Newform data - 234.8.b.c

Formats: - HTML - YAML - JSON - 2025-11-09T02:25:56.561235

• 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': 14976, 'analytic_conductor': 73.09809596328449, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 13, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': 1, 'char_values': [234, 2, [209, 145], [2, 1]], 'cm_discs': [], 'conrey_index': 181, 'dim': 10, 'field_disc': -23853152623858119609919286292714425286194381824, 'field_disc_factorization': [[-1, 1], [2, 10], [19, 2], [73063, 2], [3476736793619083, 2]], 'field_poly': [14762086704451584, 0, 109845194658832, 0, 176057788072, 0, 98320641, 0, 17770, 0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'has_non_self_twist': 1, 'hecke_cutters': [[5, [7415000643718404000000, 0, 169815668116669020000, 0, 7663677525781425, 0, 105142335811, 0, 556019, 0, 1]]], 'hecke_orbit': 3, 'hecke_orbit_code': 9007268108435690, 'hecke_ring_generator_nbound': 13, 'hecke_ring_index': 382205952, 'hecke_ring_index_factorization': [[2, 19], [3, 6]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 13, 2, 1, 2, 0]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '234.8.b.c', 'level': 234, '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, 13], 'level_radical': 78, 'minimal_twist': '26.8.b.a', 'prim_orbit_index': 2, 'qexp_display': 'q-\\beta _{5}q^{2}-2^{6}q^{4}+(-2\\beta _{5}+\\beta _{6})q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 10, 'rm_discs': [], 'sato_tate_group': '7.2.3.c2', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '234.8.b', 'trace_display': [0, 0, 0, 0], 'trace_hash': 1448359299311875707, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '8.514', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '393.302', 'prec': 24}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '28838.527', 'prec': 30}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.509', 'prec': 17}, 'traces': [10, 0, 0, -640, 0, 0, 0, 0, 0, -1136, 0, 0, 3432, -3792, 0, 40960, 6918, 0, 0, 0, 0, 17280, -94164, 0, -330788, -118896, 0, 0, 131304, 0, 0, 0, 0, 0, -873450, 0, 0, -602976, 0, 72704, 0, 0, 2740774, 0, 0, 0, 0, 0, -3083904, 0, 0, -219648, 3605916, 0, 3999840, 242688, 0, 0, 0, 0, 11727656, 4210560, 0, -2621440, 7481034, 0, 0, -442752, 0, 0, 0, 0, 0, -18145392, 0, 0, 7147920, 0, -28449228, 0, 0, 17868800, 0, 0, 0, 0, 0, -1105920, 0, 0, -20225194, 6026496, 0, 8240976, -16547484, 0, 0, 0, 0, 21170432, 66817248, 0, 39687164, 7609344, 0, 0, -32314872, 0, 0, 0, 0, 0, -12630564, 0, 0, -8403456, 0, 6571616, 0, 0, 46533998, 0, 0, 0, 0, 0, 23217692, 0, 0, 56316576, 101965662, 0, 18397548, 48507072, 0, 0, 0, 0, 70233538, 55900800, 0, -67219440, -77531280, 0, 0, 11781792, 0, 0, 0, 0, 0, 38590464, 0, 0, -198483456, 0, 129481732, 0, 0, -4653056, 0, 0, 0, 0, 0, -26151008, 0, 0, 57766022, -306073776, 0, -175409536, 390280476, 0, 0, 0, 0, -125238624, -308624118, 0, 106815508, -204456096, 0, 0, -197197062, 0, 0, 0, 0, 0, 760551336, 0, 0, 358286016, 0, 197369856, 0, 0, -404883336, 0, 0, 0, 0, 0, 973477312, 0, 0, 14057472, -185151888, 0, -317277510, -230778624, 0, 0, 0, 0, -480429520, 684615984, 0, -255989760, 59686068, 0, 0, -15532032, 0, 0, 0, 0, 0, 61788576, 0, 0, -287830074, 0, -1116207462, 0, 0, 536547056, 0, 0, 0, 0, 0, -750569984, 0, 0, -748856268, -269475840, 0, -218437872, 591273816, 0, 0, 0, 0, 167772160, -663793242, 0, -204090698, -478786176, 0, 0, -1786714704, 0, 0, 0, 0, 0, -1391893656, 0, 0, 28336128, 0, 1930530848, 0, 0, 484587112, 0, 0, 0, 0, 0, 326088664, 0, 0, 1161270912, 2126979840, 0, 687872540, -2246802432, 0, 0, 0, 0, 837575356, 1161305088, 0, -2494613984, 3255551256, 0, 0, 72602640, 0, 0, 0, 0, 0, -457466880, 0, 0, -734421756, 0, -4650230006, 0, 0, 1820750592, 0, 0, 0, 0, 0, -4752678688, 0, 0, -960558708, -3607965600, 0, -1143603200, 2432032758, 0, 0, 0, 0, 2176974144, -1303068696, 0, 4610218582, -1565773248, 0, 0, -2720544432, 0, 0, 0, 0, 0, 181626438, 0, 0, 6362657472, 0, 70778880, 0, 0, -4488149550, 0, 0, 0, 0, 0, 3334066822, 0, 0, 1294412416, 2802685860, 0, 3244306832, -385695744, 0, 