Newform data - 490.4.a.s

Formats: - HTML - YAML - JSON - 2025-10-28T09:43:47.836096

• 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': 7840, 'analytic_conductor': 28.910935902812902, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [5, 1], [7, 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': [490, 1, [197, 101], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 2, 'field_disc': 8, 'field_disc_factorization': [[2, 3]], 'field_poly': [-2, 0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': True, 'field_poly_root_of_unity': 8, 'fricke_eigenval': 1, 'has_non_self_twist': 0, 'hecke_cutters': [[3, [-17, -2, 1]], [11, [41, 26, 1]]], 'hecke_orbit': 19, 'hecke_orbit_code': 81064793359778282, 'hecke_ring_generator_nbound': 11, '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': True, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '490.4.a.s', 'level': 490, '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, 5, 7], 'level_radical': 70, 'minimal_twist': '490.4.a.q', 'nf_label': '2.2.8.1', 'prim_orbit_index': 1, 'qexp_display': 'q-2q^{2}+(1+3\\beta )q^{3}+4q^{4}-5q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '3.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '490.4.a', 'trace_display': [-4, 2, -10, 0], 'trace_hash': 229994936790564880, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.036', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.982', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.148', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.763', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.159', 'prec': 17}, {'__RealLiteral__': 0, 'data': '66.521', 'prec': 20}], 'trace_zratio': 0, 'traces': [2, -4, 2, 8, -10, -4, 0, -16, -16, 20, -26, 8, -102, 0, -10, 32, 186, 32, 36, -40, 0, 52, -44, -16, 50, 204, 2, 0, -46, 20, 140, -64, 70, -372, 0, -64, 132, -72, 6, 80, -132, 0, 324, -104, 80, 88, 242, 32, 0, -100, -18, -408, 208, -4, 130, 0, 228, 92, 780, -40, 216, -280, 0, 128, 510, -140, -256, 744, 1168, 0, -692, 128, 832, -264, 50, 144, 0, -12, -1962, -160, -754, 264, 1712, 0, -930, -648, 818, 208, 1960, -160, 0, -176, 1496, -484, -180, -64, 102, 0, 400, 200, 2004, 36, 1478, 816, 0, -416, 2116, 8, 1842, -260, 2496, 0, 2876, -456, 220, -184, 1032, -1560, 0, 80, -2068, -432, 1608, 560, -250, 0, -1680, -256, 852, -1020, 3296, 280, 0, 512, -10, -1488, -464, -2336, -960, 0, -466, 1384, 1614, -256, 230, -1664, 0, 528, -1928, -100, -5530, -288, -1896, 0, -700, 24, 852, 3924, -2516, 320, 0, 1508, 3364, -528, -350, -3424, 594, 0, 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187980, 9680, -1888, -91040, 0, 55344, -24690, -122968, 205268, -24960, 25612, 0, -49064, -11216, 212570, 63296, 2260, -816, 0, 87600, -70432, 3600, -261530, 74136, 39346, 0, 40860, -48352, 89170, -28448, 130400, -48180, 0, -22224, -70360, 21076, -74280, 68800, 41284, 0, 47464, 1280, 305480, -2588, 201624, 1440, 0, 41632, -50192, 62592, 95586, 14000, -178708, 0, 48468, 88696, 7680, -33088, 80688, -32888, 0, -2040, 24304, -46888, -145888, 31232, 490, 0, 43296, 43952, -3116, -300, -93424, -6912, 0, -68328, 54800, -47744, 64940, 33296, -126564, 0, -165148, -4320, 298302, 13192, 28100, -79036, 0, 25728, -83436, -11040, 15880, -36696, 162862, 0, -49050, 10080, 40866, -21296, -169280, -8000, 0, -176472, 19360, 8960, 23870, 32648, 164478, 0, 121680, -42760, 96692, -53632, -3282, -111460, 0, 48232, 57148, 155760, 58882, -4000, -16784, 0, -23824, -98760, -28090, -162624, -33528, -54912, 0, -65800, 152538, -29192, 25168, 21568, 15360, 0, 73508, 1636, 101992, -40080, 28820, -79488, 0, -30432, -18850, -102736, 264300, -39536, 14256, 0, -22202, -26880, 27720, 72848, -22940, -113568, 0, 46520, 129956, -720, -4500, 43720, 74696, 0, 111780, 18224, 68384, -4096, 173352, 6600, 0, -25200, 60968, -212508, -98480, 32480, -178180, 0, -14612, -29560, 13368, 107964, -107640, 13632, 0, -85032, 131376, -20136, -127702, 27760, 78212, 0, 25856, -59488, 42800, 50888, -256124, -59464, 0, -16320, -288576, 26272, 52284, 496, 9420, 0, 275004, -16768, 19128, 440, 153148, 14336, 0, 129640, -39540, 52736, -5360, 68112, 96148, 0, 68714, -190244, -255430, 51296, 63990, -58332, 0, 21344, 70208, 620, -15538, 4480, -188906, 0, 16760, 69752, -30080, -82956, -217464, 8320, 0, -73972, 58344, -37344, -23250, -163624, -223702, 0, -260182, -19640, -96204, 47808, -70074, 55708, 0, -42176, 36928, -155456, 97580, -42320, 11776, 0, 58912, 8192, 23430, -107400, 15992, -2672, 0, -16200, -82800, -65600, 114436, -53920, -3570, 0, -139108, 144672, -119452, -160, 2060, 58320, 0, 28536, -40860, 10268, -66064, 28288, 53448, 0, -106146, 26880, -145388, 51056, 20450, -23808, 0, -23104, 53150, -36840, -152164, -139056, -50172, 0, -28360, -10376, 