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 Alonzo Draw 8 steps that are 10 units long-230-17090239,249,0,124201Have Alonzo Draw 8 steps that are 10 units long-220-16090239,249,0,124201Have Alonzo Draw 8 steps that are 10 units long-210-15090239,249,0,124201Have Alonzo Draw 8 steps that are 10 units long-200-14090239,249,0,124201Have Alonzo Draw 8 steps that are 10 units long-190-13090239,249,0,124201Have Alonzo Draw 8 steps that are 10 units long-180-12090239,249,0,124201Have Alonzo Draw 8 steps that are 10 units long-170-11090239,249,0,124201Have Alonzo Draw 8 steps that are 10 units long-160-10090239,249,0,124201Have Alonzo Draw 8 steps that are 10 units long-150-9090239,249,0,124201Have Alonzo Draw 8 steps that are 10 units long-140-8090239,249,0,124201Have Alonzo Draw 8 steps that are 10 units long-130-7090239,249,0,124201Have Alonzo Draw 8 steps that are 10 units long-120-6090239,249,0,124201Have Alonzo Draw 8 steps that are 10 units long-110-5090239,249,0,124201Have Alonzo Draw 8 steps that are 10 units long-100-4090239,249,0,124201Have Alonzo Draw 8 steps that are 10 units long-90-3090239,249,0,124201Have Alonzo Draw 8 steps that are 10 units long-80-2090239,249,0,124201Have Alonzo Draw 8 steps that are 10 units long-70-1090239,249,0,124201Have Alonzo Draw 8 steps that are 10 units long-60090239,249,0,124201Have Alonzo Draw 8 steps that are 10 units long-501090239,249,0,124201Have Alonzo Draw 8 steps that are 10 units long-402090239,249,0,124201Have Alonzo Draw 8 steps that are 10 units long-303090239,249,0,124201Have Alonzo Draw 8 steps that are 10 units long-204090239,249,0,124201Have Alonzo Draw 8 steps that are 10 units long