0, 0, 0, -56576976, 5199769344, 0, -527422464, 1437605880, 0, 0, 1059038976, 0, 0, 0, 0, 0, 13823904, 0, 0, -2777838228, 0, -1255402724, 0, 0, 2297160304, 0, 0, 0, 0, 0, -1354907648, 0, 0, 917958800, -4276303872, 0, -3369541376, -4298164320, 0, 0, 0, 0, -2539978496, -13041733068, 0, 10508024036, -486998016, 0, 0, 2010442026, 0, 0, 0, 0, 0, 11125794912, 0, 0, 2068151808, 0, 8693380432, 0, 0, -3969425786, 0, 0, 0, 0, 0, 6744972300, 0, 0, 7521155024, 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0, 0, 0, 0, 0, -12537625984, 0, 0, -22698027776, -87824682414, 0, -121525621348, 44140838304, 0, 0, 0, 0, -8884062382, -48675285504, 0, 50404048144, -23608324692, 0, 0, -21095490048, 0, 0, 0, 0, 0, -22930305024, 0, 0, 133623090624, 0, 59881434480, 0, 0, -12631670784, 0, 0, 0, 0, 0, 99619421280, 0, 0, 35158531944, 13232825184, 0, 25912533504, 55994084748, 0, 0, 0, 0, -3590875680, -49338367680, 0, 35648725900, 40733836416, 0, 0, 23078621742, 0, 0, 0, 0, 0, 158354917020, 0, 0, -4158765216, 0, -62302547968, 0, 0, 102606137724, 0, 0, 0, 0, 0, -18095756928, 0, 0, -899678208, -120302531604, 0, -3746013288, 11849720832, 0, 0, 0, 0, 76178206526, -60023390160, 0, 20305760640, 71059393032, 0, 0, 14769831936, 0, 0, 0, 0, 0, 12558516096, 0, 0, 109634457228, 0, -70270476224, 0, 0, -34502354320, 0, 0, 0, 0, 0, 30747489280, 0, 0, 55874830040, -43815422976, 0, 29350976832, -113104506906, 0, 0, 0, 0, 16383344640, 9817298142, 0, -46725086286, -3819908352, 0, 0, -140636914632, 0, 0, 0, 0, 0, -105164304588, 0, 0, 994050048, 0, -17792183424, 0, 0, -56987159052, 0, 0, 0, 0, 0, -80772689978, 0, 0, -11177235760, 14579662440, 0, 167202960, -4084054560, 0, 0, 0, 0, -22891284360, -3954468864, 0, 45889711440, 86914840530, 0, 0, -109938817536, 0, 0, 0, 0, 0, 18421124736, 0, 0, 94075955520, 0, 54437832892, 0, 0, 71437277568, 0, 0, 0, 0, 0, -110574409728, 0, 0, -67073534204, -22714126848, 0, -34339011584, -36084825294, 0, 0, 0, 0, -5616179184, 60219592908, 0, 95052613254, 76356214944, 0, 0, -149891288124, 0, 0, 0, 0, 0, 121576079106, 0, 0, 121990866624, 0, 48036478976, 0, 0, 61578884160, 0, 0, 0, 0, 0, -126022629178, 0, 0, 47926801152, -134111673012, 0, 75311455972, 17246453760, 0, 0, 0, 0, 158133220392, -57075062976, 0, 13980023808], 'weight': 8, '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, 0, 0, 0, 0, 0, 0, 0, 0], [0, 0, 0, 0, 0, -1, 0, 0, 0, 0], [0, 0, 0, 0, 0, 0, 0, 0, 0, 0], [-64, 0, 0, 0, 0, 0, 0, 0, 0, 0], [0, 0, 0, 0, 0, -2, 1, 0, 0, 0], [0, 0, 0, 0, 0, 0, 0, 0, 0, 0], [0, 0, 0, 0, 0, -6, 1, 0, 1, 0], [0, 0, 0, 0, 0, 64, 0, 0, 0, 0], [0, 0, 0, 0, 0, 0, 0, 0, 0, 0], [-114, 1, 0, 0, -1, 0, 0, 0, 0, 0], [0, 0, 0, 0, 0, 28, -4, 0, 0, -1], [0, 0, 0, 0, 0, 0, 0, 0, 0, 0], [342, 5, -1, -1, 0, -184, -6, 1, 2, 0], [-382, 5, 0, 2, -1, 0, 0, 0, 0, 0], [0, 0, 0, 0, 0, 0, 0, 0, 0, 0], [4096, 0, 0, 0, 0, 0, 0, 0, 0, 0], [691, 5, -5, 2, 6, 0, 0, 0, 0, 0], [0, 0, 0, 0, 0, 0, 0, 0, 0, 0], [0, 0, 0, 0, 0, -946, 16, 6, -6, 1], [0, 0, 0, 0, 0, 128, -64, 0, 0, 0], [0, 0, 0, 0, 0, 0, 0, 0, 0, 0], [1724, 20, -8, -2, 8, 0, 0, 0, 0, 0], [-9410, 8, -8, -16, 6, 0, 0, 0, 0, 0], [0, 0, 0, 0, 0, 0, 0, 0, 0, 0], [-33122, 97, -5, 16, 6, 0, 0, 0, 0, 0], [-11878, -27, -8, 6, 7, -332, -41, 3, 18, 11], [0, 0, 0, 0, 0, 0, 0, 0, 0, 0], [0, 0, 0, 0, 0, 384, -64, 0, -64, 0], [13060, 176, 14, -14, 42, 0, 0, 0, 0, 0], [0, 0, 0, 0, 0, 0, 0, 0, 0, 0], [0, 0, 0, 0, 0, 6548, 178, -10, 48, -31], [0, 0, 0, 0, 0, -4096, 0, 0, 0, 0], [0, 0, 0, 0, 0, 0, 0, 0, 0, 0], [0, 0, 0, 0, 0, -767, 263, -13, -78, 27], [-87295, -101, -20, -4, -96, 0, 0, 0, 0, 0], [0, 0, 0, 0, 0, 0, 0, 0, 0, 0], [0, 0, 0, 0, 0, -28368, 99, -62, 48, -70], [-60200, -206, -40, 2, -14, 0, 0, 0, 0, 0], [0, 0, 0, 0, 0, 0, 0, 0, 0, 0], [7296, -64, 0, 0, 64, 0, 0, 0, 0, 0], [0, 0, 0, 0, 0, 28118, -958, -150, -36, -66], [0, 0, 0, 0, 0, 0, 0, 0, 0, 0], [273973, 145, 100, 16, -162, 0, 0, 0, 0, 0], [0, 0, 0, 0, 0, -1792, 256, 0, 0, 64], [0, 0, 0, 0, 0, 0, 0, 0, 0, 0], [0, 0, 0, 0, 0, 9454, 86, 14, 420, 78], [0, 0, 0, 0, 0, 12616, 989, 102, -345, -10], [0, 0, 0, 0, 0, 0, 0, 0, 0, 