165998, -98912, 72516, 3760, 0, -7424, 43196, -96904, -49680, -20544, 133314, 0, -48486, 5200, -96352, 54700, -93648, 15120, 0, 125952, -69656, -37376, -164440, -100980, 56388, 0, -138080, 115104, 36700, -100512, -46098, -60336, 0, -49920, -90960, 40712, -5616, -15360, 49000, 0, 357052, 106528, -152004, 41940, -337160, -12736, 0, 111888, 39040, -59760, 124120, 131936, -259792, 0, -163024, -11568, -155114, 34472, -25890, 104684, 0, 122512, 56850, -4000, -185196, 60048, -91522, 0, -31780, -7456, -97640, 29388, 16344, -57520, 0, 83220, 41064, -16, 530, 92, 330598, 0, -133270, -18340, -32392, 22144, -315472, -215672, 0, 37344, -66168, -24056, -6256, 9120, 153316, 0, -74356, 21584, 48680, -912, 51394, 25824, 0, -75960, 94662, -10152, 327540, -196568, -34590, 0, 312704, 38880, -50536, -4400, 76644, 58416, 0, -4096, -11800, -114136, 118820, -129464, -8464, 0, -88338, -69024, 112784, 180048, -61600, 120416, 0, 10400, 21278, 3680, -94054, 34200, 27824, 0, 37400, 96520, -283452, 78768, -157392, 33520, 0, -39872, -21660, 16276, -53430, -26624, 25552, 0, 74376, -20640, -40464, 18548, -11076, 46032, 0, -212488, -264456, -7200, -56962, -12100, -199032, 0, 291672, 65384, -69180, 39008, 101922, 88400, 0, 31200, -214170, 42968, -84044, -125040, 14020, 0, 27776, 8448, 209480, 1020, -97380, -82456, 0, -20304, -4500, 25552, -56552, -89592, 82440, 0, -297978, -180124, 55054, -30848, 35560, 36788, 0, 8288, 49522, 27780, -57654, -47040, -23648, 0, -86000, -78376, -64010, 2836, 195308, -1600, 0, 54756, -107336, 53264, -1800, -103636, 80432, 0, 33832, -78240, 69112, -42400, -64864, 114296, 0, -88480, 3940, 129336, -126300, 41360, -93224, 0, -183860, -33120, 2550, -225600, 131454, 4008, 0, -39040, 185802, -4608, -15964, -11212, -54940, 0, 35312, 192568, -22112, 8640, 113724, 39616, 0, -57864, 59680, 110036, 195760, -30336, -59596, 0, 49256, -15472, -54490, 15576, -16490, 4016, 0, 89120, -32610, -32160, -112000, -80344, 63938, 0, 45870, -88064, 68872, -49232, -197388, -12600, 0, -69328, 205500, 17720, 10000, 94784, -216170, 0, -432172, -11200, -101888, -159920, 252558, -160160, 0, 110552, 63760, -86944, 11776, 67040, 78740, 0, -56712, -10440, -60290, 384, 103874, 88840, 0, 5000, -96616, -11664, 10364, 28912, 123450, 0, 243892, -2896, 14712, 68640, -169396, 13632, 0, 118128, 36490, -4480, 153196, -104872, 35548, 0, -13954, 70092, -66728, -1432, 50100, -2436, 0, 62784, 142672, 38040, 18042, -139624, -145984, 0, 49420, 101856, 103656, -47212, 18512, 33600, 0, -112600, -7560, -40256, 141960, 76672, -10312, 0, 193054, 900, 121676, -23216, 104668, 17676, 0, 11968, -55668, 132992, 19596, 5120, -34164, 0, -14968, 70944, 31500, 58720, -545026, -1376, 0, -40600, -199948, -1416, 307872, 51024, 36950, 0, 37152, 102832, -99648, -17040, 34408, -45872, 0, -18080, 25170, 277836, 237120, 202528, 233660, 0, -237474, 24128, -107418, 136400, -63610, -57072, 0, 62088, -289108, 20400, -144912, 72416, 99168, 0, -620, -150080, -89998, 53824, 26792, 20960, 0, -42960, 302784, 176116, -17920, -82320, -438302, 0, 328386, -65920, -192100, -46528, 10000, -8448, 0, 191592, -129200, -30272, -116882, -64120, -240188, 0, 41836, -120, -26680, 89640, 66600, 263176, 0, -5600, -22208, -196496, -259064, 23200, -87190, 0, 145960, 51296, -1760, -10400, 89520, 41400, 0, -43208, 46680, -54784, -233676, -98456, 26124, 0, 87876, -109668, 71062, -29376, -59760, -85136, 0, 120400, 5660, 52720, 41422, 9504, 91840, 0, 52900, 16824, 163366, 107628, 11068, -10240, 0, -7328, 142824, -29408, 3340, 388324, -20786, 0, -448002, 82000, -175416, 122368, 266874, 209340, 0, -92832, 58616, 38480, -216106, 200, 24968, 0, -239768, 18112, -35670, 45200, 326424, -127736, 0, -35360, 208342, 30656, 141976, 138552, -33600, 0, -4548, -110176, -134968, 29760, -228712, 202264, 0, 112712, 46050, 45116, -68484, -14368, -268716, 0, 136266, -29568, -70224, -88824, 123640, 1536, 0, -125284, 8336, 9280, -22480, 109880, -108066, 0, 25680, -27784, -288764, -125184, 53600, -6500, 0, 20736, -290416, 105156, -18900, -75120, 251554, 0, 261952, 46720, 5776, -312, -58024, -47392, 0, -165712, -68116, -5536, 58980, 125640, 399552, 0, 124824, -25088, 62400, -103328, -267150, -113296, 0, 19200, -235726, 227496, -38536, -26176, -133160, 0, -108768, -88544, -99600, 15920, 134252, 40864, 0, -9056, 74700, 56320, -135828, 22696, -133984, 0, 357810, -198276, 315552, 21512, -43090, 124240, 0, 29328, -70006, -153140, 330886, 59936, -241098, 0, -75060, -6656, 82888, 91228, 26224, 9320, 0, -261856, 173200, -13008, 71900, -38304, 159852, 0, -56788, 20, -66064, -12288, -258130, 137196, 0, -11032, 460988, -11768, 198518, -27680, -70996, 0, -112380, 79296, -46680, -216488, 24384, -62720, 0, -11400, 118820, 170288, 53184, 