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Alonzo Draw 8 steps that are 10 units long8Have Alonzo Draw 8 steps that are 10 units long8Have Alonzo Draw 8 steps that are 10 units long8Have Alonzo Draw 8 steps that are 10 units long8Have Alonzo Draw 8 steps that are 10 units long8Have Alonzo Draw 8 steps that are 10 units long