Embedded newform data - 280.10.a.e.1.6

Formats: - HTML - YAML - JSON - 2026-06-17T05:42:02.049259

• 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': 28000, 'analytic_conductor': 144.21003412588448, 'analytic_rank': 1, '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': [280, 1, [71, 141, 57, 241], [1, 1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 7, 'field_disc': 3343185012181412243131016720345648, 'field_disc_factorization': [[2, 4], [521, 1], [122527, 1], [165521789, 1], [19774965448423481, 1]], 'field_poly': [198660733545904, -5991948958056, -1398985356, 1100124770, -1651764, -68982, -1, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': 1, 'has_non_self_twist': 0, 'hecke_cutters': [[3, [-561416576137200, -12817700988480, 106062060123, 2144551221, -8703282, -85190, 151, 1]]], 'hecke_orbit': 5, 'hecke_orbit_code': 18014398677254424, 'hecke_ring_generator_nbound': 13, 'hecke_ring_index': 1415577600, 'hecke_ring_index_factorization': [[2, 21], [3, 3], [5, 2]], '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': True, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '280.10.a.e', 'level': 280, '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': '280.10.a.e', 'prim_orbit_index': 1, 'qexp_display': 'q+(-22+\\beta _{1})q^{3}+5^{4}q^{5}+7^{4}q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 7, 'rm_discs': [], 'sato_tate_group': '9.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '280.10.a', 'trace_display': [0, -151, 4375, 16807], 'trace_hash': 825163878585743973, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '6.528', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '125.435', 'prec': 24}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '3740.092', 'prec': 27}], 'trace_zratio': 0, 'traces': [7, 0, -151, 0, 4375, 0, 16807, 0, 55400, 0, -40697, 0, -58501, 0, -94375, 0, -220319, 0, -922730, 0, -362551, 0, -3289058, 0, 2734375, 0, -9979909, 0, -7316353, 0, -7782148, 0, -21304317, 0, 10504375, 0, -22193186, 0, -2001941, 0, -4429008, 0, -12693010, 0, 34625000, 0, -74202259, 0, 40353607, 0, -44679095, 0, 30333732, 0, -25435625, 0, 240856710, 0, -22725596, 0, 12897448, 0, 133015400, 0, -36563125, 0, 128809272, 0, 62543190, 0, 173313544, 0, -221987606, 0, -58984375, 0, -97713497, 0, 123631913, 0, 274037903, 0, -804675172, 0, -137699375, 0, 340284479, 0, 436208108, 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11712332346392793, 0, -356080763173125, 0, -4204946167758572, 0, -14829785703377322, 0, -131008538546396, 0, -5233567308239058, 0, -2542727439710000, 0, -12715056940842342, 0, -15416274288750389, 0, 2160454376380774, 0, 4270896812937233, 0, -1207515679982500, 0, 1624444996435876, 0, 3739451988484717, 0, 15621603508839824, 0, 8842449707380200, 0, 2634680533460000, 0, -16454073114882962, 0, 5556934973124290, 0, -7580383136717160, 0, -12760954640073582, 0, -491807035156250, 0, 2840104391437078, 0, 6219210100201130, 0, -4477695473044734, 0, 1843117032701168, 0, -7669015200830000, 0, -36532797263707944, 0, 18438916913854716, 0, 12881396872070461, 0, 13816667720240903, 0, -5725264507475000, 0, -622695610440099, 0, -5503820096391533, 0, -11352861611667121, 0, -12407872560506561, 0, -1268066168910000, 0, 5709980477174369, 0, 15669225704238406, 0, -4796033489342914, 0, 16186855228487540, 0, 1919708867066875, 0, 10279423610064740, 0, 4519239323091446, 0, 13633137090958176, 0, -8931333553024800, 0, -206635124609375, 0, -3947021736098308, 0, -13030404509316584, 0, 8153822994146236, 0, 638137286319932, 0, -4512040026132500, 0, -3775517144506769, 0, 74351221127848, 0, 16547244566300061, 0, -10635047769752512, 0, 5972432725861875, 0, 3795864111140718, 0, 7239953816641188, 0], 'weight': 10, 'weight_parity': 1}