153972, -26980, 0, -91180, 133272, -103708, -32280, 96392, -180200, 0, 83392, 12690, -133284, 59648, -110040, -70612, 0, -50096, -98560, 167700, -63272, 5500, -67168, 0, -1780, 42446, 5120, -134224, 133248, 191134, 0, 161830, 226152, -9512, 96368, 66268, 86280, 0, -49584, 51996, 243316, -150520, -80448, 171588, 0, -213858, -4600, 59020, -57208, -340474, 36512, 0, 13328, 10288, 105968, 17418, -98460, -15808, 0, 114344, 19456, 49840, 127448, 152076, -83400, 0, 33280, -181604, 112592, 6044, 108560, 25800, 0, -306932, -23808, 5172, -57540, 117276, -98184, 0, 115024, 9000, -33776, 34376, 333600, 1792, 0, -106230, -50024, -276942, 5632, -48760, 29164, 0, -54144, -219118, -39000, 183570, -36288, 217330, 0, 156300, 2712, -21178, -151740, -143432, -10560, 0, 54364, -321584, -36432, 103070, -145244, 195376, 0, -59656, -31940, 371828, -84192, -20532, 222420, 0, -47872, 316296, 94264, 31472, 38560, -21232, 0, 84584, -42304, -10360, 92560, 138518, -14848, 0, 58800, -196570, -47392, -76952, -27332, 97970, 0, -253068, -69220, 324496, 2000], '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], [1, 3], [4, 0], [-5, 0], [-2, -6], [0, 0], [-8, 0], [-8, 6], [10, 0], [-13, 8], [4, 12], [-51, 9], [0, 0], [-5, -15], [16, 0], [93, -17], [16, -12], [18, 16], [-20, 0], [0, 0], [26, -16], [-22, 101], [-8, -24], [25, 0], [102, -18], [1, -99], [0, 0], [-23, 72], [10, 30], [70, 113], [-32, 0], [35, -31], [-186, 34], [0, 0], [-32, 24], [66, 197], [-36, -32], [3, -144], [40, 0], [-66, 145], [0, 0], [162, 44], [-52, 32], [40, -30], [44, -202], [121, -59], [16, 48], [0, 0], [-50, 0], [-9, 262], [-204, 36], [104, -227], [-2, 198], [65, -40], [0, 0], [114, 70], [46, -144], [390, -129], [-20, -60], [108, -142], [-140, -226], [0, 0], [64, 0], [255, -45], [-70, 62], [-128, -527], [372, -68], [584, 35], [0, 0], [-346, -106], [64, -48], [416, -38], [-132, -394], [25, 75], [72, 64], [0, 0], [-6, 288], [-981, 172], [-80, 0], [-377, -258], [132, -290], [856, 416], [0, 0], [-465, 85], [-324, -88], [409, 3], [104, -64], [980, 276], [-80, 60], [0, 0], [-88, 404], [748, 323], [-242, 118], [-90, -80], [-32, -96], [51, -829], [0, 0], [200, -142], [100, 0]], 'ap': [[-2, 0], [1, 3], [-5, 0], [0, 0], [-13, 8], [-51, 9], [93, -17], [18, 16], [-22, 101], [-23, 72], [70, 113], [66, 197], [-66, 145], [162, 44], [121, -59], [104, -227], [390, -129], [108, -142], [-128, -527], [-346, -106], [416, -38], [-981, 172], [856, 416], [980, 276], [51, -829], [1002, 178], [739, 599], [1058, -162], [921, 704], [1438, -559], [-840, -541], [1648, -743], [-232, 1680], [-480, -77], [-964, -490], [-2765, 452], [426, 1082], [1682, -1275], [297, -2107], [-173, 1089], [2606, -490], [-2514, 979], [-2409, 190], [700, 2392], [-552, -2513], [-2138, 529], [31, -2914], [2097, 1], [-917, 2501], [-3798, -1975], [1676, 894], [1389, -2524], [-3912, -381], [3432, 2969], [-2030, 3346], [-3206, -980], [4100, -1151], [-1768, -2100], [6282, 1825], [-7657, 840], [1, -429], [-2877, 857], [-251, -2585], [5434, -1960], [-1807, 2249], [-6366, -2028], [-3206, -826], [5802, 2345], [6458, -2171], [-2554, -4976], [813, 3321], [6160, 1220], [2111, -2631], [2644, -5938], [-226, 9024], [7428, -2858], [-49, -670], [-2387, 7903], [2809, 3850], [-11178, 1214], [3954, -5581], [-6399, 1168], [357, -11636], [4086, -3268], [4968, -823], [-3670, 4714], [2589, -9154], [-4868, -3767], [1180, 6708], [6160, 3694], [5343, 7371], [8600, 1203], [5494, -5607], [1649, -1490], [6029, 134], [-3649, 3517], [-14196, 1141], [62, -13600], [1792, -3094], [3567, -11232], [-12364, 8938], [13316, 1366], [7506, 9488], [4668, 4818], [2698, 9394], [-16183, -4879], [-900, -18730], [-10307, -4077], [-9797, 11992], [6658, -636], [501, -705], [-1934, 6312], [-6154, -5291], [11848, -1735], [-179, 17744], [8868, 15324], [-177, 7995], [25316, -2194], [-5370, -9652], [11205, 1538], [2900, 1130], [15296, 5950], [-15967, 811], [-3696, 15062], [-5924, 3142], [2689, -21734], [-1379, -18412], [-8396, -10193], [13246, -14888], [-12273, -1995], [339, -3898], [-10524, -10913], [-20993, -4128], [-10544, -942], [-6236, -5157], [23566, 5974], [14209, -595], [6657, -18957], [9351, -6363], [-14865, 13432], [29224, -6201], [17701, 2378], [5316, -17335], [-12166, -6463], [3902, 4663], [7868, 11455], [-22698, 5416], [-6194, -15630], [20916, -390], [7696, 18189], [-22054, -16340], [-6004, -20588], [12452, -2222], [-12438, 9396], [-19586, -15795], [-2232, -5480], [18521, 17876], [32166, -14425], [-11443, 29481], [22760, 10640], [-15824, -3279], [12088, -10657], [-22174, 8614], [11722, 7575], [17082, 6926], [19759, -21553], [44118, -9064], [27865, -21025], [-409, 8264], [25684, 22326], [-11630, -26756], [-10930, -28366], [-26991, 14966], [21258, -11095], [14866, -5448], [-17028, 