0], [-308424, 91, 139, -146, -12, 0, 0, 0, 0, 0], [0, 0, 0, 0, 0, 32962, 71, 51, -654, 91], [0, 0, 0, 0, 0, 0, 0, 0, 0, 0], [-21888, -320, 64, 64, 0, 11776, 384, -64, -128, 0], [361034, -974, 12, -144, 42, 0, 0, 0, 0, 0], [0, 0, 0, 0, 0, 0, 0, 0, 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[-1167110837, -105555, -112425, -599298, 287274, 0, 0, 0, 0, 0], [784236802, -7860200, -833576, 436744, 294690, 0, 0, 0, 0, 0], [0, 0, 0, 0, 0, -58713232, -5367856, 441582, 277900, -921680], [0, 0, 0, 0, 0, -338516676, 531752, -1320444, -1265040, -596840], [0, 0, 0, 0, 0, 442075484, 11742740, 747816, 1498360, 1464481], [0, 0, 0, 0, 0, -390449268, 2669965, 339690, -883781, 685536], [1708540422, -10303356, -585924, -434118, -209676, 0, 0, 0, 0, 0], [0, 0, 0, 0, 0, 509219082, 12249678, 1067718, 22632, 1986975], [1471720906, -5166316, 462904, 1077464, -2112930, 0, 0, 0, 0, 0], [-3056655748, 2483206, -177854, -838678, 966648, 0, 0, 0, 0, 0], [523257652, -3582082, -1599568, -151508, 3663534, 0, 0, 0, 0, 0], [0, 0, 0, 0, 0, -540667532, 11975176, -1105890, 3465980, -939976], [-3354415359, 4448087, -799399, -625762, -894294, 0, 0, 0, 0, 0], [-7285813362, 10530300, 371676, -53544, 634920, 0, 0, 0, 0, 0], [0, 0, 0, 0, 0, 33721726, -19928140, 1443042, -1993374, 397055], [0, 0, 0, 0, 0, 464137186, 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-302112, 1858122, 0, 0, 0, 0, 0], [1462197392, -8722718, -4299672, 2444520, 4166130, 0, 0, 0, 0, 0], [-2298269244, 17026708, 4468312, 1357000, -8400480, 0, 0, 0, 0, 0], [0, 0, 0, 0, 0, 1587635856, -15614544, -2654076, -22818456, -2824356], [5442589198, 9597168, -2758380, -3853560, 3641460, 0, 0, 0, 0, 0], [0, 0, 0, 0, 0, -209679546, 21600275, 1936380, -2346672, 3867532], [0, 0, 0, 0, 0, -1229263360, 10181988, 620568, -5297688, -3918685], [-3617491275, 19018611, 1489845, 2013408, -7113906, 0, 0, 0, 0, 0], [0, 0, 0, 0, 0, -1046557634, -36902927, -513792, 17088137, -3505720], [12164110023, -20723901, 3984156, 484464, -4458462, 0, 0, 0, 0, 0], [0, 0, 0, 0, 0, 1357347704, 22888792, -2465532, 5793216, 5749420], [0, 0, 0, 0, 0, 977858238, 65535567, 3788124, -55461, -951240], [7535828446, -10972970, -3593720, 2859568, -3878244, 0, 0, 0, 0, 0], [15830399328, -36782272, -7859590, 1948640, -3063990, 0, 0, 0, 0, 0]], 'char_orbit_index': 2, 'field_poly': [14762086704451584, 0, 109845194658832, 0, 176057788072, 0, 98320641, 0, 17770, 0, 1], 'hecke_orbit_code': 9007268108435690, 'hecke_ring_character_values': [[209, [1, 0, 0, 0, 0, 0, 0, 0, 0, 0]], [145, [-1, 0, 0, 0, 0, 0, 0, 0, 0, 0]]], 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 111044298546480, 999398686918320, 24485267829498840, 73455803488496520, 1264856967340190321760, 743735896796031909194880, 743735896796031909194880, 247911965598677303064960, 6411516351689930251680], 'hecke_ring_inverse_denominators': [1, 72, 9, 72, 9, 72, 9, 72, 9, 72], 'hecke_ring_inverse_numerators': [[1, 0, 0, 0, 0, 0, 0, 0, 0, 0], [0, 0, 0, 0, 0, 4, -3, 1, -2, 1], [-31978, -11, -9, 0, 0, 0, 0, 0, 0, 0], [0, 0, 0, 0, 0, 308474, 45921, -6379, 15134, -5299], [214354234, 123581, 76419, 6696, -6318, 0, 0, 0, 0, 0], [0, 0, 0, 0, 0, -3702693842, -369644169, 49884451, -116165678, 36010123], [-1615596604714, -1272861461, -599697819, -65843712, 84661686, 0, 0, 0, 0, 0], [0, 0, 0, 0, 0, 39223955938706, 2807412895065, -400864197139, 908459504654, -259550249083], [12472825743412282, 12328572736757, 4677870232683, 564600333528, -893845450134, 0, 0, 0, 0, 0], [0, 0, 0, 0, 0, -385625034870631154, -21256045568568777, 3240616260222691, -7153975663783214, 1900291056069067]], 'hecke_ring_numerators': [[1, 0, 0, 0, 0, 0, 0, 0, 0, 0], [52442437539278784, 0, 434217718330916, 0, 429800329035, 0, 94017378, 0, 5867, 0], [-4127841391851404064, 0, -5775793588558396, 0, -4727803619385, 0, -1034191158, 0, -64537, 0], [322820799291579155472, 0, 978155564463447292, 0, 661251717248229, 0, 126827442807, 0, 7338670, 0], [527421591222241612752, 0, 3593625016801678352, 0, 3355917397841679, 0, 700329089382, 0, 41872175, 0], [0, 478878215882510529936, 