Newform data - 2178.4.a.bc

Formats: - HTML - YAML - JSON - 2026-10-05T22:54:23.790326

• mf_newforms •

  Column	Type
  Nk2	integer
  analytic_conductor	double precision
  analytic_rank	smallint
  analytic_rank_proved	boolean
  artin_degree	integer
  artin_field	numeric[]
  artin_field_label	text
  artin_image	text
  atkin_lehner_eigenvals	integer[]
  atkin_lehner_string	text
  char_conductor	integer
  char_degree	integer
  char_is_minimal	boolean
  char_is_real	boolean
  char_orbit_index	smallint
  char_orbit_label	text
  char_order	integer
  char_parity	smallint
  char_values	jsonb
  cm_discs	integer[]
  conrey_index	integer
  dim	integer
  embedded_related_objects	text[]
  field_disc	numeric
  field_disc_factorization	numeric[]
  field_poly	numeric[]
  field_poly_is_cyclotomic	boolean
  field_poly_is_real_cyclotomic	boolean
  field_poly_root_of_unity	integer
  fricke_eigenval	smallint
  has_non_self_twist	smallint
  hecke_cutters	jsonb
  hecke_orbit	integer
  hecke_orbit_code	bigint
  hecke_ring_generator_nbound	integer
  hecke_ring_index	numeric
  hecke_ring_index_factorization	numeric[]
  hecke_ring_index_proved	boolean
  inner_twist_count	integer
  inner_twists	integer[]
  is_cm	boolean
  is_largest	boolean
  is_maximal	boolean
  is_polredabs	boolean
  is_rm	boolean
  is_self_dual	boolean
  is_self_twist	boolean
  is_twist_minimal	boolean
  label	text
  level	integer
  level_is_powerful	boolean
  level_is_prime	boolean
  level_is_prime_power	boolean
  level_is_prime_square	boolean
  level_is_square	boolean
  level_is_squarefree	boolean
  level_primes	integer[]
  level_radical	integer
  minimal_twist	text
  nf_label	text
  prim_orbit_index	smallint
  projective_field	numeric[]
  projective_field_label	text
  projective_image	text
  projective_image_type	text
  qexp_display	text
  related_objects	text[]
  relative_dim	integer
  rm_discs	integer[]
  sato_tate_group	text
  self_twist_discs	integer[]
  self_twist_type	smallint
  space_label	text
  trace_display	numeric[]
  trace_hash	bigint
  trace_moments	numeric[]
  trace_zratio	numeric
  traces	numeric[]
  weight	smallint
  weight_parity	smallint

  
  {'Nk2': 34848, 'analytic_conductor': 128.50615999250306, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [3, -1], [11, 1]], 'atkin_lehner_string': '+-+', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [2178, 1, [1937, 1333], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 2, 'field_disc': 12, 'field_disc_factorization': [[2, 2], [3, 1]], 'field_poly': [-3, 0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': True, 'field_poly_root_of_unity': 12, 'fricke_eigenval': -1, 'has_non_self_twist': 0, 'hecke_cutters': [[5, [-39, -6, 1]], [7, [6, 1]], [17, [225, -60, 1]]], 'hecke_orbit': 29, 'hecke_orbit_code': 126100789633484930, 'hecke_ring_generator_nbound': 13, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '2178.4.a.bc', 'level': 2178, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 11], 'level_radical': 66, 'minimal_twist': '726.4.a.j', 'nf_label': '2.2.12.1', 'prim_orbit_index': 1, 'qexp_display': 'q-2q^{2}+4q^{4}+(3+4\\beta )q^{5}-6q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '3.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '2178.4.a', 'trace_display': [-4, 0, 6, -12], 'trace_hash': 1934067333788960736, 'trace_moments': [0, {'__RealLiteral__': 0, 'data': '1.996', 'prec': 14}, 0, {'__RealLiteral__': 0, 'data': '9.826', 'prec': 14}, 0, {'__RealLiteral__': 0, 'data': '66.578', 'prec': 17}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.002', 'prec': 4}, 'traces': [2, -4, 0, 8, 6, 0, -12, -16, 0, -12, 0, 0, 60, 24, 0, 32, 60, 0, -120, 24, 0, 0, 48, 0, -136, -120, 0, -48, -144, 0, 176, -64, 0, -120, -36, 0, 14, 240, 0, -48, -108, 0, -612, 0, 0, -96, 792, 0, -614, 272, 0, 240, 378, 0, 0, 96, 0, 288, 744, 0, -888, -352, 0, 128, 876, 0, 8, 240, 0, 72, 192, 0, 48, -28, 0, -480, 0, 0, -2040, 96, 0, 216, 672, 0, -180, 1224, 0, 0, -1326, 0, -360, 192, 0, -1584, -552, 0, 1666, 1228, 0, -544, 960, 0, 832, -480, 0, -756, -804, 0, -2196, 0, 0, -192, 654, 0, -96, -576, 0, -1488, -360, 0, 0, 1776, 0, 704, -582, 0, -2232, -256, 0, -1752, 1020, 0, 720, -16, 0, -480, -3156, 0, -1860, -144, 0, -384, 0, 0, -1080, -96, 0, 56, 3960, 0, -4776, 960, 0, 0, -2640, 0, 1508, 4080, 0, -192, -288, 0, -536, -432, 0, -1344, 1428, 0, 2452, 360, 0, -2448, 144, 0, 816, 0, 0, 2652, -3480, 0, 2566, 720, 0, -384, 1338, 0, 0, 3168, 0, 1104, 3000, 