9054], [47561, 5852], [18493, 3976], [40906, 18656], [38864, -1226], [-12764, 27100], [34764, -9470], [2594, 23938], [24226, 5452], [-31488, -22524], [15084, -24793], [-27972, -11351], [-26171, -3263], [-7347, -6026], [-14604, 7882], [28534, -112], [-24130, 15294], [-4637, -43674], [-10742, -4493], [5076, 11534], [-9197, -13339], [-13689, -10414], [56400, -7067], [2803, 29841], [-27509, 525], [-22280, -9722], [20086, -36578], [-4430, 22212], [-22210, -18810], [26218, 11658], [-4419, 8795], [-33248, 27453], [-14680, 2438], [-25708, 3060], [11468, 27040], [-34100, -27457], [-18104, -6363], [37520, -213], [-44029, -5819], [-65794, -17308], [49124, -12498], [10802, 13257], [-50566, 9659], [22206, 2590], [6946, 10181], [78, 16952], [-5674, -49164], [-22807, 15318], [54122, -16104], [-38493, -37563], [-33318, -29180], [33321, 12941], [445, 29838], [-60829, -25795], [14302, -17444], [-3332, 13822], [20850, -50292], [12506, -59654], [-13591, -10920], [36311, 25671], [-55605, -2703], [-23566, 26607], [-23140, 8178], [17305, 46468], [-54128, 11959], [-89788, 1732], [-20496, 29708], [-29797, 21141], [-98232, -14410], [-13277, -71049], [-13714, -16704], [-52484, -17748], [-80374, 2954], [42129, 54842], [-52774, -25478], [24718, -18128], [-9554, 2868], [44460, -52111], [27916, -10112], [-50766, 31150], [-25413, -64874], [5184, -35466], [71066, -3368], [25563, -53177], [24393, -50357], [-96598, 12534], [61574, 16419], [-63698, -10589], [77503, -1677], [22994, 1164], [49056, 47257], [91789, 20686], [47538, 39934], [-31632, 35505], [42654, -31988], [50730, -26201], [16480, 49853], [32655, 50561], [-77070, 17092], [82142, -44932], [-35183, -50567], [109264, -11290], [-11700, -41168], [19775, -37272], [61790, 3978], [-14881, 2217], [-3501, 79674], [-75604, -54660], [4052, 82659], [14609, 4829], [-9471, 63912], [62030, 12798], [9602, 69540], [93990, 30515], [12806, 75457], [-130765, -8582], [44585, -3111], [-35180, -34373], [-89354, -2689], [24234, -11716], [-1558, -76647], [-46712, -56107], [81431, -53155], [-84640, 27414], [82239, -22337], [-1641, -41839], [28574, 60331], [29441, -8028], [-11912, 40804], [76269, -16606], [36754, 7245], [132150, 30702], [7128, -102032], [64978, 28648], [30484, 47375], [-53820, -13402], [-63851, 22314], [-144288, 9908], [26142, 59130], [137502, -8216], [9564, 66004], [48074, -45916], [-7769, -25772], [-94453, -16775], [-130091, -2574], [-48102, -42448], [18464, -38237], [5888, 120153], [29456, -91033], [57218, -80350], [1030, -75169], [26575, -45134], [-46824, -95884], [-34828, -11359], [-69040, -16905], [-45480, 21098], [62060, 8429], [-129896, -36323], [-77557, -25137], [-92598, 56550], [165299, -15477], [-66635, 81158], [-157736, 2238], [76658, 74244], [25697, -14619], [163770, -18989], [156352, -27481], [-4232, -91083], [-44169, -101114], [-10830, -21021], [37188, -20516], [-20232, 84183], [-132228, 20516], [-99516, -73421], [50961, -30171], [-48690, -24075], [-28276, -12730], [-148989, -17272], [27527, -95673], [24761, -99266], [-11824, -146574], [97654, 56604], [34556, 111795], [1970, -112652], [-91930, 50845], [17656, 3070], [56862, -12017], [97880, -18115], [-16305, -52534], [34436, 29716], [102750, 53066], [-108085, -47803], [5182, 93914], [-6977, 78572], [9021, -71138], [9256, 52214], [-3780, -82695], [96527, 152], [60838, 36264], [-27834, -55818], [-49824, 71630], [-118737, -45412], [-53709, -57651], [13396, -87655], [-219151, -13889], [-96050, -8520], [20918, 115451], [72980, 65243], [-116838, 59395], [13062, -93381], [35531, -47301], [20711, -35022], [81683, -11307], [71412, -38150], [-10393, -21425], [-224001, -742], [133437, -37229], [-108053, 9678], [163212, -8982], [104171, 38700], [70988, -94012], [-67484, -85774], [-134358, 76843], [68133, 92580], [-11240, -57660], [26800, 62528], [-145208, -38963], [-34058, 75487], [-133575, -4221], [-49800, 56532], [67126, 23154], [-67914, -87491], [178905, 32766], [157776, 52904], [13112, -40168], [-129065, 70787], [230494, 19062], [-56190, 15181], [59410, 71150], [-45590, 16555], [48196, 32222], [21223, 36822], [-4756, 60802], [85794, -15898], [-170237, 65219], [8709, -72768], [76038, -111640], [-153466, -89180], [896, 133998], [108665, -106153], [-10589, -76279], [-160792, 66679], [-29828, -146798], [185914, 54453], [162248, -68000]], 'char_orbit_index': 1, 'field_poly': [-2, 0, 1], 'hecke_orbit_code': 81064793359778282, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 2, 'label': '490.4.a.s', 'level': 490, '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': [4, 6, 4, 6, 5, 6, 7, 3], 'ALdims_eis_new': [0, 0, 0, 0, 0, 0, 0, 0], 'ALdims_eis_old': [4, 4, 4, 4, 4, 4, 4, 4], 'ALdims_old': [28, 22, 24, 24, 25, 23, 23, 26], 