Embedded newform data - 175.10.b.a.99.2

Formats: - HTML - YAML - JSON - 2026-03-13T17:36:33.473176

• 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': 17500, 'analytic_conductor': 90.1312713286778, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 5, 'char_degree': 1, 'char_is_minimal': False, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': 1, 'char_values': [175, 2, [127, 101], [1, 2]], 'cm_discs': [], 'conrey_index': 99, 'dim': 2, 'field_disc': -4, 'field_disc_factorization': [[-1, 1], [2, 2]], 'field_poly': [1, 0, 1], 'field_poly_is_cyclotomic': True, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 4, 'has_non_self_twist': 1, 'hecke_cutters': [[2, [784, 0, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 68887249071, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 5, 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': '175.10.b.a', 'level': 175, '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': [5, 7], 'level_radical': 35, 'minimal_twist': '35.10.a.a', 'nf_label': '2.0.4.1', 'prim_orbit_index': 2, 'qexp_display': 'q+28 i q^{2}+116 i q^{3}-272 q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '9.2.3.c2', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '175.10.b', 'trace_display': [0, 0, 0, 0], 'trace_hash': 1841574629693667643, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.043', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '16.516', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '165.871', 'prec': 24}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.508', 'prec': 17}, 'traces': [2, 0, 0, -544, 0, -6496, 0, 0, 12454, 0, -51096, 0, 0, -134456, 0, -654848, 0, 0, 700120, 0, -557032, 0, 0, -1559040, 0, -2369136, 0, 0, -13440860, 0, -12824416, 0, 0, 29475152, 0, -3387488, 0, 0, -9814992, 0, -20449356, 0, 0, 13898112, 0, -34830656, 0, 0, -11529602, 0, 122111344, 0, 0, -168311360, 0, -32269440, 0, 0, -169869560, 0, 29355644, 0, 0, -14557184, 0, 165959808, 0, 0, -144298432, 0, 123803904, 0, 0, 129790192, 0, -190432640, 0, 0, -552214960, 0, -452157838, 0, 0, 151512704, 0, 1686384224, 0, 0, 1792736940, 0, -203153412, 0, 0, 1324115072, 0, 1328717824, 0, 0, -318174792, 0, -2920426676, 0, 0, -568592640, 0, 3208388624, 0, 0, 2850416100, 0, 537702224, 0, 0, -2273989760, 0, 3655913920, 0, 0, 2527494284, 0, -3410494774, 0, 0, 3488241152, 0, -837257512, 0, 0, 6986448928, 0, -3693930776, 0, 0, 13695237472, 0, 7074036480, 0, 0, 9780026760, 0, 5485619584, 0, 0, -4077738496, 0, -15890768656, 0, 0, 17229754580, 0, 10978102624, 0, 0, 3435081888, 0, 2669677824, 0, 0, 13291895728, 0, -2986728752, 0, 0, 5562224832, 0, -4087773536, 0, 0, 17629403474, 0, 4359647240, 0, 0, 43655913280, 0, 16730056704, 0, 0, -40591196280, 0, -27231825556, 0, 0, -8359357440, 0, 41653703168, 0, 0, -14432699120, 0, 3647138384, 0, 0, -67525336368, 0, 3136051744, 0, 0, -30429075280, 0, 56737412384, 0, 0, -33214285568, 0, 60484777024, 0, 0, -17886665760, 0, -77925243016, 0, 0, -18813150048, 0, -40394726400, 0, 0, -65833184432, 0, 44534849304, 0, 0, 27502168064, 0, -159139673616, 0, 0, 86555298100, 0, 14231053536, 0, 0, -14752609872, 0, 46204520320, 0, 0, 55303181360, 0, -165201118716, 0, 0, -7984735168, 0, 66419508288, 0, 0, -16935061792, 0, 40363417464, 0, 0, -195630026368, 0, 168170749952, 0, 0, 11129508964, 0, -83696235220, 0, 0, 39830353920, 0, -47067667360, 0, 0, -11577655900, 0, -149381985696, 0, 0, -65653081648, 0, 39249173504, 0, 0, -79857638432, 0, -272115625356, 0, 0, -33674661888, 0, 60526686528, 0, 0, -316896048934, 0, -279747822096, 0, 0, 37448147296, 0, 31149646080, 0, 0, -52626633312, 0, 144607447208, 0, 0, -229236090880, 0, 183541771504, 0, 0, 250579790528, 0, -211814350416, 0, 0, 74541828592, 0, 