0, -1927273332417492488, 0, -2554616051218827, 0, -574351546782, 0, -35664299], [0, -7641352073688073657769448, 0, -56771196428018246758558, 0, -45953453068009425921, 0, -9199482098559168, 0, -539984434165], [0, 370665178366390868212655112, 0, 456146567166110868291166, 0, 148747188704672181423, 0, 19567482449464560, 0, 930802604119], [0, 60307893081134393190497424, 0, 192848311873045401824264, 0, 149585202792099033633, 0, 30031882608465894, 0, 1773305389565], [0, 178282645731981919419336, 0, 4613471221258213316470, 0, 5318207981003107101, 0, 1158415877100729, 0, 70456541914]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 10, 'label': '234.8.b.c', 'level': 234, 'maxp': 997, 'weight': 8}
• 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

  
  {'Nk2': 14976, 'analytic_conductor': 73.09809596328449, 'char_conductor': 13, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': 1, 'char_values': [234, 2, [209, 145], [2, 1]], 'conrey_index': 181, 'cusp_dim': 286, 'dim': 40, 'eis_dim': 16, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 68853694698, 'hecke_orbit_dims': [6, 8, 10, 16], 'label': '234.8.b', 'level': 234, '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, 13], 'level_radical': 78, 'mf_dim': 302, 'mf_new_dim': 40, 'num_forms': 4, 'prim_orbit_index': 2, 'relative_dim': 40, 'sturm_bound': 336, 'trace_bound': 1, 'trace_display': [0, 0, 0, 0], 'traces': [40, 0, 0, -2560, 0, 0, 0, 0, 0, -3792, 0, 0, 21254, -18160, 0, 163840, 32386, 0, 0, 0, 0, 17280, 89572, 0, -421846, 171824, 0, 0, 385316, 0, 0, 0, 0, 0, -361682, 0, 0, -117312, 0, 242688, 0, 0, -2482162, 0, 0, 0, 0, 0, -3059846, 0, 0, -1360256, -1334208, 0, -2667552, 1162240, 0, 0, 0, 0, 906004, 976160, 0, -10485760, 549874, 0, 0, -2072704, 0, 0, 0, 0, 0, -4121840, 0, 0, -11130960, 0, -20758028, 0, 0, -3400800, 0, 0, 0, 0, 0, -1105920, 0, 0, 8457390, -5732608, 0, 6763536, -9182388, 0, 0, 0, 0, 26998144, 24151892, 0, -24120292, -10996736, 0, 0, -70144264, 0, 0, 0, 0, 0, 41434232, 0, 0, -24660224, 0, 15550752, 0, 0, -74663416, 0, 0, 0, 0, 0, -160626836, 0, 0, 7663680, -26698130, 0, 70483236, 110575904, 0, 0, 0, 0, -42178246, 23147648, 0, 9818640, -87367440, 0, 0, -42664736, 0, 0, 0, 0, 0, 7507968, 0, 0, -252928568, 0, -54075496, 0, 0, -15532032, 0, 0, 0, 0, 0, -104383776, 0, 0, -68550932, -163894640, 0, 158858368, 611850912, 0, 0, 0, 0, 229868352, 180919242, 0, -70764136, -126965952, 0, 0, -510704422, 0, 0, 0, 0, 0, 500722704, 0, 0, -104200320, 0, 195830144, 0, 0, -609293384, 0, 0, 0, 0, 0, -878925624, 0, 0, 87056384, -630274032, 0, 607332658, 85389312, 0, 0, 0, 0, 792074760, 337734128, 0, 170723328, -358664880, 0, 0, -74383360, 0, 0, 0, 0, 0, 535685152, 0, 0, -358326918, 0, -942677622, 0, 0, 313786032, 0, 0, 0, 0, 0, -57984256, 0, 0, -566696676, -62474240, 0, 1750779600, 1490375216, 0, 0, 0, 0, 671088640, 124214826, 0, -1062041514, -35191936, 0, 0, -572715648, 0, 0, 0, 0, 0, 1786065380, 0, 0, 132653056, 0, 717747456, 0, 0, -460739236, 0, 0, 0, 0, 0, -559308992, 0, 0, -11991936, -1235020840, 0, 2999592982, -219039424, 0, 0, 0, 0, 5613924780, 263797760, 0, -506153088, 1626924048, 0, 0, -609278800, 0, 0, 0, 0, 0, 712381440, 0, 0, 1527554300, 0, -2505459362, 0, 0, 1328513792, 0, 0, 0, 0, 0, -1028278176, 0, 0, -4052591846, -2531440384, 0, 217651200, 408507942, 0, 0, 0, 0, 2216177664, -4353004064, 0, -322523366, 349855104, 0, 0, -441787152, 0, 0, 0, 0, 0, 822030846, 0, 0, 3215376800, 0, 70778880, 0, 0, 1586069202, 0, 0, 0, 0, 0, -3924892040, 0, 0, -541272960, -6125535052, 0, 7656040544, 366886912, 0, 0, 0, 0, -3816033332, -2536824576, 0, -432866304, 4156274580, 0, 0, 587672832, 0, 0, 0, 0, 0, 151086752, 0, 0, 8694507480, 0, 1708319628, 0, 0, 666249360, 0, 0, 0, 0, 0, -1727881216, 0, 0, -11137895400, -1545721088, 0, -1940534592, -7778110560, 0, 0, 0, 0, 1543698688, -13832348956, 0, -9622464396, 703791104, 0, 0, -5162376230, 0, 0, 0, 0, 0, 10263994876, 0, 0, 4489232896, 0, -2901827376, 0, 0, 5460516538, 0, 0, 0, 0, 0, 862275404, 0, 0, -5398121712, -4862375518, 0, -1351292436, -1702234864, 0, 0, 0, 0, -7042206144, -2651790848, 