• mf_hecke_cc •

  Column	Type
  an_normalized	double precision[]
  angles	double precision[]
  char_orbit_index	smallint
  conrey_index	integer
  dual_conrey_index	integer
  dual_embedding_index	integer
  dual_embedding_m	integer
  embedding_index	integer
  embedding_m	integer
  embedding_root_imag	double precision
  embedding_root_real	double precision
  hecke_orbit	integer
  hecke_orbit_code	bigint
  label	text
  level	integer
  weight	smallint

  
  {'an_normalized': [[1.0, 0.0], [0.0, 0.0], [0.9081385052557714, 0.0], [0.0, 0.0], [0.4472135954999579, 0.0], [0.0, 0.0], [0.37796447300922725, 0.0], [0.0, 0.0], [-0.17528445527181327, 0.0], [0.0, 0.0], [0.6996911360988415, 0.0], [0.0, 0.0], [0.8098589108136204, 0.0], [0.0, 0.0], [0.406131886147391, 0.0], [0.0, 0.0], [-1.5807083608151569, 0.0], [0.0, 0.0], [-1.3184876167679862, 0.0], [0.0, 0.0], [0.343244091558385, 0.0], [0.0, 0.0], [-0.8899137222257012, 0.0], [0.0, 0.0], [0.2, 0.0], [0.0, 0.0], [-1.067321068460888, 0.0], [0.0, 0.0], [-0.5975284626763543, 0.0], [0.0, 0.0], [1.7315073373353198, 0.0], [0.0, 0.0], [0.6354164624775144, 0.0], [0.0, 0.0], [0.1690308509457033, 0.0], [0.0, 0.0], [-1.8795490522236973, 0.0], [0.0, 0.0], [0.7354640607343483, 0.0], [0.0, 0.0], [-0.3004689061566636, 0.0], [0.0, 0.0], [0.4083038473124609, 0.0], [0.0, 0.0], [-0.07838959147735917, 0.0], [0.0, 0.0], [-1.2474466474597612, 0.0], [0.0, 0.0], [0.14285714285714285, 0.0], [0.0, 0.0], [-1.435502128035977, 0.0], [0.0, 0.0], [0.08237147828473577, 0.0], [0.0, 0.0], [0.3129113887142133, 0.0], [0.0, 0.0], [-1.1973693734899233, 0.0], [0.0, 0.0], [-1.0735900241487675, 0.0], [0.0, 0.0], [-0.1011602134979711, 0.0], [0.0, 0.0], [-0.06625129676352037, 0.0], [0.0, 0.0], [0.36217991535263894, 0.0], [0.0, 0.0], [0.2018829591125902, 0.0], [0.0, 0.0], [-0.808164917508648, 0.0], [0.0, 0.0], [1.1860363086166197, 0.0], [0.0, 0.0], [0.8690062545515491, 0.0], [0.0, 0.0], [0.18162770105115428, 0.0], [0.0, 0.0], [0.2644583915248261, 0.0], [0.0, 0.0], [0.49855111512164896, 0.0], [0.0, 0.0], [-0.7939909044682504, 0.0], [0.0, 0.0], [-1.6708756575350787, 0.0], [0.0, 0.0], [-0.7069142694769911, 0.0], [0.0, 0.0], [-0.5426386049426835, 0.0], [0.0, 0.0], [-1.6870407583947187, 0.0], [0.0, 0.0], [0.3060978964374968, 0.0], [0.0, 0.0], [1.572448485167098, 0.0], [0.0, 0.0], [-0.5896455877169817, 0.0], [0.0, 0.0], [-1.757676333896226, 0.0], [0.0, 0.0], [-0.1226449796496016, 0.0], [0.0, 0.0]], 'angles': [None, -0.1749859325455158, None, None, -0.19311702872120828, -0.18364803741719984, -0.39505172924621207, -0.364561741090885, -0.32339049662709934, -0.2982872086436153, -0.08341978863984123, -0.4444825706458033, -0.2740014269368682, -0.21727817228495325, -0.3571904001095069, -0.24344323146931784, -0.34018257442121685, -0.2580535104496259, -0.23390725660434022, -0.14896811279083966, -0.17846199635699128, -0.20990375676060147, -0.40739293187485615, -0.4097604211181723, -0.4208403562157849, -0.15565042098342555, -0.17866577799088876, -0.20642634234858956, -0.15028215025729785, -0.31064219524155784, -0.08212807704099856, -0.1883075521708499, -0.31904651556316266, -0.18283332353233847, -0.2532893440