0, -696, -3332, 0, -2456, 3888, 0, 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2592, 19496, 0, 9600, 0, 0, 21948, -50496, 0, 60120, 26040, 0, 244500, 18096, 0, 0, 500016, 0, 272840, 39744, 0, -58560, -155748, 0, 127586, -15300, 0, 48960, 151608, 0, -5952, -29088, 0, -16344, -1368, 0, 70932, 0, 0, -29760, 136536, 0, 54360, -105408, 0, -5712, 68784, 0, 0, -44616, 0, -156960, 173484, 0, 57396, -2304, 0, 83328, -169272, 0, 82734, -113504, 0, 73920, 407304, 0, 51084, 33552, 0, 29472, 0, 0, -54168, 105888, 0, 80232, 17280, 0, -100320, 100512, 0, 0, 63744, 0, -247814, 116856, 0, -6144, 107832, 0, -576, 89952, 0, 11400, -271188, 0, -62330, -6432, 0, -75408, -24264, 0, -19332, 0, 0, -93396, 168264, 0, 68242, 83072, 0, -5184, 186972, 0, 0, -18816, 0, -176688, -243144, 0, -130176, -88072, 0, 61544, -197760, 0, -53720, 53408, 0, -32496, 25464, 0, 60960, -120768, 0, -17280, 0, 0, 51840, -16128, 0, -237552, -336864, 0, -26280, 66888, 0, 0, -131844, 0, 34368, -1536, 0, 17136, 136584, 0, 127678, 96560, 0, 18432, -9648, 0, 47848, 16992, 0, 90432, 160728, 0, -185064, 0, 0, -16896, 271434, 0, 106128, -5952, 0, 109908, -146880, 0, 0, 29424, 0, 896, -4872, 0, -186420, -46800, 0, 30216, 68520, 0, -150116, -49572, 0, 4320, -137430, 0, 47376, 63360, 0, 120108, 0, 0, -25788, -65664, 0, 2400, 130500, 0, 134604, -71712, 0, 0, -80880, 0, 163802, -35520, 0, 15552, 73200, 0, 6048, -29376, 0, 29184, 212592, 0, 131808, -121320, 0, -76416, -240756, 0, -1116, 0, 0, 1728, -87144, 0, -182408, -17624, 0, 19680, 74592, 0, 0, 15360, 0, 138840, -12288, 0, 163752, 7776, 0, 49728, 302568, 0, 74808, 136800, 0, 59952, 22368, 0, -74976, -83504, 0, -39792, 0, 0, -151200, -68832, 0, -47520, 198012, 0, -64656, -110040, 0, 0, 810, 0, 241304, 162072, 0, 124992, 36756, 0, 62690, -89708, 0, -11360, -15984, 0, 21440, -42240, 0, 20880, 304368, 0, 84384, 0, 0, -54720, -48528, 0, 227448, 31824, 0, -127008, -57936, 0, 0, 816, 0, -6184, 141192, 0, -30396, 29264, 0, -41760, -50244, 0, 179742, 57936, 0, 24128, 4824, 0, 94860, -17760, 0, -145488, 0, 0, 141576, 67080, 0, -100960, -134400, 0, 36804, 65280, 0, 0, -157440, 0, 108810, 30792, 0, -1824, -183024, 0, -279848, -22560, 0, -147312, 234120, 0, -32028, 7296, 0, -73680, 62496, 0, 30360, 0, 0, -134616, -19872, 0, 36674, 91792, 0, -3072, 382338, 0, 0, -185592, 0, 53352, -115560, 0, 83568, -170748, 0, -121664, 325248, 0, 3040, -4608, 0, -154632, -170136, 0, 43308, -204112, 0, 23040, 0, 0, 223044, 25440, 0, 16056, -10884, 0, -28848, 72048, 0, 0, -116046, 0, -29544, -768, 0, -15348, 225840, 0, 42684, -44128, 0, -8576, 7068, 0, -70704, -9744, 0, 211392, -139488, 0, -187584, 0, 0, -13104, -123804, 0, 378288, -6912, 0, 109440, -196296, 0, 0, 22752, 0, 38016, 165138, 0, -75240, 180576, 0, 768, 54108, 0, 63024, -77356, 0, 18248, -79266, 0, 115356, 81280, 0, -10800, 0, 0, 30000, -191376, 0, -21504, 370056, 0, 9876, 13248, 0, 0, -350400, 0, -177714, -82368, 0, -7344, 86280, 0, 230792, 22848, 0, 36000, 163536, 0, -49766, -193992, 0, -12864, 31248, 0, -411240, 0, 0, 98640, -92280, 0, -327812, 56052, 0, -48000, 232548, 0, 0, 141504, 0, -35520, -136968, 0, 43104, -8352, 0, 39232, -93288, 0, -149152, 71328, 0, -49416, 140808, 0, 46896, -43152, 0, -39984, 0, 0, -46932, 5760, 0, 11760, 25884, 0, 143424, 133488, 0, 0, 447138, 0, 24208, -33984, 0, -148176, -14208, 0, -14040, 167424, 0, -110832, 64344, 0, -26760, -62400, 0, 241404, -42012, 0, -1116, 0, 0, -39168, 48846, 0, 82512, 195696, 0, 46656, -371712, 0, 0, 108600, 0, 69856, 55728, 0, -56772, 2304, 0, -162312, 108660, 0, 272304, 18432, 0, 99456, 280764, 0, -7548, 74832, 0, -214848, 0, 0, 81072, 38688, 0, 24840, 184272, 0, -46800, 99744, 0, 0, -417096, 0, -7166, -48024, 0, 13056, -84828, 0, -9664, 56640, 0, 24864, 35964, 0, 53624, 106128, 0, -13728, -42192, 0, 143244, 0, 0, -51420, 189168, 0, 106128, -100800, 0, 49008, 64104, 0, 0, -23040, 0, 102840, -242928, 0, -207360, 146028, 0, -19600, 190920, 0, 56880, 112512, 0, -88416, -485208, 0, 149544, 325936, 0, 42432, 0, 0, 163716, 48576, 0, 357840, 160596, 0, 363864, 28488, 0, 0, 92454, 0, 59328, -55680, 0, -6588, -404928, 0, 301344, -34128, 0, 6432, -83040, 0, 28032, 199968, 0, 78336, 252036, 0, -49968, 0, 0, -19968, 275982, 0, -30128, 49072, 0, 83256, -228408, 0, 0, 68304, 0, 41056, -7740, 0, 22224, 23616, 0, -196992, -121188, 0, 36288, -246356, 0, -33664, -148182, 0, 373932, 11520, 0, -44352, 0, 0, -420120, 85392, 0, -26496, -56208, 0, -57048, -30240, 0, 0, -4464, 0, 8640, 21456, 0, 109872, 87696, 0, -94968, 111424, 0, -301632, 135396, 0, -204120, 136944, 0, -6144, 160512, 0, -122268, 0, 0, 119040, -467856, 0, -325298, 33840, 0, -83808, -212430, 0, 0, 21408, 0, 81816, 146328, 0, -245556, 49664, 0, 18144, -125352, 0, -99968, -67248, 0, -10056, 37440, 0, 419856, 78200, 0, 58176, 0, 0, -68592, -94272, 0, 29616, -126972, 0, 272616, -17208, 0, 0, -85752, 0, -294840, 19296, 0, -199632, 305868, 0], 'weight': 4, 'weight_parity': 1}