0, -10188611904, 11217556884, 0, 0, -7180454032, 0, 0, 0, 0, 0, 1578254336, 0, 0, 25154846496, 0, 6136737168, 0, 0, -995248128, 0, 0, 0, 0, 0, -5103829008, 0, 0, 107448330, -12515320160, 0, 4778458624, -1574884248, 0, 0, 0, 0, -13793012544, -17591869990, 0, -5858539800, 7075092960, 0, 0, -25799772450, 0, 0, 0, 0, 0, 11383048572, 0, 0, 17187707904, 0, 10280117504, 0, 0, 18100832940, 0, 0, 0, 0, 0, 23343145200, 0, 0, -490475520, -27591914910, 0, 17535829688, 1708680320, 0, 0, 0, 0, -673300448, -6726579552, 0, -4510927104, 24015149480, 0, 0, -7076857856, 0, 0, 0, 0, 0, 10467916240, 0, 0, 36793344238, 0, 32588996774, 0, 0, -12504137856, 0, 0, 0, 0, 0, 2699407744, 0, 0, 1110496372, -1481449472, 0, 11268574080, 6323732282, 0, 0, 0, 0, -628392960, 367508590, 0, -11208225614, 5591516160, 0, 0, -66151205720, 0, 0, 0, 0, 0, 29042866012, 0, 0, 2730543104, 0, 4150909776, 0, 0, -27155147880, 0, 0, 0, 0, 0, 29013426030, 0, 0, -481500384, -46484522724, 0, 39991026154, 10716819056, 0, 0, 0, 0, -43186096396, -480509952, 0, -4063691328, 36773930442, 0, 0, -52051033984, 0, 0, 0, 0, 0, 16187428352, 0, 0, 73912604244, 0, 42516537724, 0, 0, 3460831744, 0, 0, 0, 0, 0, 24619303488, 0, 0, -14320969882, -15871061760, 0, 994050048, 41243832384, 0, 0, 0, 0, -52751668512, 6814435636, 0, -61327384752, 13552648160, 0, 0, -135251077508, 0, 0, 0, 0, 0, 69744388904, 0, 0, 34062562240, 0, 6680561664, 0, 0, 8401638960, 0, 0, 0, 0, 0, 43039463438, 0, 0, 4387259648, -78146300064, 0, 42997975896, 10489256960, 0, 0, 0, 0, -104346890580, 6929666864, 0, -10166935552, 38821607652, 0, 0, -39158458368, 0, 0, 0, 0, 0, 26899109008, 0, 0, 100552446328, 0, 101225586756, 0, 0, -35634580992, 0, 0, 0, 0, 0, -14711574528, 0, 0, 1778944032, -11578831488, 0, 43082918592, 15213264728, 0, 0, 0, 0, 4528904704, -20027694556, 0, 4455601384, 8125820928, 0, 0, -161359230194, 0, 0, 0, 0, 0, 99072520080, 0, 0, 32685083008, 0, 32992499424, 0, 0, -115446581460, 0, 0, 0, 0, 0, 29742318464, 0, 0, -4619322816, -153983488550, 0, -8962690856, 53847998528, 0, 0, 0, 0, -78138913374, -32046253056, 0, -18915354288, 99953913116, 0, 0, -124280348160, 0, 0, 0, 0, 0, 6668820480, 0, 0, 116408555112, 0, 21912267888, 0, 0, -12533129216, 0, 0, 0, 0, 0, 145013483616, 0, 0, -21474303532, -82172125472, 0, 38994776576, -31219128104, 0, 0, 0, 0, 1847800320, -60828682560, 0, -163092909972, 40550940192, 0, 0, -156660830102, 0, 0, 0, 0, 0, 99848423140, 0, 0, 91112960288, 0, 56251239936, 0, 0, 13920790508, 0, 0, 0, 0, 0, -4874622164, 0, 0, -5571608576, -222826876128, 0, 93791156232, 40337538048, 0, 0, 0, 0, -44235255296, -56174385680, 0, -38869290112, 161658417624, 0, 0, -5464915968, 0, 0, 0, 0, 0, 26775719488, 0, 0, 185108483936, 0, 59613818680, 0, 0, -72122337360, 0, 0, 0, 0, 0, -50692784640, 0, 0, -111365305008, -21614984192, 0, 93051699648, -26607057546, 0, 0, 0, 0, -10926292992, -84452875374, 0, -225843477302, 22954552320, 0, 0, -221638295664, 0, 0, 0, 0, 0, 150540607044, 0, 0, 4760535040, 0, 2111384352, 0, 0, 67388544636, 0, 0, 0, 0, 0, 185564733214, 0, 0, -25511056560, -101949105072, 0, 75133848720, 18251423264, 0, 0, 0, 0, -25115669192, -34283849728, 0, 2685500400, 135006853650, 0, 0, -85738172064, 0, 0, 0, 0, 0, 22932922752, 0, 0, 297583836096, 0, 177673990624, 0, 0, 60331367808, 0, 0, 0, 0, 0, -31381094400, 0, 0, -222276665196, -97531351008, 0, -20082306048, -127200175578, 0, 0, 0, 0, 80410626192, -225638638252, 0, -127898474768, 54024426528, 0, 0, -72470215292, 0, 0, 0, 0, 0, 206744314314, 0, 0, 259985695200, 0, 3710992384, 0, 0, 6495240384, 0, 0, 0, 0, 0, -216796440594, 0, 0, 36268587264, -191387440916, 0, 132441814676, 3998351360, 0, 0, 0, 0, -33436543636, -84667356512, 0, -112049894400], 'weight': 8, '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: 188497
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 10, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '234.8.b.c', 'source_level': 234, 'target_char_orbit': 2, 'target_dim': 10, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '26.8.b.a', 'target_level': 26, 'twist_class_label': '26.8.b.a', 'twist_class_level': 26, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 8}