017063, -0.3127770353221325, -0.2569283649200159, -0.3602128389595335, -0.14819157859503213, -0.2829131124089114, -0.2981831328419139, -0.2694045776669414, -0.33774125386355475, -0.1506236178234167, -0.3349942884342203, -0.3760396459518292, -0.19962646490671654, -0.46093100775482393, -0.3399020818717206, -0.3809615836655378, -0.41596575027508087, -0.3057603336230566, -0.22878364827424671, -0.23801462908969143, -0.14812328516549175, -0.19967745944303736, -0.23746036039374896, -0.29344606290110775, -0.07126958716294107, -0.2044524749972894, -0.39015986510865924, -0.0572819595527585, -0.2763576743614909, -0.19472657935382, -0.1882791951100156, -0.3421624522868518, -0.23348931196006276, -0.3340468021535978, -0.268995755901342, -0.17912058267488865, -0.23052296025648775, -0.3959060515886195, -0.1118685034428433, -0.3338725252658649, -0.31086392256311335, -0.36730919885222496, -0.26614554812001784, -0.12650613834929722, -0.24603311609910777, -0.3329272102664272, -0.10674703323387467, -0.29503586766064976, -0.3380984936664859, -0.0699501860624014, -0.35586435294480395, -0.1583931193090136, -0.13663600492138564, -0.17350613769128784, -0.1120810308273147, -0.2123814078392242, -0.17795405902400632, -0.3752464498613869, -0.1795376433984872, -0.17140368714344278, -0.3101158547309974, -0.15817426897771464, -0.016000258382593616, -0.2414098058017166, -0.2342728452756709, -0.1455586618072793], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 6, 'dual_embedding_m': 6, 'embedding_index': 6, 'embedding_m': 6, 'embedding_root_imag': 0.0, 'embedding_root_real': 80.73645637274882, 'hecke_orbit': 5, 'hecke_orbit_code': 18014398677254424, 'label': '280.10.a.e.1.6', 'level': 280, 'weight': 10}
• 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': [7, 6, 6, 7, 8, 6, 6, 8], 'ALdims_eis_new': [0, 0, 0, 0, 0, 0, 0, 0], 'ALdims_eis_old': [2, 2, 2, 2, 2, 2, 2, 2], 'ALdims_old': [44, 48, 47, 47, 47, 46, 47, 44], 'Nk2': 28000, 'analytic_conductor': 144.21003412588448, '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': [280, 1, [71, 141, 57, 241], [1, 1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 424, 'dim': 54, 'eis_dim': 16, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 167772440, 'hecke_orbit_dims': [6, 6, 6, 6, 7, 7, 8, 8], 'label': '280.10.a', 'level': 280, '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': 440, 'mf_new_dim': 54, 'num_forms': 8, 'plus_dim': 26, 'prim_orbit_index': 1, 'relative_dim': 54, 'sturm_bound': 480, 'trace_bound': 5, 'trace_display': [0, -292, 0, 0], 'traces': [54, 0, -292, 0, 0, 0, 0, 0, 271074, 0, 100700, 0, 0, 0, 0, 0, 726636, 0, 787860, 0, 0, 0, 719416, 0, 21093750, 0, -10541200, 0, 0, 0, -3078032, 0, -28869672, 0, 9003750, 0, -7496644, 0, -24430524, 0, 10638820, 0, 32577816, 0, 0, 0, -136009136, 0, 311299254, 0, -39891908, 0, -132413396, 0, -92205000, 0, 171555768, 0, 82679724, 0, 157854960, 0, 0, 0, -142805000, 0, 678379984, 0, 334025816, 0, 192010872, 0, 433304236, 0, -114062500, 0, -281224328, 0, 1161166172, 0, 1268567110, 0, -2167945428, 0, -208802500, 0, 949821552, 0, 86069668, 0, -343150920, 0, -1084120744, 0, -51302500, 0, -1410162420, 0, 327275032, 0, -442312736, 0, 3601229104, 0, -486202500, 0, 3380176272, 0, 2442751848, 0, 2812274928, 0, -9409802204, 0, 0, 0, -1737547448, 0, -1045769956, 0, 23430147826, 0, -16016671280, 0, 0, 0, -3061494000, 0, 10819512432, 0, 6545893932, 0, -1251602884, 0, -7792192500, 0, 5768128420, 