have Alonzo Draw 8 steps that are 10 units long-230-102020Have Alonzo Draw 8 steps that are 10 units long-240-10