  • id: 188498
    {'conductor': 39, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 10, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '234.8.b.c', 'source_level': 234, 'target_char_orbit': 2, 'target_dim': 10, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '26.8.b.a', 'target_level': 26, 'twist_class_label': '26.8.b.a', 'twist_class_level': 26, 'twisting_char_label': '39.d', 'twisting_char_orbit': 4, 'weight': 8}
  • id: 188499
    {'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 10, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '234.8.b.c', 'source_level': 234, 'target_char_orbit': 6, 'target_dim': 10, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '208.8.f.c', 'target_level': 208, 'twist_class_label': '26.8.b.a', 'twist_class_level': 26, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 8}
  • id: 188500
    {'conductor': 156, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 10, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '234.8.b.c', 'source_level': 234, 'target_char_orbit': 6, 'target_dim': 10, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '208.8.f.c', 'target_level': 208, 'twist_class_label': '26.8.b.a', 'twist_class_level': 26, 'twisting_char_label': '156.h', 'twisting_char_orbit': 8, 'weight': 8}
  • id: 188501
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 2, 'source_dim': 10, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '234.8.b.c', 'source_level': 234, 'target_char_orbit': 2, 'target_dim': 10, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '234.8.b.c', 'target_level': 234, 'twist_class_label': '26.8.b.a', 'twist_class_level': 26, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 8}
  • id: 188502
    {'conductor': 13, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 10, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '234.8.b.c', 'source_level': 234, 'target_char_orbit': 2, 'target_dim': 10, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '234.8.b.c', 'target_level': 234, 'twist_class_label': '26.8.b.a', 'twist_class_level': 26, 'twisting_char_label': '13.b', 'twisting_char_orbit': 2, 'weight': 8}
  • id: 188503
    {'conductor': 39, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 10, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '234.8.b.c', 'source_level': 234, 'target_char_orbit': 1, 'target_dim': 5, 'target_hecke_orbit': 11, 'target_is_minimal': False, 'target_label': '338.8.a.k', 'target_level': 338, 'twist_class_label': '26.8.b.a', 'twist_class_level': 26, 'twisting_char_label': '39.f', 'twisting_char_orbit': 6, 'weight': 8}
  • id: 188504
    {'conductor': 39, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 10, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '234.8.b.c', 'source_level': 234, 'target_char_orbit': 1, 'target_dim': 5, 'target_hecke_orbit': 12, 'target_is_minimal': False, 'target_label': '338.8.a.l', 'target_level': 338, 'twist_class_label': '26.8.b.a', 'twist_class_level': 26, 'twisting_char_label': '39.f', 'twisting_char_orbit': 6, 'weight': 8}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 557000
    {'charpoly_factorization': [[[64, 0, 1], 5]], 'hecke_orbit_code': 9007268108435690, 'p': 2}
  • id: 557001
    {'charpoly_factorization': [[[0, 1], 10]], 'hecke_orbit_code': 9007268108435690, 'p': 3}
  • id: 557002
    {'charpoly_factorization': [[[7415000643718404000000, 0, 169815668116669020000, 0, 7663677525781425, 0, 105142335811, 0, 556019, 0, 1], 1]], 'hecke_orbit_code': 9007268108435690, 'p': 5}
  • id: 557003
    {'charpoly_factorization': [[[854175833554554283853437898256, 0, 4898890659876510364034760, 0, 10853403569034769521, 0, 11469162172363, 0, 5659667, 0, 1], 1]], 'hecke_orbit_code': 9007268108435690, 'p': 7}
  • id: 557004
    {'charpoly_factorization': [[[10769046452297881467766427772518400, 0, 16051405068281865132888293376, 0, 7586290600968799494144, 0, 1268576411666832, 0, 74168856, 0, 1], 1]], 'hecke_orbit_code': 9007268108435690, 'p': 11}