'Nk2': 7840, 'analytic_conductor': 28.910935902812902, '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': [490, 1, [197, 101], [1, 1]], 'conrey_index': 1, 'cusp_dim': 236, 'dim': 41, 'eis_dim': 32, 'eis_new_dim': 0, 'hecke_cutter_primes': [3, 11], 'hecke_orbit_code': 67109354, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 3, 3, 4, 4], 'label': '490.4.a', 'level': 490, '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, 5, 7], 'level_radical': 70, 'mf_dim': 268, 'mf_new_dim': 41, 'num_forms': 25, 'plus_dim': 23, 'prim_orbit_index': 1, 'relative_dim': 41, 'sturm_bound': 336, 'trace_bound': 11, 'trace_display': [2, 4, -5, 0], 'traces': [41, 2, 4, 164, -5, -24, 0, 8, 361, -10, -32, 16, 90, 0, 40, 656, -78, -150, 360, -20, 0, 136, -204, -96, 1025, 196, 304, 0, 410, 200, 104, 32, 520, -348, 0, 1444, 2038, -160, 1608, -40, 850, 0, 640, -128, 135, -328, -1204, 64, 0, 50, -312, 360, -570, 432, -420, 0, -2968, 588, -696, 160, -886, 384, 0, 2624, 1130, 288, -3240, -312, -248, 0, -1216, -600, -1942, 756, 100, 1440, 0, -832, -4672, -80, 5265, -444, -4396, 0, 10, -1880, 3408, 544, -462, -530, 0, -816, -2120, 1096, -1580, -384, 3074, 0, 5488, 4100, -1758, 6704, 2172, 784, 0, -444, 5688, 1216, -7142, -40, 4368, 0, 5882, 3760, -100, 1640, 1146, -4720, 0, 800, -647, -2348, -760, 416, -125, 0, -14148, 128, -1584, -1060, 1096, 2080, 0, -2904, 3040, -1392, -5574, 4544, 1280, 0, 2688, -2416, -5840, 5776, 2730, 964, 0, 8152, -5662, -600, 11488, -640, -10798, 0, 920, 6432, 994, -192, -496, -160, 0, -3662, 15608, 3400, -2920, 2040, 6564, 0, -10485, 1380, 7608, 2560, 2138, -4976, 0, -512, -2256, -2636, -6336, 540, 13986, 0, 5880, -1312, 50, 2672, -11024, -4816, 0, 3200, -12856, 256, -24718, -2332, -7400, 0, -11154, -6536, -7768, 200, -8136, 6084, 0, -1248, 6710, 7848, -868, 1440, 3248, 0, 2256, -2280, 3088, -1976, 2040, 1728, 0, -3572, -48824, -1680, -668, -5072, -11796, 0, 9025, -9532, 14308, -11872, -4830, -600, 0, 2352, 6618, 10132, 2120, -2784, -5400, 0, 9512, 640, -4374, -12262, -2588, -3544, 0, 16760, -46016, 1536, 15652, -250, 6712, 0, 288, 20256, 3000, 10496, -5790, 736, 0, 4520, 19494, -13104, -8532, 1152, -8070, 0, -51200, -12960, -8102, 16280, 2424, -1248, 0, -9612, -800, -992, -30730, -1696, 2176, 0, 11894, -16080, -4044, -4864, 1200, 8816, 0, -2400, 6779, -9740, -2448, -7768, -5254, 0, -1140, 3024, 19960, -5268, -1008, 400, 0, 12784, 6360, 5760, 1410, 1652, -10492, 0, -38292, -3760, -8976, -3328, -1158, 4, 0, -18688, 6158, 14640, -14072, -320, 4128, 0, -16392, 21060, 2250, 3504, 18752, -1776, 0, 10960, 70448, -17584, 73822, 10104, 8120, 0, 44706, 2686, -11120, 40, 33544, 5984, 0, -7520, 260, -7228, 8680, 13632, 21970, 0, 93368, 2176, -17254, -62384, 9080, -1848, 0, -16920, -19344, -2120, 62353, -7372, 15884, 0, -5510, 12200, 7796, -3264, -10206, 3700, 0, -8480, 40094, 33328, 1000, 4384, -28172, 0, -49232, -6320, -1432, -1664, 4668, -1536, 0, 7572, -32016, 12296, -13570, -1200, -13744, 0, 8520, 16644, 2760, 21952, 27146, -608, 0, 16400, 42042, -54304, 10728, -7032, 3555, 0, -36272, 26816, -13462, 11100, -17784, 8688, 0, -70944, -4720, 3136, -59592, -10816, 9960, 0, 21042, -79224, -7148, -1776, -1950, -19328, 0, 22752, 64144, -16720, 65984, 4864, 30410, 0, 52920, -28568, 41280, 12976, -40800, -160, 0, 53368, -47960, 17472, -8730, 13544, -15896, 0, 62618, -3750, -11712, 23528, -35864, -24568, 0, 15040, -48854, 9204, -2024, -400, -28574, 0, -17380, 6560, 15800, -7164, -28284, 4584, 0, -18760, 52928, -18880, 35672, 1920, 9000, 0, -36754, 16320, -18672, 3200, 20820, 9652, 0, -2588, 31490, 2520, -67156, -9392, 16136, 0, 21060, -3040, 19972, -1480, 16940, 1664, 0, -143392, -17060, -500, -27836, -6000, 59572, 0, -8710, 32936, 28260, -56592, 28426, 25200, 0, 512, -114336, 55508, 40540, -6336, -34280, 0, 104160, -4240, -1286, 7340, -13716, 4384, 0, 41120, 122368, 8320, 138689, -15740, -47744, 0, 94460, -22696, 24280, -11616, 26336, 27620, 0, 12160, -26606, -59664, -99240, -5568, -8470, 0, -49208, -22296, -69390, 3400, 26240, 18176, 0, -27652, -6680, 5120, 84694, -20800, -39184, 0, 64176, -31116, -1844, 10752, -1730, -23672, 0, -9664, 15382, -31200, -40332, -23360, 90984, 0, -5100, 23104, 33562, -5530, -12264, 10920, 0, -22320, -4560, 3856, 14250, 28772, -63764, 0, -2136, 3080, -37504, 32608, -19942, -41280, 0, -22648, 82320, 41264, 21048, -2400, 7346, 0, -94584, 45952, 36175, -72968, 35780, -2560, 0, 22780, 18108, -43192, 45998, 60200, 4000, 0, -32246, -18960, -43336, 3680, 21880, 23712, 0, 25728, 25625, 8564, -181368, 3976, -11820, 0, -55560, -768, -60344, -12980, -21220, -1984, 0, 96912, -94712, -640, 51690, -40672, 14628, 0, -108860, 126688, 158748, -14648, 6440, 4900, 0, 62432, 64102, 78736, -24940, 13600, 7666, 