• mf_hecke_nf •

  Column	Type
  an	jsonb
  ap	jsonb
  char_orbit_index	smallint
  field_poly	numeric[]
  hecke_orbit_code	bigint
  hecke_ring_character_values	jsonb
  hecke_ring_cyclotomic_generator	integer
  hecke_ring_denominators	numeric[]
  hecke_ring_inverse_denominators	numeric[]
  hecke_ring_inverse_numerators	numeric[]
  hecke_ring_numerators	numeric[]
  hecke_ring_power_basis	boolean
  hecke_ring_rank	integer
  label	text
  level	integer
  maxp	integer
  weight	smallint

  
  {'an': [[1, 0], [-2, 0], [0, 0], [4, 0], [3, 4], [0, 0], [-6, 0], [-8, 0], [0, 0], [-6, -8], [0, 0], [0, 0], [30, 29], [12, 0], [0, 0], [16, 0], [30, -15], [0, 0], [-60, -8], [12, 16], [0, 0], [0, 0], [24, -10], [0, 0], [-68, 24], [-60, -58], [0, 0], [-24, 0], [-72, -27], [0, 0], [88, -132], [-32, 0], [0, 0], [-60, 30], [-18, -24], [0, 0], [7, 54], [120, 16], [0, 0], [-24, -32], [-54, -105], [0, 0], [-306, -120], [0, 0], [0, 0], [-48, 20], [396, 60], [0, 0], [-307, 0], [136, -48], [0, 0], [120, 116], [189, 216], [0, 0], [0, 0], [48, 0], [0, 0], [144, 54], [372, -62], [0, 0], [-444, -148], [-176, 264], [0, 0], [64, 0], [438, 207], [0, 0], [4, 66], [120, -60], [0, 0], [36, 48], [96, -610], [0, 0], [24, 132], [-14, -108], [0, 0], [-240, -32], [0, 0], [0, 0], [-1020, -132], [48, 64], [0, 0], [108, 210], [336, -336], [0, 0], [-90, 75], [612, 240], [0, 0], [0, 0], [-663, 322], [0, 0], [-180, -174], [96, -40], [0, 0], [-792, -120], [-276, -264], [0, 0], [833, -480], [614, 0], [0, 0], [-272, 96]], 'ap': [[-2, 0], [0, 0], [3, 4], [-6, 0], [0, 0], [30, 29], [30, -15], [-60, -8], [24, -10], [-72, -27], [88, -132], [7, 54], [-54, -105], [-306, -120], [396, 60], [189, 216], [372, -62], [-444, -148], [4, 66], [96, -610], [24, 132], [-1020, -132], [336, -336], [-663, 322], [833, -480], [480, -480], [416, 414], [-402, 756], [-1098, -41], [327, 754], [-1116, 44], [510, -264], [-1578, -760], [-930, 1012], [1980, 111], [-2388, -308], [754, -456], [-268, -1386], [714, -156], [72, 2316], [-1740, -1336], [1283, -1506], [1500, 1232], [-348, 1153], [1944, 1527], [1612, 726], [1410, -640], [92, 96], [-2682, -1764], [4927, 714], [-3018, -639], [-2832, 2076], [3984, -1604], [-1668, -790], [-675, 3726], [-3048, 288], [-3519, -288], [-3642, 1940], [1818, 2927], [-4620, -1056], [-6282, -572], [-1152, -159], [4302, -2344], [3420, 1584], [-1829, -4908], [114, -3496], [-5080, 2076], [-8844, -1187], [-6216, 984], [-6234, 157], [-3063, 1214], [-402, -2124], [-6964, -1194], [5892, -2016], [-2500, -4038], [-2604, -3850], [-2157, 1012], [629, 5526], [-2997, 270], [-4944, 2345], [-7308, -582], [10189, 3234], [-1638, 8604], [2009, 4596], [-3276, 1904], [-1896, 226], [-267, 3514], [-9288, 1311], [3708, -6351], [812, 858], [984, 1186], [6834, 3900], [-11720, 2418], [1344, -6636], [-12752, 774], [-6078, 5472], [-17274, 2984], [-7350, 3616], [-4080, -4792], [-7212, -2084], [1200, -892], [-13176, 6672], [4194, 4920], [11244, 3420], [-9426, 9048], [7693, 9576], [2124, -4488], [-5850, -8769], [-8964, -10044], [1944, -9485], [2460, 9032], [-4974, 2853], [20259, 1314], [-1420, -10230], [-12620, -2010], [-23199, -1046], [-15208, 1896], [3180, 5416], [-1218, -8320], [22572, -1380], [2281, -1914], [-6000, 1404], [8916, -10227], [-4248, 438], [8732, -1614], [7080, -6381], [-2450, 3552], [24996, -1766], [-4208, -6018], [13734, -8469], [-10476, -6740], [-8406, 4056], [-8204, 6258], [-7427, 8442], [10302, 1071], [5988, -6693], [-4986, 3336], [11832, -12308], [-12414, -5128], [23844, -10800], [16200, 11992], [2856, 6960], [-4588, 13698], [-5622, -7008], [16553, 5634], [34008, -1696], [13962, 13311], [1500, 2772], [-17512, -7290], [-21132, 14982], [41766, 4067], [16935, -9586], [-16796, 3960], [966, 3516], [11672, 7554], [-16452, -17838], [14238, -21944], [7155, 22650], [22632, -4227], [-30564, -5169], [-35760, -1822], [18822, 1491], [12534, 21020], [1680, -24046], [47283, -886], [14244, -3256], [22852, -780], [17334, -9763], [7536, -16009], [-13866, -17744], [12774, -23844], [23426, 