  • id: 557005
    {'charpoly_factorization': [[[972786042517719014174576083150881262357, -53206065378737343810805044482148072, -5680927415091667221277068493687, -252079647934823632446404752, -133541911458354433712210, 29269400826999442096, -2128208248465130, -64022237968, -22993699, -3432, 1], 1]], 'hecke_orbit_code': 9007268108435690, 'p': 13}
  • id: 557006
    {'charpoly_factorization': [[[2587519660810461484716, 359762650612853976, -2032663742757, -1191832477, -3459, 1], 2]], 'hecke_orbit_code': 9007268108435690, 'p': 17}
  • id: 557007
    {'charpoly_factorization': [[[1775688447250419917603395297951309198058496, 0, 48120542342576807449948304723751168, 0, 444234685298272322161516416, 0, 1760388522097005792, 0, 2802325284, 0, 1], 1]], 'hecke_orbit_code': 9007268108435690, 'p': 19}
  • id: 557008
    {'charpoly_factorization': [[[840979837203439393654272, 21917982573002987136, -423762794118504, -10417526212, 47082, 1], 2]], 'hecke_orbit_code': 9007268108435690, 'p': 23}
  • id: 557009
    {'charpoly_factorization': [[[-44409666451477544678522880, 876900610894266878976, 3400645740853248, -60014149852, -65652, 1], 2]], 'hecke_orbit_code': 9007268108435690, 'p': 29}
  • id: 557010
    {'charpoly_factorization': [[[786777064348941155573953691493790409645073471897600, 0, 318824213907079388209014733615402047307776, 0, 45625578755568749072666553526272, 0, 2982635787974917753744, 0, 90036763928, 0, 1], 1]], 'hecke_orbit_code': 9007268108435690, 'p': 31}
  • id: 557011
    {'charpoly_factorization': [[[183229996761098484527654369025445637968169759061862656, 0, 71480008678785529301282589804172742103743328, 0, 6580390554755250209328343134282705, 0, 109869486455550518879875, 0, 605916669203, 0, 1], 1]], 'hecke_orbit_code': 9007268108435690, 'p': 37}
  • id: 557012
    {'charpoly_factorization': [[[5555570597860483035503748506083994099733878513637890457600, 0, 91506905289858672844844810037322583237141200896, 0, 559684945372287813835668545932886016, 0, 1580716127832214981414912, 0, 2060045327744, 0, 1], 1]], 'hecke_orbit_code': 9007268108435690, 'p': 41}
  • id: 557013
    {'charpoly_factorization': [[[4020472239751637025693702448, -69514981451469354321704, 264055882714138411, 205215387247, -1370387, 1], 2]], 'hecke_orbit_code': 9007268108435690, 'p': 43}
  • id: 557014
    {'charpoly_factorization': [[[30003416294734573938012545068570743509508506445551797776, 0, 3592934706203025315206429644436302726296186504, 0, 107576346481294468587668562952013697, 0, 850588204467289976709291, 0, 1972388706723, 0, 1], 1]], 'hecke_orbit_code': 9007268108435690, 'p': 47}
  • id: 557015
    {'charpoly_factorization': [[[-255557751656576405777366607072, -39673636673072471176176, 1356008632532501616, -234221204232, -1802958, 1], 2]], 'hecke_orbit_code': 9007268108435690, 'p': 53}
  • id: 557016
    {'charpoly_factorization': [[[38903194979983301969133127741608639412201757461082103899136, 0, 20674369324927762940297746848586325323660500586752, 0, 56747542812352141651145143426594887552, 0, 40606051449973094447733472, 0, 11002879026212, 0, 1], 1]], 'hecke_orbit_code': 9007268108435690, 'p': 59}
  • id: 557017
    {'charpoly_factorization': [[[1208970524932396880103321208832, -684787411101491539692800, -6987333616027158688, 11155907040772, -5863828, 1], 2]], 'hecke_orbit_code': 9007268108435690, 'p': 61}
  • id: 557018
    {'charpoly_factorization': [[[329067581615658643839064631667579226933732342238748364172230656, 0, 1230703803586634177032603077154451365713947258990592, 0, 1323432040161357427147820182904166150912, 0, 353279321774404217529563152, 0, 33065457170312, 0, 1], 1]], 'hecke_orbit_code': 9007268108435690, 'p': 67}
  • id: 557019
    {'charpoly_factorization': [[[34048980553600363893446417339613081178926818352631550937656250000, 0, 27228967400402909479071070926778458099426326653125000, 0, 7968520597901227199598918073451765765625, 0, 1037387030719591547868886875, 0, 57327944874075, 0, 1], 1]], 'hecke_orbit_code': 9007268108435690, 'p': 71}
  • id: 557020