0, -14997647692, 0, -5337990924, 0, 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13896004597568, 0, 96336413920128, 0, -21070461496272, 0, 10804592017500, 0, 59481211562712, 0, 16918695771504, 0, -6008743205052, 0, 18810421025176, 0, 0, 0, 18414208574568, 0, -34893614643330, 0, -81772039684608, 0, -26993625720296, 0, 0, 0, 18321197692216, 0, 13589467367132, 0, -67824984466864, 0, 13390811500512, 0, 1542534000000, 0, -36505895784676, 0, -1126704016480, 0, -7415314216972, 0, -45418811282672, 0, 4683515980000, 0, -27187200527940, 0, -21361077482552, 0, -3420516485292, 0, 7461304900616, 0, -16182066145000, 0, 32013355201776, 0, -40447376897732, 0, -1743926705200, 0, 50312999339848, 0, -1202356250000, 0, -23581750437000, 0, -67382103406344, 0, 11567773882896, 0, -4228587041720, 0, -7313632492500, 0, 6016921136868, 0, 36103959748080, 0, 3882213721736, 0, 38442623007096, 0, 29231971780000, 0, -7622729411856, 0, -16772814981340, 0, 8010952033588, 0, 30264816806432, 0, -3359491205000, 0, 8439447463432, 0, -25879160942072, 0, -28755628568772, 0, 61313042446080, 0, 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-26299757204140, 0, -51445777902548, 0, 7858609212876, 0, 93718843580960, 0, -2928376562500, 0, 117755754222360, 0, 53696352063012, 0, 4541856115860, 0, 21378201614136, 0, 2488732232500, 0, 11587799440996, 0, -102922762613148, 0, -100345635383856, 0, -75119323394048, 0, -12759898410000, 0, 168975768659752, 0, 42126331453048, 0, 93799659294392, 0, -115186783854564, 0, 69037937805000, 0, -264264115582632, 0, -48579918731904, 0, -47417621376490, 0, 155752224449368, 0, -25075890000000, 0, 314482441815760, 0, 88572260746896, 0, -91370718535524, 0, 32472746029164, 0, -9543173437500, 0, 5154818136348, 0, -34985136974784, 0, 111737422344076, 0, -89432491896208, 0, -75650634620000, 0, -30130660086464, 0, -68398771608576, 0, 6052738632440, 0, 124956903921888, 0, 82926351010000, 0, -125990555830968, 0, -21625930689896, 0], 'weight': 10, 'weight_parity': 1}
• mf_twists_cc •

  Column	Type
  conductor	integer
  degree	integer
  order	integer
  parity	smallint
  source_conrey_index	integer
  source_dim	integer
  source_embedding_index	integer
  source_hecke_orbit_code	bigint
  source_is_minimal	boolean
  source_label	text
  source_level	integer
  target_conrey_index	integer
  target_dim	integer
  target_embedding_index	integer
  target_hecke_orbit_code	bigint
  target_is_minimal	boolean
  target_label	text
  target_level	integer
  twist_class_label	text
  twist_class_level	integer
  twisting_char_label	text
  twisting_conrey_index	integer
  weight	smallint

  
  {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 7, 'source_embedding_index': 6, 'source_hecke_orbit_code': 18014398677254424, 'source_is_minimal': True, 'source_label': '280.10.a.e.1.6', 'source_level': 280, 'target_conrey_index': 1, 'target_dim': 7, 'target_embedding_index': 6, 'target_hecke_orbit_code': 18014398677254424, 'target_is_minimal': True, 'target_label': '280.10.a.e.1.6', 'target_level': 280, 'twist_class_label': '280.10.a.e.1.6', 'twist_class_level': 280, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 10}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 638300
    {'charpoly_factorization': [[[0, 1], 7]], 'hecke_orbit_code': 18014398677254424, 'p': 2}
  • id: 638301
    {'charpoly_factorization': [[[-561416576137200, -12817700988480, 106062060123, 2144551221, -8703282, -85190, 151, 1], 1]], 'hecke_orbit_code': 18014398677254424, 'p': 3}