0, 94132, -11680, -57326, 121576, 39480, 8160, 0, 14820, 79296, 26256, 16016, -4960, -31992, 0, -45382, -120508, 7600, -41940, -30030, -2672, 0, 5520, -105616, -86848, 29872, 30432, 21310, 0, -138848, 10240, -83292, 4240, -16592, 8552, 0, -72728, 19060, -19904, -74692, 59460, 37688, 0, 12546, -28272, -37760, -2048, -7200, -23116, 0, -9024, -23342, -33040, -175720, -10544, -15248, 0, -30100, -25344, 34664, 48784, 26048, 2160, 0, 87818, -250296, 55944, 10250, -36376, 956, 0, -21035, -11500, 56064, 23520, -75262, -50088, 0, -5248, 73488, 44756, -42432, 200, -29264, 0, -4828, 10688, 29530, -33780, -13244, -44096, 0, 5000, -199800, -19264, 96512, -5448, -7040, 0, -53562, 80392, -54056, 12800, 15042, 35648, 0, -51424, 4570, 33400, 48008, 1024, 12674, 0, -98736, -98872, -4886, -292000, 2600, -9328, 0, -8884, -101140, -29600, 57384, -36208, -4776, 0, -49510, 10784, 85956, -44616, -112016, 14320, 0, -26144, -297996, 63140, -54640, -31072, -20262, 0, -55008, 800, 8602, 16612, 808, -32544, 0, 7024, 11656, 24336, -173454, -3290, -8784, 0, 9408, -19576, 36360, -4992, 72112, -38716, 0, 26840, 31406, -125808, -40484, 31392, 13000, 0, -111496, -3472, -28142, -520, -85968, 5760, 0, 126080, 14160, 12992, -104616, -21424, 88296, 0, 113747, 213916, -64608, 9024, -30235, 9288, 0, -9120, -48608, -8700, 169300, 12352, -74150, 0, -20100, -7904, 38818, 261744, -41592, 8160, 0, 96688, 141580, 6912, -22550, -1500, -17132, 0, 289784, -160360, 9720, -14288, -686, -12000, 0, -195296, 41502, 26448, 86960, -6720, 94954, 0, 46904, -2672, 16200, 227528, -42772, -20288, 0, -21100, 81120, -47184, 58104, -25808, -51660, 0, 159920, 209092, -67096, 36100, 19140, 100240, 0, -38128, 39130, 84096, -120128, 57232, -8310, 0, 70288, -47488, -14256, 180292, 80200, -19320, 0, 155920, 118048, -2400, -351012, 20932, -16224, 0, 50950, -158968, 58084, 9408, 76554, 1600, 0, 26472, 338752, 67080, -182880, 40528, 37266, 0, -96352, 8480, -65606, 94944, 79992, -11136, 0, 73968, -129640, -21600, 50460, -4000, 116584, 0, 110650, 188068, -5920, 38048, 150888, 7280, 0, 2560, -32311, -50056, 57400, -17496, -72730, 0, -125756, -49048, -75280, -5660, -81376, -10352, 0, -267400, 40200, -14176, 300186, -2464, 38280, 0, -563906, 65992, -41828, 67040, 3610, 99832, 0, -184064, -112212, -57320, 146704, 6144, -100032, 0, -21760, 62608, 40298, -318424, -52344, -1000], '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: 349844
    {'conductor': 7, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 19, 'source_is_minimal': True, 'source_label': '490.4.a.s', 'source_level': 490, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 17, 'target_is_minimal': True, 'target_label': '490.4.a.q', 'target_level': 490, 'twist_class_label': '490.4.a.q', 'twist_class_level': 490, 'twisting_char_label': '7.b', 'twisting_char_orbit': 2, 'weight': 4}
  • id: 349845
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 19, 'source_is_minimal': True, 'source_label': '490.4.a.s', 'source_level': 490, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 19, 'target_is_minimal': True, 'target_label': '490.4.a.s', 'target_level': 490, 'twist_class_label': '490.4.a.q', 'twist_class_level': 490, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 4}
  • id: 349846
    {'conductor': 7, 'degree': 2, 'multiplicity': 2, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 19, 'source_is_minimal': True, 'source_label': '490.4.a.s', 'source_level': 490, 'target_char_orbit': 5, 'target_dim': 4, 'target_hecke_orbit': 22, 'target_is_minimal': False, 'target_label': '490.4.e.v', 'target_level': 490, 'twist_class_label': '490.4.a.q', 'twist_class_level': 490, 'twisting_char_label': '7.c', 'twisting_char_orbit': 3, 'weight': 4}
  • id: 349847
    {'conductor': 7, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 19, 'source_is_minimal': True, 'source_label': '490.4.a.s', 'source_level': 490, 'target_char_orbit': 5, 'target_dim': 4, 'target_hecke_orbit': 23, 'target_is_minimal': False, 'target_label': '490.4.e.w', 'target_level': 490, 'twist_class_label': '490.4.a.q', 'twist_class_level': 490, 'twisting_char_label': '7.d', 'twisting_char_orbit': 4, 'weight': 4}
  • id: 349848
    {'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 19, 'source_is_minimal': True, 'source_label': '490.4.a.s', 'source_level': 490, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 47, 'target_is_minimal': False, 'target_label': '2450.4.a.bu', 'target_level': 2450, 'twist_class_label': '490.4.a.q', 'twist_class_level': 490, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 4}
  • id: 349849