8136], [11676, 25224], [12828, -22381], [13160, 8328], [14703, -18286], [25560, -7612], [-19239, 17668], [-4494, 28684], [-1170, 19583], [-24380, 3768], [-28164, 14700], [-4874, -29904], [-15030, 18741], [14640, 27788], [4086, -15912], [11154, 31], [28376, 5772], [-26472, 6667], [44172, -5604], [22018, 20136], [59388, 9648], [-24140, 180], [-27477, 5268], [-7554, 6636], [-30027, -3646], [8880, -15923], [4406, 13776], [-34710, 6843], [-14988, -29880], [11880, -14664], [27510, 212], [22427, 18210], [-204, 47637], [36372, -6200], [33654, 30352], [-22948, 10044], [-13338, -36168], [38658, 7101], [51028, 19368], [-18012, 6113], [3837, 26668], [11032, 9072], [-52848, -16818], [-192, 35556], [19339, -3180], [47844, -776], [-2940, -40776], [37044, -15714], [-60351, 21700], [-27150, -37047], [12006, 25404], [12855, -38906], [-81484, 11022], [-89460, 2844], [-7122, -30815], [1647, -28986], [-19584, 12696], [-17076, 47548], [49248, 6480], [61589, -366], [-21348, -5884], [-34236, -3320], [-20454, 3387], [-12416, -24378], [2514, -1380], [-19550, 37368], [-7404, -25479], [49908, 34198], [-56760, -28640], [-1956, -1570], [17232, -35312], [3916, -2064], [15721, -52902], [10956, 22008], [77478, -6912], [-46988, -636], [-35748, 39684], [-82440, -11628], [45066, 20376], [-54180, 19648], [27894, -15555], [-10452, 1202], [11887, -38340], [4488, 38751], [25050, 29724], [-24859, 37734], [-54216, 10956], [44643, -12968], [38088, 47788], [-29964, -19052], [10842, -17268], [-66018, -4293], [34356, 50176], [23301, 39042], [33544, -43398], [83946, 5584], [76170, -21032], [-88488, 11044], [-56616, 24960], [48881, -10374], [-13408, 49608], [40285, 23796], [43860, 32468], [78048, -11948], [-20912, 28542], [-2724, -71324], [-92142, -22689], [-56520, -17260], [-21642, -8568], [-128454, -4764], [74680, -19338], [25572, 36888], [48966, -581], [8958, -3552], [15780, 21604], [-28450, 32880], [-36552, 40692], [-51548, -27906], [79158, -22869], [11091, -71972], [38088, 70008], [9822, -36969], [-120828, 15072], [-52092, -16740], [-21240, -37188], [45940, 21126], [127149, -6112], [-27132, 77976], [18444, -36480], [-13272, -54608], [5652, 84771], [-102618, 21740], [-5688, -74154], [-46352, 4236], [-22250, -38616], [8184, -69962], [45853, -69210], [-8856, -19398], [-74850, 35731], [96588, -21300], [36135, 34800], [-24942, 48639], [87280, 17736], [-100812, -16668], [89172, 4721], [-18012, -30238], [-57840, 53100], [-60110, 49752], [-141342, -14475], [-38292, 81396], [-101615, 31980], [-14424, 53613], [-45380, 10578], [146898, 3813], [-70654, -32160], [-30524, 85026], [136420, 36966], [-77874, -21708], [75804, -62097], [35466, 68265], [86742, -3312], [28698, -43344], [-84636, 49812], [25542, -50376], [31872, 41332], [-123907, -27210], [53916, 29376], [-31165, 66012], [-9666, 28684], [34121, -48246], [93486, -50096], [-98880, -15795], [-26860, -12630], [-65922, 75376], [68292, -936], [63839, -31098], [23924, -57792], [80364, 37944], [135717, 45320], [-93210, 28736], [-75058, -69120], [-68715, -40272], [23688, -43080], [-12894, 13341], [65250, 42759], [-40440, -51532], [106296, 38268], [-120378, 35247], [-43572, -30964], [81876, -79388], [151284, 27144], [11184, -85984], [99006, -26460], [120652, -30294], [31345, 12552], [-7992, 21087], [-15198, 69452], [70788, -43721], [-78720, 77812], [-139924, -9726], [117060, -15960], [31248, -67407], [15180, -2804], [18337, 92766], [-85068, 43452], [-5442, -63120], [-14424, -112311], [3534, 71703], [-93792, -41824], [-61902, 1200], [82569, -71966], [57678, -52992], [185028, -27060], [4938, -53176], [-175200, -32954], [115396, -198], [-24883, -40110], [-205620, -18688], [-46140, 116806], [-163906, -36912], [116274, 82576], [-68484, -110662], [-74576, -101538], [70404, 71006], [23448, 80420], [-23466, -72580], [223569, 4506], [12104, -31554], [32172, 37767], [-558, 34485], [24423, 9362], [-28386, -50256], [140382, -75960], [92136, 29616], [-23400, -38400], [-3583, 111702], [-42414, -104091], [-4832, -123630], [94584, -65378], [-103680, 46203], [95460, -75783], [-242604, 1206], [81858, 69516], [181932, 12067], [46227, -19184], [126018, -56712], [-15064, 160074], [-3870, -48552], [-60594, 67368], [-74091, 58868], [-210060, 34820], [-2232, 97416], [67698, 19320], [-162649, 72972], [-106215, 85408], [73164, 15778], [-62676, 66804], [-49984, -11316], [152934, -9000]], 'char_orbit_index': 1, 'field_poly': [-3, 0, 1], 'hecke_orbit_code': 126100789633484930, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 2, 'label': '2178.4.a.bc', 'level': 2178, 'maxp': 2999, 'weight': 4}