  • id: 638302
    {'charpoly_factorization': [[[-625, 1], 7]], 'hecke_orbit_code': 18014398677254424, 'p': 5}
  • id: 638303
    {'charpoly_factorization': [[[-2401, 1], 7]], 'hecke_orbit_code': 18014398677254424, 'p': 7}
  • id: 638304
    {'charpoly_factorization': [[[71349272915482951183171270321200, -13810367488053603612957369680, 29254938130064622557429, 24865518837108659989, -223679109887726, -9452073110, 40697, 1], 1]], 'hecke_orbit_code': 18014398677254424, 'p': 11}
  • id: 638305
    {'charpoly_factorization': [[[-37253565062765066076232253344300, 24708485269951455619278809720, 9683513054388091374414969, 264088430082037879653, -2377058485402722, -38497261422, 58501, 1], 1]], 'hecke_orbit_code': 18014398677254424, 'p': 13}
  • id: 638306
    {'charpoly_factorization': [[[-33432724220078905814542458841673876, 829561878967323700869237499408, 131069760643226120775578923, -1070832859185340168251, -51287727002955718, -266182664006, 220319, 1], 1]], 'hecke_orbit_code': 18014398677254424, 'p': 17}
  • id: 638307
    {'charpoly_factorization': [[[744528737473539039590845939578743204352, 7735479272537641901881883947239424, -9114986584381744804757490400, -325886767217118831990704, -1069666745590949648, -760212735320, 922730, 1], 1]], 'hecke_orbit_code': 18014398677254424, 'p': 19}
  • id: 638308
    {'charpoly_factorization': [[[102374046284040956936187172847619673036800, -988761701136234598468083996189916160, -8839680176122110356475598420576, -18820615260552979008337328, -14045487265483032560, -724758180248, 3289058, 1], 1]], 'hecke_orbit_code': 18014398677254424, 'p': 23}
  • id: 638309
    {'charpoly_factorization': [[[-31217988847710992946074622301292492424790204, 1365594848160538227429910094400508202920, 1253249466398298145902559665454709, 2878880462929356558026133, -195556132602750065258, -20108114579054, 7316353, 1], 1]], 'hecke_orbit_code': 18014398677254424, 'p': 29}
  • id: 638310
    {'charpoly_factorization': [[[-33218494637165411298755056898408169787324104704, 1201138715774597243473833588950363127808, 10898953909866637464276350035000320, 447734323420923538682305792, -763192996178207452928, -83524566188640, 7782148, 1], 1]], 'hecke_orbit_code': 18014398677254424, 'p': 31}
  • id: 638311
    {'charpoly_factorization': [[[-4426639121034799509140970838385967725113743424128, -5407253576353520516700554952920830542851904, 2194823007739339038156942306051085152, 120014180095988555462859013552, -14449617851919310260664, -671569810504828, 22193186, 1], 1]], 'hecke_orbit_code': 18014398677254424, 'p': 37}
  • id: 638312
    {'charpoly_factorization': [[[-795987661343947796801407389918082576239952373944320, -149434845198210549838334832146628292851489792, 4125179473369362442144239139292110848, 869085134233486162469218584192, -7379220222981053048624, -1635612448439340, 4429008, 1], 1]], 'hecke_orbit_code': 18014398677254424, 'p': 41}
  • id: 638313
    {'charpoly_factorization': [[[27567527623164637697187983706916668477991601866240, -30444998114673866212744214968592006855982336, 1682890026120963569678883372005955488, 446532588708802783487592798160, -20069368919971188539920, -1623364341395432, 12693010, 1], 1]], 'hecke_orbit_code': 18014398677254424, 'p': 43}
  • id: 638314