    {'conductor': 35, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 19, 'source_is_minimal': True, 'source_label': '490.4.a.s', 'source_level': 490, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 51, 'target_is_minimal': False, 'target_label': '2450.4.a.by', 'target_level': 2450, 'twist_class_label': '490.4.a.q', 'twist_class_level': 490, 'twisting_char_label': '35.c', 'twisting_char_orbit': 3, 'weight': 4}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 959675
    {'charpoly_factorization': [[[2, 1], 2]], 'hecke_orbit_code': 81064793359778282, 'p': 2}
  • id: 959676
    {'charpoly_factorization': [[[-17, -2, 1], 1]], 'hecke_orbit_code': 81064793359778282, 'p': 3}
  • id: 959677
    {'charpoly_factorization': [[[5, 1], 2]], 'hecke_orbit_code': 81064793359778282, 'p': 5}
  • id: 959678
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 81064793359778282, 'p': 7}
  • id: 959679
    {'charpoly_factorization': [[[41, 26, 1], 1]], 'hecke_orbit_code': 81064793359778282, 'p': 11}
  • id: 959680
    {'charpoly_factorization': [[[2439, 102, 1], 1]], 'hecke_orbit_code': 81064793359778282, 'p': 13}
  • id: 959681
    {'charpoly_factorization': [[[8071, -186, 1], 1]], 'hecke_orbit_code': 81064793359778282, 'p': 17}
  • id: 959682
    {'charpoly_factorization': [[[-188, -36, 1], 1]], 'hecke_orbit_code': 81064793359778282, 'p': 19}
  • id: 959683
    {'charpoly_factorization': [[[-19918, 44, 1], 1]], 'hecke_orbit_code': 81064793359778282, 'p': 23}
  • id: 959684
    {'charpoly_factorization': [[[-9839, 46, 1], 1]], 'hecke_orbit_code': 81064793359778282, 'p': 29}
  • id: 959685
    {'charpoly_factorization': [[[-20638, -140, 1], 1]], 'hecke_orbit_code': 81064793359778282, 'p': 31}
  • id: 959686
    {'charpoly_factorization': [[[-73262, -132, 1], 1]], 'hecke_orbit_code': 81064793359778282, 'p': 37}
  • id: 959687
    {'charpoly_factorization': [[[-37694, 132, 1], 1]], 'hecke_orbit_code': 81064793359778282, 'p': 41}
  • id: 959688
    {'charpoly_factorization': [[[22372, -324, 1], 1]], 'hecke_orbit_code': 81064793359778282, 'p': 43}
  • id: 959689
    {'charpoly_factorization': [[[7679, -242, 1], 1]], 'hecke_orbit_code': 81064793359778282, 'p': 47}
  • id: 959690
    {'charpoly_factorization': [[[-92242, -208, 1], 1]], 'hecke_orbit_code': 81064793359778282, 'p': 53}
  • id: 959691
    {'charpoly_factorization': [[[118818, -780, 1], 1]], 'hecke_orbit_code': 81064793359778282, 'p': 59}
  • id: 959692
    {'charpoly_factorization': [[[-28664, -216, 1], 1]], 'hecke_orbit_code': 81064793359778282, 'p': 61}
  • id: 959693
    {'charpoly_factorization': [[[-539074, 256, 1], 1]], 'hecke_orbit_code': 81064793359778282, 'p': 67}
  • id: 959694
    {'charpoly_factorization': [[[97244, 692, 1], 1]], 'hecke_orbit_code': 81064793359778282, 'p': 71}
  • id: 959695
    {'charpoly_factorization': [[[170168, -832, 1], 1]], 'hecke_orbit_code': 81064793359778282, 'p': 73}
  • id: 959696
    {'charpoly_factorization': [[[903193, 1962, 1], 1]], 'hecke_orbit_code': 81064793359778282, 'p': 79}
  • id: 959697
    {'charpoly_factorization': [[[386624, -1712, 1], 1]], 'hecke_orbit_code': 81064793359778282, 'p': 83}
  • id: 959698
    {'charpoly_factorization': [[[808048, -1960, 1], 1]], 'hecke_orbit_code': 81064793359778282, 'p': 89}
  • id: 959699
    {'charpoly_factorization': [[[-1371881, -102, 1], 1]], 'hecke_orbit_code': 81064793359778282, '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': 19, 'label': '490.4.a.s', 'level': 490, 'portrait': 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', 'weight': 4}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 63406831
    {'hecke_orbit_code': 81064793359778282, 'n': 1, 'trace_an': 2}
  • id: 63406832
    {'hecke_orbit_code': 81064793359778282, 'n': 2, 'trace_an': -4}
  • id: 63406833
    {'hecke_orbit_code': 81064793359778282, 'n': 3, 'trace_an': 2}
  • id: 63406834
    {'hecke_orbit_code': 81064793359778282, 'n': 4, 'trace_an': 8}
  • id: 63406835
    {'hecke_orbit_code': 81064793359778282, 'n': 5, 'trace_an': -10}
  • id: 63406836
    {'hecke_orbit_code': 81064793359778282, 'n': 6, 'trace_an': -4}
  • id: 63406837
    {'hecke_orbit_code': 81064793359778282, 'n': 7, 'trace_an': 0}
  • id: 63406838
    {'hecke_orbit_code': 81064793359778282, 'n': 8, 'trace_an': -16}
  • id: 63406839
    {'hecke_orbit_code': 81064793359778282, 'n': 9, 'trace_an': -16}
  • id: 63406840
    {'hecke_orbit_code': 81064793359778282, 'n': 10, 'trace_an': 20}
  • id: 63406841
    {'hecke_orbit_code': 81064793359778282, 'n': 11, 'trace_an': -26}
  • id: 63406842
    {'hecke_orbit_code': 81064793359778282, 'n': 12, 'trace_an': 8}
  • id: 63406843
    {'hecke_orbit_code': 81064793359778282, 'n': 13, 'trace_an': -102}
  • id: 63406844
    {'hecke_orbit_code': 81064793359778282, 'n': 14, 'trace_an': 0}
  • id: 63406845
