$The Klein race II#Marsoar#race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|5^252,396!9^336,348,1,0,12,16,1,0,-1!9^336,348,1,0,12,17,1,0,-1!9^336,348,0,1,13,16,0,-1,0!9^336,348,0,1,11,16,0,0,0!12^216,372!12^192,372!12^168,372!12^168,396!12^168,420!12^192,420!12^216,420!9^36,240,1,0,6,8,1,0,-1!9^36,240,1,0,3,8,1,0,-1!9^36,240,0,1,5,9,0,-1,0!9^36,240,0,1,5,6,0,-1,0!9^684,192,0,1,25,9,0,-1,0!9^684,192,0,1,25,6,0,-1,0!9^684,192,1,0,26,8,1,0,-1!9^684,192,1,0,23,8,1,0,-1!9^336,192,1,0,12,10,1,0,-1!9^336,192,1,0,12,11,1,0,-1!9^336,192,0,1,13,10,0,-1,0!9^336,192,0,1,11,10,0,0,0!3^360,396!3^480,324!3^552,252!9^228,192,1,0,10,6,1,0,-1!9^228,192,1,0,10,5,1,0,-1!9^228,192,0,1,11,5,0,-1,0!9^228,192,0,1,9,5,0,0,0!0^84,84!0^108,84!0^132,84!0^180,84!0^204,84!0^228,84!0^372,84!0^396,84!0^444,84!0^468,84!0^492,84!0^516,84!0^540,84!0^564,84!0^588,84!0^612,84!0^636,84!0^660,84!0^684,84!0^708,84!12^576,396!12^552,396!12^528,396!12^504,396!9^696,564,0,0,26,21,1,-1,0!9^696,564,0,0,26,19,1,-1,0!9^696,564,0,1,27,20,0,-1,0!9^696,564,0,1,24,20,0,0,0!9^732,372,1,0,28,15,1,0,-1!11^720,396,756,360!3^480,132!3^300,132!3^228,252!7^384,420,3!7^396,420,3!7^408,420,3!7^420,420,3!7^432,420,3!7^444,420,3!7^456,420,3!7^468,420,3!7^480,420,3!7^384,408,1!7^396,408,1!7^408,408,1!7^420,408,1!7^432,408,1!7^444,408,1!7^456,408,1!7^468,408,1!7^480,408,1!7^504,384,2!7^504,372,2!7^504,360,2!7^492,384,0!7^492,372,0!7^492,360,0!7^468,360,2!7^468,348,2!7^468,336,2!7^456,360,0!7^456,348,0!7^456,336,0!7^492,336,0!7^492,324,0!7^492,312,0!7^504,336,2!7^504,324,2!7^504,312,2!7^468,264,2!7^468,252,2!7^468,240,2!7^456,264,0!7^456,252,0!7^456,240,0!7^528,276,3!7^540,276,3!7^552,276,3!7^564,276,3!7^576,276,3!7^528,264,1!7^540,264,1!7^552,264,1!7^564,264,1!7^576,264,1!7^672,216,3!7^684,216,3!7^696,216,3!7^672,204,1!7^684,204,1!7^696,204,1!7^648,180,3!7^660,180,3!7^672,180,3!7^648,168,1!7^660,168,1!7^672,168,1!7^432,216,3!7^444,216,3!7^456,216,3!7^468,216,3!7^480,216,3!7^492,216,3!7^504,216,3!7^516,216,3!7^528,216,3!7^540,216,3!7^552,216,3!7^432,204,1!7^444,204,1!7^456,204,1!7^468,204,1!7^480,204,1!7^492,204,1!7^504,204,1!7^516,204,1!7^528,204,1!7^540,204,1!7^552,204,1!7^408,180,3!7^420,180,3!7^432,180,3!7^444,180,3!7^456,180,3!7^468,180,3!7^480,180,3!7^492,180,3!7^504,180,3!7^432,156,3!7^444,156,3!7^456,156,3!7^468,156,3!7^480,120,3!7^492,120,3!7^504,120,3!7^516,120,3!7^528,120,3!7^540,120,3!7^552,120,3!7^384,120,3!7^396,120,3!7^408,120,3!7^420,120,3!7^432,120,3!7^360,180,3!7^372,180,3!7^384,180,3!7^144,120,3!7^156,120,3!7^168,120,3!7^180,120,3!7^192,120,3!7^168,156,3!7^180,156,3!7^192,156,3!7^168,216,3!7^180,216,3!7^192,216,3!7^144,276,3!7^156,276,3!7^168,276,3!7^180,276,3!7^192,276,3!7^144,108,1!7^156,108,1!7^168,108,1!7^180,108,1!7^192,108,1!7^168,144,1!7^180,144,1!7^192,144,1!7^168,204,1!7^180,204,1!7^192,204,1!7^144,264,1!7^156,264,1!7^168,264,1!7^180,264,1!7^192,264,1!7^360,168,1!7^372,168,1!7^384,168,1!7^408,168,1!7^420,168,1!7^432,168,1!7^444,168,1!7^456,168,1!7^468,168,1!7^480,168,1!7^492,168,1!7^504,168,1!7^432,144,1!7^444,144,1!7^456,144,1!7^480,156,3!7^492,156,3!7^504,156,3!7^516,156,3!7^528,156,3!7^468,144,1!7^480,144,1!7^492,144,1!7^504,144,1!7^516,144,1!7^528,144,1!7^384,108,1!7^396,108,1!7^408,108,1!7^420,108,1!7^432,108,1!7^480,108,1!7^492,108,1!7^504,108,1!7^516,108,1!7^528,108,1!7^540,108,1!7^552,108,1!7^384,384,3!7^396,384,3!7^408,384,3!7^384,372,1!7^396,372,1!7^408,372,1!7^528,480,3!7^540,480,3!7^552,480,3!7^528,468,1!7^540,468,1!7^552,468,1!7^504,516,3!7^516,516,3!7^528,516,3!7^552,516,3!7^564,516,3!7^576,516,3!7^504,504,1!7^516,504,1!7^528,504,1!7^552,504,1!7^564,504,1!7^576,504,1!3^600,192!3^420,192!3^624,492|#