• mf_newspaces •

  Column	Type
  ALdims	integer[]
  ALdims_eis_new	integer[]
  ALdims_eis_old	integer[]
  ALdims_old	integer[]
  Nk2	integer
  a4_dim	integer
  a5_dim	integer
  analytic_conductor	double precision
  char_conductor	integer
  char_degree	integer
  char_is_real	boolean
  char_orbit_index	smallint
  char_orbit_label	text
  char_order	integer
  char_parity	smallint
  char_values	jsonb
  conrey_index	integer
  cusp_dim	integer
  dihedral_dim	integer
  dim	integer
  eis_dim	integer
  eis_new_dim	integer
  hecke_cutter_primes	integer[]
  hecke_orbit_code	bigint
  hecke_orbit_dims	integer[]
  label	text
  level	integer
  level_is_powerful	boolean
  level_is_prime	boolean
  level_is_prime_power	boolean
  level_is_prime_square	boolean
  level_is_square	boolean
  level_is_squarefree	boolean
  level_primes	integer[]
  level_radical	integer
  mf_dim	integer
  mf_new_dim	integer
  num_forms	smallint
  plus_dim	integer
  prim_orbit_index	smallint
  relative_dim	integer
  s4_dim	integer
  sturm_bound	integer
  trace_bound	integer
  trace_display	numeric[]
  traces	numeric[]
  weight	smallint
  weight_parity	smallint

  
  {'ALdims': [12, 15, 20, 21, 12, 15, 22, 19], 'ALdims_eis_new': [0, 0, 0, 0, 0, 0, 0, 0], 'ALdims_eis_old': [12, 12, 12, 12, 12, 12, 12, 12], 'ALdims_old': [135, 124, 121, 123, 129, 128, 119, 125], 'Nk2': 34848, 'analytic_conductor': 128.50615999250306, 'char_conductor': 1, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [2178, 1, [1937, 1333], [1, 1]], 'conrey_index': 1, 'cusp_dim': 1140, 'dim': 136, 'eis_dim': 96, 'eis_new_dim': 0, 'hecke_cutter_primes': [5, 7, 17], 'hecke_orbit_code': 67111042, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 6, 6, 6, 6], 'label': '2178.4.a', 'level': 2178, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 11], 'level_radical': 66, 'mf_dim': 1236, 'mf_new_dim': 136, 'num_forms': 59, 'plus_dim': 70, 'prim_orbit_index': 1, 'relative_dim': 136, 'sturm_bound': 1584, 'trace_bound': 7, 'trace_display': [0, 0, 26, -36], 'traces': [136, 0, 0, 544, 26, 0, -36, 0, 0, 32, 0, 0, -16, 0, 0, 2176, -60, 0, 128, 104, 0, 0, -104, 0, 3386, 44, 0, -144, -168, 0, -416, 0, 0, -312, -876, 0, 398, -124, 0, 128, 120, 0, 532, 0, 0, 32, 1004, 0, 6172, -480, 0, -64, 1602, 0, 0, 0, 0, -164, -78, 0, -1376, -528, 0, 8704, 2472, 0, -2250, -240, 0, 1536, -1164, 0, 2592, -1008, 0, 512, 0, 0, 3372, 416, 0, -488, 372, 0, 3876, -284, 0, 0, 1156, 0, 4760, -416, 0, 2096, -5040, 0, 5172, 2784, 0, 13544, -3612, 0, 7280, 176, 0, 672, -3012, 0, -3164, 0, 0, -576, 6504, 0, 3028, -672, 0, 672, 868, 0, 0, -2536, 0, -1664, -7842, 0, -1424, 0, 0, -3956, 9108, 0, -3656, -576, 0, -1248, -6414, 0, 2020, -3504, 0, -2336, 0, 0, 2080, 3444, 0, 1592, 3084, 0, -1068, -496, 0, 0, 832, 0, -9916, -800, 0, 512, -11124, 0, -13854, 480, 0, -228, -7440, 0, 16902, -3652, 0, 2128, -6036, 0, -21312, 0, 0, 6880, 13626, 0, -16498, -7344, 0, 128, 11766, 0, 0, 4016, 0, -3792, -4564, 0, 4704, 1728, 0, 24688, 2844, 0, 7072, -1920, 0, 12248, -1380, 0, 11120, -5376, 0, -256, 0, 0, -3320, 6408, 0, 6476, 6108, 0, 2444, -204, 0, 0, 498, 0, -18340, 0, 0, 10816, -15444, 0, -4322, -6288, 0, -656, -5880, 0, -8512, -312, 0, -17696, 1428, 0, 3800, 0, 0, -5504, 6702, 0, -20748, -2112, 0, 5376, 38904, 0, 0, 18336, 0, 34816, 252, 0, -14620, 9888, 0, 9684, 9780, 0, 31078, 2736, 0, -9000, 1910, 0, 16344, -960, 0, 3264, 0, 0, 24764, 23104, 0, 6144, 15276, 0, -6440, -4656, 0, 0, -23064, 0, 40868, 24428, 0, 10368, -13944, 0, 12012, -4032, 0, -13580, 10320, 0, 76, -6720, 0, 2048, 17976, 0, 10128, 0, 0, -8432, -8880, 0, 4844, -22224, 0, 13488, 22200, 0, 0, 1664, 0, 304, -10678, 0, -17288, 24192, 0, -1952, 3144, 0, -47962, 1488, 0, -8, 73884, 0, 6196, -11136, 0, 15504, 0, 0, -36552, -1136, 0, 23280, 24432, 0, -33556, -26064, 0, 0, 33804, 0, 2376, 4624, 0, -10880, -2112, 0, 49154, -25056, 0, 19040, 19704, 0, 15508, -1664, 0, -14720, 19608, 0, 7756, 0, 0, 8384, -9238, 0, -33590, -20160, 0, 8864, -19896, 0, 0, 25524, 0, 20688, 61690, 0, -1388, 11136, 0, 27436, 14820, 0, -42562, 13536, 0, 54176, 15232, 0, -18136, -14448, 0, 14432, 0, 0, -39084, 29204, 0, 29120, 27948, 0, 8660, 704, 0, 0, -57822, 0, 5774, 10692, 0, 2688, -2424, 0, -11240, -12048, 0, -57736, 22548, 0, -100924, -1728, 0, -12656, 39192, 0, 19744, 0, 0, -28672, -45138, 0, 4986, -49488, 0, -2304, 372, 0, 0, 26016, 