rank=0 bs=32 tensor([1280768, 1280776, 1280784, 1280792, 1280800, 1280808, 1280816, 1280824,
        1280832, 1280840, 1280848, 1280856, 1280864, 1280872, 1280880, 1280888,
        1280896, 1280904, 1280912, 1280920, 1280928, 1280936, 1280944, 1280952,
        1280960, 1280968, 1280976, 1280984, 1280992, 1281000, 1281008, 1281016])
rank=1 bs=32 tensor([1280769, 1280777, 1280785, 1280793, 1280801, 1280809, 1280817, 1280825,
        1280833, 1280841, 1280849, 1280857, 1280865, 1280873, 1280881, 1280889,
        1280897, 1280905, 1280913, 1280921, 1280929, 1280937, 1280945, 1280953,
        1280961, 1280969, 1280977, 1280985, 1280993, 1281001, 1281009, 1281017])
rank=2 bs=32 tensor([1280770, 1280778, 1280786, 1280794, 1280802, 1280810, 1280818, 1280826,
        1280834, 1280842, 1280850, 1280858, 1280866, 1280874, 1280882, 1280890,
        1280898, 1280906, 1280914, 1280922, 1280930, 1280938, 1280946, 1280954,
        1280962, 1280970, 1280978, 1280986, 1280994, 1281002, 1281010, 1281018])
rank=3 bs=32 tensor([1280771, 1280779, 1280787, 1280795, 1280803, 1280811, 1280819, 1280827,
        1280835, 1280843, 1280851, 1280859, 1280867, 1280875, 1280883, 1280891,
        1280899, 1280907, 1280915, 1280923, 1280931, 1280939, 1280947, 1280955,
        1280963, 1280971, 1280979, 1280987, 1280995, 1281003, 1281011, 1281019])
rank=4 bs=32 tensor([1280772, 1280780, 1280788, 1280796, 1280804, 1280812, 1280820, 1280828,
        1280836, 1280844, 1280852, 1280860, 1280868, 1280876, 1280884, 1280892,
        1280900, 1280908, 1280916, 1280924, 1280932, 1280940, 1280948, 1280956,
        1280964, 1280972, 1280980, 1280988, 1280996, 1281004, 1281012, 1281020])
rank=5 bs=32 tensor([1280773, 1280781, 1280789, 1280797, 1280805, 1280813, 1280821, 1280829,
        1280837, 1280845, 1280853, 1280861, 1280869, 1280877, 1280885, 1280893,
        1280901, 1280909, 1280917, 1280925, 1280933, 1280941, 1280949, 1280957,
        1280965, 1280973, 1280981, 1280989, 1280997, 1281005, 1281013, 1281021])
rank=6 bs=32 tensor([1280774, 1280782, 1280790, 1280798, 1280806, 1280814, 1280822, 1280830,
        1280838, 1280846, 1280854, 1280862, 1280870, 1280878, 1280886, 1280894,
        1280902, 1280910, 1280918, 1280926, 1280934, 1280942, 1280950, 1280958,
        1280966, 1280974, 1280982, 1280990, 1280998, 1281006, 1281014, 1281022])
rank=7 bs=32 tensor([1280775, 1280783, 1280791, 1280799, 1280807, 1280815, 1280823, 1280831,
        1280839, 1280847, 1280855, 1280863, 1280871, 1280879, 1280887, 1280895,
        1280903, 1280911, 1280919, 1280927, 1280935, 1280943, 1280951, 1280959,
        1280967, 1280975, 1280983, 1280991, 1280999, 1281007, 1281015, 1281023])
rank=0 bs=18 tensor([1281024, 1281032, 1281040, 1281048, 1281056, 1281064, 1281072, 1281080,
        1281088, 1281096, 1281104, 1281112, 1281120, 1281128, 1281136, 1281144,
        1281152, 1281160])
rank=1 bs=18 tensor([1281025, 1281033, 1281041, 1281049, 1281057, 1281065, 1281073, 1281081,
        1281089, 1281097, 1281105, 1281113, 1281121, 1281129, 1281137, 1281145,
        1281153, 1281161])
rank=2 bs=18 tensor([1281026, 1281034, 1281042, 1281050, 1281058, 1281066, 1281074, 1281082,
        1281090, 1281098, 1281106, 1281114, 1281122, 1281130, 1281138, 1281146,
        1281154, 1281162])
rank=3 bs=18 tensor([1281027, 1281035, 1281043, 1281051, 1281059, 1281067, 1281075, 1281083,
        1281091, 1281099, 1281107, 1281115, 1281123, 1281131, 1281139, 1281147,
        1281155, 1281163])
rank=4 bs=18 tensor([1281028, 1281036, 1281044, 1281052, 1281060, 1281068, 1281076, 1281084,
        1281092, 1281100, 1281108, 1281116, 1281124, 1281132, 1281140, 1281148,
        1281156, 1281164])
rank=5 bs=18 tensor([1281029, 1281037, 1281045, 1281053, 1281061, 1281069, 1281077, 1281085,
        1281093, 1281101, 1281109, 1281117, 1281125, 1281133, 1281141, 1281149,
        1281157, 1281165])
rank=6 bs=18 tensor([1281030, 1281038, 1281046, 1281054, 1281062, 1281070, 1281078, 1281086,
        1281094, 1281102, 1281110, 1281118, 1281126, 1281134, 1281142, 1281150,
        1281158, 1281166])
rank=7 bs=18 tensor([1281031, 1281039, 1281047, 1281055, 1281063, 1281071, 1281079, 1281087,
        1281095, 1281103, 1281111, 1281119, 1281127, 1281135, 1281143, 1281151,
        1281159,       0])