    {'charpoly_factorization': [[[-29413610519813396948345269930096981693454818965567232, 4313980033799289815016134520574375601756328832, 298728456220473771145467728016689404247, -1235992133584185044747965978395, -304075033565127500569658, -2766080732684054, 74202259, 1], 1]], 'hecke_orbit_code': 18014398677254424, 'p': 47}
  • id: 638315
    {'charpoly_factorization': [[[145134327714064360494858858883019715261888217900646400, -27485620733322749578744060485090773148452782080, -886524534282991478664860133416510128128, 43939006909707615882099099580416, 288353965053461907514112, -13032872418698060, -30333732, 1], 1]], 'hecke_orbit_code': 18014398677254424, 'p': 53}
  • id: 638316
    {'charpoly_factorization': [[[-13142502127880496400839261188433150554440854342451200, -210246760456198679884977671945058702460674478080, 3845367567947014849902288957963958260736, 148214941115179349083469578035968, -608278361550210961568576, -22683743441286320, 22725596, 1], 1]], 'hecke_orbit_code': 18014398677254424, 'p': 59}
  • id: 638317
    {'charpoly_factorization': [[[-5713811073794208444468992873809872627199507133409939456, -481310937255952519068343254452803360601863273472, 6975741423718813666577598023456429911040, 296174104038862808125721385126016, -246660090796666689342896, -32317948344503180, -12897448, 1], 1]], 'hecke_orbit_code': 18014398677254424, 'p': 61}
  • id: 638318
    {'charpoly_factorization': [[[-4473240767766104349424789555436428714382270426437386240, -576114847625807274356519085445541746394923073536, -7129757289939258383027511473038172241920, 786557528767522612312667419846656, 4142184270113384386303104, -59651194547631824, -128809272, 1], 1]], 'hecke_orbit_code': 18014398677254424, 'p': 67}
  • id: 638319
    {'charpoly_factorization': [[[11914631930317357631577282155738977820693127396442767360000, -12567274442681643850973060112569183460127879987200, -1678424892017477648497425988008741294833664, 6989016347355187026090432062816256, 34066842573227835629576192, -168772846605792768, -173313544, 1], 1]], 'hecke_orbit_code': 18014398677254424, 'p': 71}
  • id: 638320
    {'charpoly_factorization': [[[110712570471176844757270723568227249619690520104260911696000, -1032305654962464119586887475827415075023450826388800, -1544130505006052606921839117178888000298720, 33309337735824787231340809321292976, -23864461695100123141362984, -305960589589194204, 221987606, 1], 1]], 'hecke_orbit_code': 18014398677254424, 'p': 73}
  • id: 638321
    {'charpoly_factorization': [[[-305920530333273661588314581046580860299864264305172320128, -68973385394703110961404123502711094044310848871896, 192654553514597191812513800891119158411291, 11737598557248872677515773586521445, -12870194396383374681956450, -285649630530273950, -123631913, 1], 1]], 'hecke_orbit_code': 18014398677254424, 'p': 79}
  • id: 638322
    {'charpoly_factorization': [[[-74542162526577622713041641480374578840820650393990033522688, 416148476376073117720857137555646995764382807699456, 8478542855902639743173220666836224737643520, -2296153035803680985408886421918976, -167632390608013875558879168, -147643019961310192, 804675172, 1], 1]], 'hecke_orbit_code': 18014398677254424, 'p': 83}
  • id: 638323
    {'charpoly_factorization': [[[482617536760022400476454853770195309171641667587541572812800, 8621670544823739585427993615500406177395114724392960, -194403789406450959703237423582836984201401856, 496520091314225391784193597239863552, 631533857258047276545626592, -1501663547392503260, -436208108, 1], 1]], 'hecke_orbit_code': 18014398677254424, 'p': 89}
  • id: 638324