0, -2692, -22708, 0, -73568, 49680, 0, 12112, -21456, 0, 23372, -2688, 0, 4528, -56656, 0, 23668, -12576, 0, 2688, 0, 0, 66400, 3472, 0, -14232, 20904, 0, 9992, 34988, 0, 0, -89082, 0, 40676, -10144, 0, 77568, 22800, 0, -25490, -58752, 0, -6656, -21180, 0, 6282, -31368, 0, -55104, 32268, 0, 17788, 0, 0, -5696, -78672, 0, -1552, 0, 0, 23200, -23784, 0, 0, 88064, 0, -15824, 78106, 0, 32144, 36432, 0, 4984, -5988, 0, 86828, 4224, 0, -14624, 36146, 0, -42476, -2304, 0, 40320, 0, 0, -25336, 3152, 0, -4992, 45684, 0, -120480, -25656, 0, 0, -53376, 0, -31008, 15612, 0, 8080, -6828, 0, -45280, -14016, 0, 20036, 14496, 0, -57786, -75344, 0, -9344, 28344, 0, -43560, 0, 0, 29536, -179220, 0, -231208, -59904, 0, 8320, -67380, 0, 0, 13776, 0, 20444, -178494, 0, 19920, 70608, 0, 6368, -4920, 0, 37812, 12336, 0, -400, 53316, 0, 20468, -18000, 0, -4272, 0, 0, -27228, -1984, 0, 88648, 24, 0, 50440, 98900, 0, 0, -143952, 0, -32438, 3328, 0, 25008, -26460, 0, 50628, -54240, 0, -39664, 10980, 0, -74220, -3200, 0, 14144, 42000, 0, -84480, 0, 0, 2048, 69700, 0, -133202, -44496, 0, -29312, -34544, 0, 0, 213928, 0, -55416, 27952, 0, -61220, 1920, 0, 54208, 37332, 0, 49278, -22992, 0, -912, -54140, 0, 53088, -29760, 0, 52624, 0, 0, 97004, 17840, 0, 67608, 72492, 0, -7620, -14608, 0, 0, -201488, 0, -38880, 88752, 0, 8512, -101232, 0, -121678, -24144, 0, -36548, 2940, 0, 47134, -28372, 0, -85248, 9756, 0, -58224, 0, 0, 42528, -12136, 0, 153992, -57552, 0, 27520, -220516, 0, 0, 54504, 0, 8696, -72312, 0, 50864, 79584, 0, -65992, 61320, 0, 76392, -29376, 0, 83200, -24552, 0, 56784, -60720, 0, 512, 0, 0, -147436, 47064, 0, 190992, 30048, 0, -106316, 73824, 0, 0, -41232, 0, 199808, 16064, 0, 28064, -76404, 0, -21918, 9072, 0, -15168, -45648, 0, 75312, -18256, 0, 448, 46056, 0, -54416, 0, 0, 18816, 16264, 0, -51916, 6912, 0, -5056, 33768, 0, 0, 133032, 0, 98752, 72456, 0, -86064, 11376, 0, 84224, 123708, 0, -122992, 12480, 0, 28288, 61056, 0, -64336, -7680, 0, -2560, 0, 0, 53756, 74944, 0, 48992, 83520, 0, 130228, -5520, 0, 0, -53700, 0, -245544, -137084, 0, 44480, -125172, 0, -116308, -21504, 0, 5624, -3216, 0, -157942, -50008, 0, -1024, -77100, 0, -22392, 0, 0, -108912, -190872, 0, 75894, -47280, 0, -13280, 15644, 0, 0, 25632, 0, 6684, -83676, 0, -178548, 14064, 0, 25904, 61392, 0, -84794, 24432, 0, 72000, -29672, 0, 207788, -73440, 0, 9776, 0, 0, 134136, -816, 0, -60168, 10572, 0, 83936, -48576, 0, 0, 48284, 0, -53286, 1992, 0, 44480, 7428, 0, -44016, 9984, 0, -73360, -77976, 0, 31516, 0, 0, -55328, -38304, 0, 84088, 0, 0, 43264, 182394, 0, 187226, -61776, 0, 263488, 107624, 0, 0, 44776, 0, -17288, 156484, 0, 121412, -25152, 0, -4764, 135936, 0, 68424, -41040, 0, -2624, -85896, 0, 185088, -23520, 0, 53120, 0, 0, -126392, 59560, 0, -34048, 67140, 0, -180528, -1248, 0, 0, -94686, 0, -50716, 13388, 0, -70784, -108972, 0, -18012, 5712, 0, -34576, 45420, 0, 110456, 74444, 0, 15200, 24504, 0, 35856, 0, 0, 91904, -33128, 0, -297228, -85392, 0, -22016, 171606, 0, 0, 26808, 0, 12204, -472464, 0, -188444, 12096, 0, -82992, 23652, 0, 184196, -8448, 0, -54096, 78120, 0, -154116, -57072, 0, 21504], 'weight': 4, 'weight_parity': 1}
• mf_twists_nf •

  Column	Type
  conductor	integer
  degree	integer
  multiplicity	smallint
  order	integer
  parity	smallint
  self_twist_disc	integer
  source_char_orbit	smallint
  source_dim	integer
  source_hecke_orbit	integer
  source_is_minimal	boolean
  source_label	text
  source_level	integer
  target_char_orbit	smallint
  target_dim	integer
  target_hecke_orbit	integer
  target_is_minimal	boolean
  target_label	text
  target_level	integer
  twist_class_label	text
  twist_class_level	integer
  twisting_char_label	text
  twisting_char_orbit	smallint
  weight	smallint

  
  
  • id: 889765
    {'conductor': 33, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 29, 'source_is_minimal': False, 'source_label': '2178.4.a.bc', 'source_level': 2178, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 10, 'target_is_minimal': True, 'target_label': '726.4.a.j', 'target_level': 726, 'twist_class_label': '726.4.a.j', 'twist_class_level': 726, 'twisting_char_label': '33.d', 'twisting_char_orbit': 4, 'weight': 4}
  • id: 889766
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 29, 'source_is_minimal': False, 'source_label': '2178.4.a.bc', 'source_level': 2178, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 16, 'target_is_minimal': True, 'target_label': '726.4.a.p', 'target_level': 726, 'twist_class_label': '726.4.a.j', 'twist_class_level': 726, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 4}