    {'charpoly_factorization': [[[42859772290345960967449339782272893071957408137318400000000, 0, 7610730763096423861101156268160620681037184000000, 0, 86038932634542628279893115723924200000, 0, 64422784459659332122308400, 0, 14564851739564, 0, 1], 1]], 'hecke_orbit_code': 9007268108435690, 'p': 73}
  • id: 557021
    {'charpoly_factorization': [[[-3712503289044058937161432129935360, -2468061559210708585556257536, -436671774922658453848, 27945068235420, 14224614, 1], 2]], 'hecke_orbit_code': 9007268108435690, 'p': 79}
  • id: 557022
    {'charpoly_factorization': [[[131484325363807690838002101934470742467939775860047544399258624, 0, 1129009145565190054547794707241092781726618661531904, 0, 2284946039801676744295822729415852797824, 0, 919513796391243764426673376, 0, 59240023602596, 0, 1], 1]], 'hecke_orbit_code': 9007268108435690, 'p': 83}
  • id: 557023
    {'charpoly_factorization': [[[170477690184587574221067784024819271787133665322252080845938753536, 0, 139272414389608088388128885336730571834609809958330368, 0, 39246504937485929203660881688035463256640, 0, 4335710245605345852140658480, 0, 143713352543148, 0, 1], 1]], 'hecke_orbit_code': 9007268108435690, 'p': 89}
  • id: 557024
    {'charpoly_factorization': [[[13494812755789290749716223542276775380751334283273557961730043150336, 0, 12525230704466800834663010431595654974774590330573422592, 0, 1065227282628416393466582177534449704931328, 0, 29579408898107097817112875776, 0, 299950115920560, 0, 1], 1]], 'hecke_orbit_code': 9007268108435690, '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': 2, 'hecke_orbit': 3, 'label': '234.8.b.c', 'level': 234, 'portrait': 'data:image/png;base64,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', 'weight': 8}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 29764147
    {'hecke_orbit_code': 9007268108435690, 'n': 1, 'trace_an': 10}
  • id: 29764148
    {'hecke_orbit_code': 9007268108435690, 'n': 2, 'trace_an': 0}
  • id: 29764149
    {'hecke_orbit_code': 9007268108435690, 'n': 3, 'trace_an': 0}
  • id: 29764150
    {'hecke_orbit_code': 9007268108435690, 'n': 4, 'trace_an': -640}
  • id: 29764151
    {'hecke_orbit_code': 9007268108435690, 'n': 5, 'trace_an': 0}
  • id: 29764152
    {'hecke_orbit_code': 9007268108435690, 'n': 6, 'trace_an': 0}
  • id: 29764153
    {'hecke_orbit_code': 9007268108435690, 'n': 7, 'trace_an': 0}
  • id: 29764154
    {'hecke_orbit_code': 9007268108435690, 'n': 8, 'trace_an': 0}
  • id: 29764155
    {'hecke_orbit_code': 9007268108435690, 'n': 9, 'trace_an': 0}
  • id: 29764156
    {'hecke_orbit_code': 9007268108435690, 'n': 10, 'trace_an': -1136}
  • id: 29764157
    {'hecke_orbit_code': 9007268108435690, 'n': 11, 'trace_an': 0}
  • id: 29764158
    {'hecke_orbit_code': 9007268108435690, 'n': 12, 'trace_an': 0}
  • id: 29764159
    {'hecke_orbit_code': 9007268108435690, 'n': 13, 'trace_an': 3432}
  • id: 29764160
    {'hecke_orbit_code': 9007268108435690, 'n': 14, 'trace_an': -3792}
  • id: 29764161
    {'hecke_orbit_code': 9007268108435690, 'n': 15, 'trace_an': 0}
  • id: 29764162
    {'hecke_orbit_code': 9007268108435690, 'n': 16, 'trace_an': 40960}
  • id: 29764163
    {'hecke_orbit_code': 9007268108435690, 'n': 17, 'trace_an': 6918}
  • id: 29764164
    {'hecke_orbit_code': 9007268108435690, 'n': 18, 'trace_an': 0}
  • id: 29764165
    {'hecke_orbit_code': 9007268108435690, 'n': 19, 'trace_an': 0}
  • id: 29764166
    {'hecke_orbit_code': 9007268108435690, 'n': 20, 'trace_an': 0}
  • id: 29764167
    {'hecke_orbit_code': 9007268108435690, 'n': 21, 'trace_an': 0}
  • id: 29764168
    {'hecke_orbit_code': 9007268108435690, 'n': 22, 'trace_an': 17280}
  • id: 29764169
    {'hecke_orbit_code': 9007268108435690, 'n': 23, 'trace_an': -94164}
  • id: 29764170
    {'hecke_orbit_code': 9007268108435690, 'n': 24, 'trace_an': 0}
  • id: 29764171
    {'hecke_orbit_code': 9007268108435690, 'n': 25, 'trace_an': -330788}
  • id: 29764172
    {'hecke_orbit_code': 9007268108435690, 'n': 26, 'trace_an': -118896}
  • id: 29764173
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