    {'charpoly_factorization': [[[-126465720612815621569816076818133561949565964359987132611223524, 1041248609402836040032498858781779080868489405787362176, -39216297959652905724241268074956826371217049, -5564654120587586509889843636027221227, 6657978227208076318397805746, -166309159070772070, -2816695653, 1], 1]], 'hecke_orbit_code': 18014398677254424, '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': 5, 'label': '280.10.a.e', 'level': 280, 'portrait': 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', 'weight': 10}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 40295965
    {'hecke_orbit_code': 18014398677254424, 'n': 1, 'trace_an': 7}
  • id: 40295966
    {'hecke_orbit_code': 18014398677254424, 'n': 2, 'trace_an': 0}
  • id: 40295967
    {'hecke_orbit_code': 18014398677254424, 'n': 3, 'trace_an': -151}
  • id: 40295968
    {'hecke_orbit_code': 18014398677254424, 'n': 4, 'trace_an': 0}
  • id: 40295969
    {'hecke_orbit_code': 18014398677254424, 'n': 5, 'trace_an': 4375}
  • id: 40295970
    {'hecke_orbit_code': 18014398677254424, 'n': 6, 'trace_an': 0}
  • id: 40295971
    {'hecke_orbit_code': 18014398677254424, 'n': 7, 'trace_an': 16807}
  • id: 40295972
    {'hecke_orbit_code': 18014398677254424, 'n': 8, 'trace_an': 0}
  • id: 40295973
    {'hecke_orbit_code': 18014398677254424, 'n': 9, 'trace_an': 55400}
  • id: 40295974
    {'hecke_orbit_code': 18014398677254424, 'n': 10, 'trace_an': 0}
  • id: 40295975
    {'hecke_orbit_code': 18014398677254424, 'n': 11, 'trace_an': -40697}
  • id: 40295976
    {'hecke_orbit_code': 18014398677254424, 'n': 12, 'trace_an': 0}
  • id: 40295977
    {'hecke_orbit_code': 18014398677254424, 'n': 13, 'trace_an': -58501}
  • id: 40295978
    {'hecke_orbit_code': 18014398677254424, 'n': 14, 'trace_an': 0}
  • id: 40295979
    {'hecke_orbit_code': 18014398677254424, 'n': 15, 'trace_an': -94375}
  • id: 40295980
    {'hecke_orbit_code': 18014398677254424, 'n': 16, 'trace_an': 0}
  • id: 40295981
    {'hecke_orbit_code': 18014398677254424, 'n': 17, 'trace_an': -220319}
  • id: 40295982
    {'hecke_orbit_code': 18014398677254424, 'n': 18, 'trace_an': 0}
  • id: 40295983
    {'hecke_orbit_code': 18014398677254424, 'n': 19, 'trace_an': -922730}
  • id: 40295984
    {'hecke_orbit_code': 18014398677254424, 'n': 20, 'trace_an': 0}
  • id: 40295985
    {'hecke_orbit_code': 18014398677254424, 'n': 21, 'trace_an': -362551}
  • id: 40295986
    {'hecke_orbit_code': 18014398677254424, 'n': 22, 'trace_an': 0}
  • id: 40295987
    {'hecke_orbit_code': 18014398677254424, 'n': 23, 'trace_an': -3289058}
  • id: 40295988
    {'hecke_orbit_code': 18014398677254424, 'n': 24, 'trace_an': 0}
  • id: 40295989
    {'hecke_orbit_code': 18014398677254424, 'n': 25, 'trace_an': 2734375}
  • id: 40295990
    {'hecke_orbit_code': 18014398677254424, 'n': 26, 'trace_an': 0}
  • id: 40295991
    {'hecke_orbit_code': 18014398677254424, 'n': 27, 'trace_an': -9979909}
  • id: 40295992
    {'hecke_orbit_code': 18014398677254424, 'n': 28, 'trace_an': 0}
  • id: 40295993
    {'hecke_orbit_code': 18014398677254424, 'n': 29, 'trace_an': -7316353}
  • id: 40295994
    {'hecke_orbit_code': 18014398677254424, 'n': 30, 'trace_an': 0}
  • id: 40295995
    {'hecke_orbit_code': 18014398677254424, 'n': 31, 'trace_an': -7782148}
  • id: 40295996
    {'hecke_orbit_code': 18014398677254424, 'n': 32, 'trace_an': 0}
  • id: 40295997
    {'hecke_orbit_code': 18014398677254424, 'n': 33, 'trace_an': -21304317}