  • id: 889767
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 29, 'source_is_minimal': False, 'source_label': '2178.4.a.bc', 'source_level': 2178, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 29, 'target_is_minimal': False, 'target_label': '2178.4.a.bc', 'target_level': 2178, 'twist_class_label': '726.4.a.j', 'twist_class_level': 726, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 4}
  • id: 889768
    {'conductor': 11, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 29, 'source_is_minimal': False, 'source_label': '2178.4.a.bc', 'source_level': 2178, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 38, 'target_is_minimal': False, 'target_label': '2178.4.a.bl', 'target_level': 2178, 'twist_class_label': '726.4.a.j', 'twist_class_level': 726, 'twisting_char_label': '11.b', 'twisting_char_orbit': 2, 'weight': 4}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 2478025
    {'charpoly_factorization': [[[2, 1], 2]], 'hecke_orbit_code': 126100789633484930, 'p': 2}
  • id: 2478026
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 126100789633484930, 'p': 3}
  • id: 2478027
    {'charpoly_factorization': [[[-39, -6, 1], 1]], 'hecke_orbit_code': 126100789633484930, 'p': 5}
  • id: 2478028
    {'charpoly_factorization': [[[6, 1], 2]], 'hecke_orbit_code': 126100789633484930, 'p': 7}
  • id: 2478029
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 126100789633484930, 'p': 11}
  • id: 2478030
    {'charpoly_factorization': [[[-1623, -60, 1], 1]], 'hecke_orbit_code': 126100789633484930, 'p': 13}
  • id: 2478031
    {'charpoly_factorization': [[[225, -60, 1], 1]], 'hecke_orbit_code': 126100789633484930, 'p': 17}
  • id: 2478032
    {'charpoly_factorization': [[[3408, 120, 1], 1]], 'hecke_orbit_code': 126100789633484930, 'p': 19}
  • id: 2478033
    {'charpoly_factorization': [[[276, -48, 1], 1]], 'hecke_orbit_code': 126100789633484930, 'p': 23}
  • id: 2478034
    {'charpoly_factorization': [[[2997, 144, 1], 1]], 'hecke_orbit_code': 126100789633484930, 'p': 29}
  • id: 2478035
    {'charpoly_factorization': [[[-44528, -176, 1], 1]], 'hecke_orbit_code': 126100789633484930, 'p': 31}
  • id: 2478036
    {'charpoly_factorization': [[[-8699, -14, 1], 1]], 'hecke_orbit_code': 126100789633484930, 'p': 37}
  • id: 2478037
    {'charpoly_factorization': [[[-30159, 108, 1], 1]], 'hecke_orbit_code': 126100789633484930, 'p': 41}
  • id: 2478038
    {'charpoly_factorization': [[[50436, 612, 1], 1]], 'hecke_orbit_code': 126100789633484930, 'p': 43}
  • id: 2478039
    {'charpoly_factorization': [[[146016, -792, 1], 1]], 'hecke_orbit_code': 126100789633484930, 'p': 47}
  • id: 2478040
    {'charpoly_factorization': [[[-104247, -378, 1], 1]], 'hecke_orbit_code': 126100789633484930, 'p': 53}
  • id: 2478041
    {'charpoly_factorization': [[[126852, -744, 1], 1]], 'hecke_orbit_code': 126100789633484930, 'p': 59}
  • id: 2478042
    {'charpoly_factorization': [[[131424, 888, 1], 1]], 'hecke_orbit_code': 126100789633484930, 'p': 61}
  • id: 2478043
    {'charpoly_factorization': [[[-13052, -8, 1], 1]], 'hecke_orbit_code': 126100789633484930, 'p': 67}
  • id: 2478044
    {'charpoly_factorization': [[[-1107084, -192, 1], 1]], 'hecke_orbit_code': 126100789633484930, 'p': 71}
  • id: 2478045
    {'charpoly_factorization': [[[-51696, -48, 1], 1]], 'hecke_orbit_code': 126100789633484930, 'p': 73}
  • id: 2478046
    {'charpoly_factorization': [[[988128, 2040, 1], 1]], 'hecke_orbit_code': 126100789633484930, 'p': 79}
  • id: 2478047
    {'charpoly_factorization': [[[-225792, -672, 1], 1]], 'hecke_orbit_code': 126100789633484930, 'p': 83}
  • id: 2478048
    {'charpoly_factorization': [[[128517, 1326, 1], 1]], 'hecke_orbit_code': 126100789633484930, 'p': 89}
  • id: 2478049
    {'charpoly_factorization': [[[2689, -1666, 1], 1]], 'hecke_orbit_code': 126100789633484930, 'p': 97}
• mf_newform_portraits •

  Column	Type
  char_orbit_index	smallint
  hecke_orbit	integer
  label	text
  level	integer
  portrait	text
  weight	smallint

  
  {'char_orbit_index': 1, 'hecke_orbit': 29, 'label': '2178.4.a.bc', 'level': 2178, 'portrait': 'data:image/png;base64,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', 'weight': 4}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  Showing the first 100 of 258 matching records in this table.