    {'hecke_orbit_code': 81064793359778282, 'n': 15, 'trace_an': -10}
  • id: 63406846
    {'hecke_orbit_code': 81064793359778282, 'n': 16, 'trace_an': 32}
  • id: 63406847
    {'hecke_orbit_code': 81064793359778282, 'n': 17, 'trace_an': 186}
  • id: 63406848
    {'hecke_orbit_code': 81064793359778282, 'n': 18, 'trace_an': 32}
  • id: 63406849
    {'hecke_orbit_code': 81064793359778282, 'n': 19, 'trace_an': 36}
  • id: 63406850
    {'hecke_orbit_code': 81064793359778282, 'n': 20, 'trace_an': -40}
  • id: 63406851
    {'hecke_orbit_code': 81064793359778282, 'n': 21, 'trace_an': 0}
  • id: 63406852
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  • id: 63407042
    {'hecke_orbit_code': 81064793359778282, 'n': 691, 'trace_an': -11848}
  • id: 63407043
    {'hecke_orbit_code': 81064793359778282, 'n': 701, 'trace_an': 5378}
  • id: 63407044
    {'hecke_orbit_code': 81064793359778282, 'n': 709, 'trace_an': -2758}
  • id: 63407045
    {'hecke_orbit_code': 81064793359778282, 'n': 719, 'trace_an': -16792}
  • id: 63407046
    {'hecke_orbit_code': 81064793359778282, 'n': 727, 'trace_an': 26492}
  • id: 63407047
    {'hecke_orbit_code': 81064793359778282, 'n': 729, 'trace_an': 31862}
  • id: 63407048
    {'hecke_orbit_code': 81064793359778282, 'n': 733, 'trace_an': -24546}
  • id: 63407049
    {'hecke_orbit_code': 81064793359778282, 'n': 739, 'trace_an': 678}
  • id: 63407050
    {'hecke_orbit_code': 81064793359778282, 'n': 743, 'trace_an': -21048}
  • id: 63407051
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  • id: 63407052
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  • id: 63407053
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  • id: 63407054
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  • id: 63407055
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  • id: 63407056
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  • id: 63407057
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  • id: 63407058
    {'hecke_orbit_code': 81064793359778282, 'n': 809, 'trace_an': -29730}
  • id: 63407059
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  • id: 63407060
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  • id: 63407061
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  • id: 63407062
    {'hecke_orbit_code': 81064793359778282, 'n': 827, 'trace_an': -24332}
  • id: 63407063
    {'hecke_orbit_code': 81064793359778282, 'n': 829, 'trace_an': 7804}
  • id: 63407064
    {'hecke_orbit_code': 81064793359778282, 'n': 839, 'trace_an': 15736}
  • id: 63407065
    {'hecke_orbit_code': 81064793359778282, 'n': 841, 'trace_an': -26984}
  • id: 63407066
    {'hecke_orbit_code': 81064793359778282, 'n': 853, 'trace_an': -45396}
  • id: 63407067
    {'hecke_orbit_code': 81064793359778282, 'n': 857, 'trace_an': -12388}
  • id: 63407068
    {'hecke_orbit_code': 81064793359778282, 'n': 859, 'trace_an': 41832}
  • id: 63407069
    {'hecke_orbit_code': 81064793359778282, 'n': 863, 'trace_an': 15392}
  • id: 63407070
    {'hecke_orbit_code': 81064793359778282, 'n': 877, 'trace_an': -44108}
  • id: 63407071
    {'hecke_orbit_code': 81064793359778282, 'n': 881, 'trace_an': -12008}
  • id: 63407072
    {'hecke_orbit_code': 81064793359778282, 'n': 883, 'trace_an': 24904}
  • id: 63407073
    {'hecke_orbit_code': 81064793359778282, 'n': 887, 'trace_an': -24876}
  • id: 63407074
    {'hecke_orbit_code': 81064793359778282, 'n': 907, 'trace_an': -39172}
  • id: 63407075
    {'hecke_orbit_code': 81064793359778282, 'n': 911, 'trace_an': -4464}
  • id: 63407076
    {'hecke_orbit_code': 81064793359778282, 'n': 919, 'trace_an': 37042}
  • id: 63407077
    {'hecke_orbit_code': 81064793359778282, 'n': 929, 'trace_an': 64332}
  • id: 63407078
    {'hecke_orbit_code': 81064793359778282, 'n': 937, 'trace_an': -22886}
  • id: 63407079
    {'hecke_orbit_code': 81064793359778282, 'n': 941, 'trace_an': 45520}
  • id: 63407080
    {'hecke_orbit_code': 81064793359778282, 'n': 947, 'trace_an': -31648}
  • id: 63407081
    {'hecke_orbit_code': 81064793359778282, 'n': 953, 'trace_an': 24176}
  • id: 63407082
    {'hecke_orbit_code': 81064793359778282, 'n': 961, 'trace_an': 1294}
  • id: 63407083
    {'hecke_orbit_code': 81064793359778282, 'n': 967, 'trace_an': -44348}
  • id: 63407084
    {'hecke_orbit_code': 81064793359778282, 'n': 971, 'trace_an': 23444}
  • id: 63407085
    {'hecke_orbit_code': 81064793359778282, 'n': 977, 'trace_an': 34164}
  • id: 63407086
    {'hecke_orbit_code': 81064793359778282, 'n': 983, 'trace_an': 39518}
  • id: 63407087
    {'hecke_orbit_code': 81064793359778282, 'n': 991, 'trace_an': 88236}
  • id: 63407088
    {'hecke_orbit_code': 81064793359778282, 'n': 997, 'trace_an': 55730}