  • id: 40295998
    {'hecke_orbit_code': 18014398677254424, 'n': 34, 'trace_an': 0}
  • id: 40295999
    {'hecke_orbit_code': 18014398677254424, 'n': 35, 'trace_an': 10504375}
  • id: 40296000
    {'hecke_orbit_code': 18014398677254424, 'n': 36, 'trace_an': 0}
  • id: 40296001
    {'hecke_orbit_code': 18014398677254424, 'n': 37, 'trace_an': -22193186}
  • id: 40296002
    {'hecke_orbit_code': 18014398677254424, 'n': 38, 'trace_an': 0}
  • id: 40296003
    {'hecke_orbit_code': 18014398677254424, 'n': 39, 'trace_an': -2001941}
  • id: 40296004
    {'hecke_orbit_code': 18014398677254424, 'n': 40, 'trace_an': 0}
  • id: 40296005
    {'hecke_orbit_code': 18014398677254424, 'n': 41, 'trace_an': -4429008}
  • id: 40296006
    {'hecke_orbit_code': 18014398677254424, 'n': 42, 'trace_an': 0}
  • id: 40296007
    {'hecke_orbit_code': 18014398677254424, 'n': 43, 'trace_an': -12693010}
  • id: 40296008
    {'hecke_orbit_code': 18014398677254424, 'n': 44, 'trace_an': 0}
  • id: 40296009
    {'hecke_orbit_code': 18014398677254424, 'n': 45, 'trace_an': 34625000}
  • id: 40296010
    {'hecke_orbit_code': 18014398677254424, 'n': 46, 'trace_an': 0}
  • id: 40296011
    {'hecke_orbit_code': 18014398677254424, 'n': 47, 'trace_an': -74202259}
  • id: 40296012
    {'hecke_orbit_code': 18014398677254424, 'n': 48, 'trace_an': 0}
  • id: 40296013
    {'hecke_orbit_code': 18014398677254424, 'n': 49, 'trace_an': 40353607}
  • id: 40296014
    {'hecke_orbit_code': 18014398677254424, 'n': 50, 'trace_an': 0}
  • id: 40296015
    {'hecke_orbit_code': 18014398677254424, 'n': 51, 'trace_an': -44679095}
  • id: 40296016
    {'hecke_orbit_code': 18014398677254424, 'n': 52, 'trace_an': 0}
  • id: 40296017
    {'hecke_orbit_code': 18014398677254424, 'n': 53, 'trace_an': 30333732}
  • id: 40296018
    {'hecke_orbit_code': 18014398677254424, 'n': 54, 'trace_an': 0}
  • id: 40296019
    {'hecke_orbit_code': 18014398677254424, 'n': 55, 'trace_an': -25435625}
  • id: 40296020
    {'hecke_orbit_code': 18014398677254424, 'n': 56, 'trace_an': 0}
  • id: 40296021
    {'hecke_orbit_code': 18014398677254424, 'n': 57, 'trace_an': 240856710}
  • id: 40296022
    {'hecke_orbit_code': 18014398677254424, 'n': 58, 'trace_an': 0}
  • id: 40296023
    {'hecke_orbit_code': 18014398677254424, 'n': 59, 'trace_an': -22725596}
  • id: 40296024
    {'hecke_orbit_code': 18014398677254424, 'n': 60, 'trace_an': 0}
  • id: 40296025
    {'hecke_orbit_code': 18014398677254424, 'n': 61, 'trace_an': 12897448}
  • id: 40296026
    {'hecke_orbit_code': 18014398677254424, 'n': 62, 'trace_an': 0}
  • id: 40296027
    {'hecke_orbit_code': 18014398677254424, 'n': 63, 'trace_an': 133015400}
  • id: 40296028
    {'hecke_orbit_code': 18014398677254424, 'n': 64, 'trace_an': 0}
  • id: 40296029
    {'hecke_orbit_code': 18014398677254424, 'n': 65, 'trace_an': -36563125}
  • id: 40296030
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  • id: 40296216
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  • id: 40296217
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  • id: 40296218
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  • id: 40296219
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  • id: 40296220
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  • id: 40296221
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  • id: 40296222
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