  • id: 68146033
    {'hecke_orbit_code': 126100789633484930, 'n': 1, 'trace_an': 2}
  • id: 68146034
    {'hecke_orbit_code': 126100789633484930, 'n': 2, 'trace_an': -4}
  • id: 68146035
    {'hecke_orbit_code': 126100789633484930, 'n': 3, 'trace_an': 0}
  • id: 68146036
    {'hecke_orbit_code': 126100789633484930, 'n': 4, 'trace_an': 8}
  • id: 68146037
    {'hecke_orbit_code': 126100789633484930, 'n': 5, 'trace_an': 6}
  • id: 68146038
    {'hecke_orbit_code': 126100789633484930, 'n': 6, 'trace_an': 0}
  • id: 68146039
    {'hecke_orbit_code': 126100789633484930, 'n': 7, 'trace_an': -12}
  • id: 68146040
    {'hecke_orbit_code': 126100789633484930, 'n': 8, 'trace_an': -16}
  • id: 68146041
    {'hecke_orbit_code': 126100789633484930, 'n': 9, 'trace_an': 0}
  • id: 68146042
    {'hecke_orbit_code': 126100789633484930, 'n': 10, 'trace_an': -12}
  • id: 68146043
    {'hecke_orbit_code': 126100789633484930, 'n': 11, 'trace_an': 0}
  • id: 68146044
    {'hecke_orbit_code': 126100789633484930, 'n': 12, 'trace_an': 0}
  • id: 68146045
    {'hecke_orbit_code': 126100789633484930, 'n': 13, 'trace_an': 60}
  • id: 68146046
    {'hecke_orbit_code': 126100789633484930, 'n': 14, 'trace_an': 24}
  • id: 68146047
    {'hecke_orbit_code': 126100789633484930, 'n': 15, 'trace_an': 0}
  • id: 68146048
    {'hecke_orbit_code': 126100789633484930, 'n': 16, 'trace_an': 32}
  • id: 68146049
    {'hecke_orbit_code': 126100789633484930, 'n': 17, 'trace_an': 60}
  • id: 68146050
    {'hecke_orbit_code': 126100789633484930, 'n': 18, 'trace_an': 0}
  • id: 68146051
    {'hecke_orbit_code': 126100789633484930, 'n': 19, 'trace_an': -120}
  • id: 68146052
    {'hecke_orbit_code': 126100789633484930, 'n': 20, 'trace_an': 24}
  • id: 68146053
    {'hecke_orbit_code': 126100789633484930, 'n': 21, 'trace_an': 0}
  • id: 68146054
    {'hecke_orbit_code': 126100789633484930, 'n': 22, 'trace_an': 0}
  • id: 68146055
    {'hecke_orbit_code': 126100789633484930, 'n': 23, 'trace_an': 48}
  • id: 68146056
    {'hecke_orbit_code': 126100789633484930, 'n': 24, 'trace_an': 0}
  • id: 68146057
    {'hecke_orbit_code': 126100789633484930, 'n': 25, 'trace_an': -136}
  • id: 68146058
    {'hecke_orbit_code': 126100789633484930, 'n': 26, 'trace_an': -120}
  • id: 68146059
    {'hecke_orbit_code': 126100789633484930, 'n': 27, 'trace_an': 0}
  • id: 68146060
    {'hecke_orbit_code': 126100789633484930, 'n': 28, 'trace_an': -48}
  • id: 68146061
    {'hecke_orbit_code': 126100789633484930, 'n': 29, 'trace_an': -144}
  • id: 68146062
    {'hecke_orbit_code': 126100789633484930, 'n': 30, 'trace_an': 0}
  • id: 68146063
    {'hecke_orbit_code': 126100789633484930, 'n': 31, 'trace_an': 176}
  • id: 68146064
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  • id: 68146065
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  • id: 68146066
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  • id: 68146067
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  • id: 68146068
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  • id: 68146069
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  • id: 68146070
    {'hecke_orbit_code': 126100789633484930, 'n': 38, 'trace_an': 240}
  • id: 68146071
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  • id: 68146072
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  • id: 68146073
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  • id: 68146074
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  • id: 68146075
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  • id: 68146076
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  • id: 68146077
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  • id: 68146078
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  • id: 68146079
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  • id: 68146080
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  • id: 68146081
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  • id: 68146082
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  • id: 68146083
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  • id: 68146084
    {'hecke_orbit_code': 126100789633484930, 'n': 52, 'trace_an': 240}
  • id: 68146085
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  • id: 68146086
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  • id: 68146087
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  • id: 68146088
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  • id: 68146089
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  • id: 68146090
    {'hecke_orbit_code': 126100789633484930, 'n': 58, 'trace_an': 288}
  • id: 68146091
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  • id: 68146092
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  • id: 68146093
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  • id: 68146094
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  • id: 68146095
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  • id: 68146096
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  • id: 68146097
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  • id: 68146098
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  • id: 68146099
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  • id: 68146100
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  • id: 68146101
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  • id: 68146102
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  • id: 68146103
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  • id: 68146104
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  • id: 68146105
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  • id: 68146106
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  • id: 68146107
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  • id: 68146108
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  • id: 68146109
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  • id: 68146110
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  • id: 68146111
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  • id: 68146112
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  • id: 68146113
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  • id: 68146114
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  • id: 68146115
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  • id: 68146116
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  • id: 68146117
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  • id: 68146118
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  • id: 68146119
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  • id: 68146120
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  • id: 68146121
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  • id: 68146122
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  • id: 68146123
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  • id: 68146124
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  • id: 68146125
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  • id: 68146126
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  • id: 68146127
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  • id: 68146128
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  • id: 68146129
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  • id: 68146130
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  • id: 68146131
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  • id: 68146132
    {'hecke_orbit_code': 126100789633484930, 'n': 100, 'trace_an': -544}