150202469120, 0, 0, 343387091280, 0, -77940193056, 0, 0, 122986931936, 0, 79014201504, 0, 0, 113542867424, 0, -116352070296, 0, 0, -13919055808, 0, 182385645568, 0, 0, -659292933552, 0, 327638179968, 0, 0, 404732213760, 0, 932523402384, 0, 0, -142941971260, 0, -254306442720, 0, 0, 551736330880, 0, -487624447680, 0, 0, -299632104000, 0, -400291388358, 0, 0, 55257728064, 0, -95347131712, 0, 0, -127338139812, 0, 275119324508, 0, 0, -753031183296, 0, 317787617280, 0, 0, 192627113240, 0, -810467252096, 0, 0, 727585259520, 0, 692984792304, 0, 0, 1299816811380, 0, 654744183584, 0, 0, -1081569784848, 0, 86543543424, 0, 0, -194994621920, 0, -1947969336156, 0, 0, 794356055872, 0, 903602136080, 0, 0, -716391184180, 0, -271991338256, 0, 0, -216890494912, 0, 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-6028965490688, 0, 659842282176, 0, 0, 182797595188, 0, -4705107451600, 0, 0, -1245188497168, 0, -2660167278720, 0, 0, 2548006106448, 0, -3119700616512, 0, 0, -1492088526848, 0, -9580692486176, 0, 0, -8700183378420, 0, -9822713965656, 0, 0, 1374769305168, 0, -90647584768, 0, 0, 2870936996688, 0, -350526580712, 0, 0, -3813784477440, 0, 5921014317904, 0, 0, -4489315064960, 0, -4480789108656, 0, 0, 4300018625280, 0, -4686493245760, 0, 0, -2718889391200, 0, 1900841260884, 0, 0, -2986043913728, 0, 9485545843648, 0, 0, 3743494563760, 0, 2000643294144, 0, 0, -9752065807008, 0, 824419653120, 0, 0, -11031746115000, 0, -3738772373120, 0, 0, 3213663940608, 0, -13639239159056, 0, 0, -2439786758488, 0, 5449113969504, 0, 0, -10291436482768, 0, -3615395638016, 0, 0, 770926910208, 0, 758272465284, 0, 0, 812390220544, 0, 10318071709120, 0, 0, 4339827518880, 0, 3571805046656, 0, 0, -9258151492800, 0, 6695609938944, 0, 0, 5590985362440, 0, -987381679316, 0, 0, -981065648640, 0, 808203525584, 0, 0, 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-25393020639216, 0, 0, -86405787089328, 0, -23543041083200, 0, 0, 50715071885280, 0, -40401415486176, 0, 0, -3870846561792, 0, -48261860416896, 0, 0, -37922150362820, 0, -4036052476120, 0, 0, -82312190407328, 0, -3540626369280, 0, 0, -56505419373232, 0, 68467158655644, 0, 0, 55619370813440, 0, -43083744154752, 0, 0, -24009816384312, 0, -42635951142896, 0, 0, 19978635961648, 0, -15042465329920, 0, 0, -5629751751316, 0, 29353578549186, 0, 0, 44934704290752, 0, 9700894986496, 0, 0, 42746297080640, 0, 15247697328664, 0, 0, -72840627928768, 0, -9611742381056, 0, 0, -45800843343120, 0, 17749541054700, 0, 0, 15940681989120, 0, -198085695755360, 0, 0, 37460375503808, 0, 10590275592624, 0, 0, -8323088858112, 0, 4606336807424, 0, 0, 13931864623840, 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, 1.2374368670764582], [0.0, 0.8268226077283529], [-0.53125, 0.0], [0.0, 0.0], [-1.0231407773353605, 0.0], [0.0, 0.37796447300922725], [0.0, 0.5800485314420898], [0.3163643753492862, 0.0], [0.0, 0.0], [-0.5261260727595591, 0.0], [0.0, -0.4392495103556875], [0.0, 0.4108250149067705], [-0.46770717334674267, 0.0], [0.0, 0.0], [-1.2490234375, 0.0], [0.0, -1.5284381886336798], [0.0, 0.3914809414868214], [0.6162419855489818, 0.0], [0.0, 0.0], [-0.31250957120216194, 0.0], [0.0, -0.6510477991628295], [0.0, 0.4634451749299178], [-0.47959723937595017, 0.0], [0.0, 0.0], [-0.5083700193628733, 0.0], [0.0, 1.0883998255470013], [0.0, -0.20079362628615197], [-1.7644366546608838, 0.0], [0.0, 0.0], [-1.2470388377725057, 0.0], [0.0, -0.9655391179629786], [0.0, -0.43501293147293585], [1.8913457636628772, 0.0], [0.0, 0.0], [-0.16806857440430828, 0.0], [0.0, -0.2033040777691218], [0.0, 0.762560551958708], [-0.33967941014525543, 0.0], [0.0, 0.0], [-0.5650960669921019, 0.0], [0.0, -0.3867108647198106], [0.0, -1.3432611482769363], [0.27950447615351576, 0.0], [0.0, 0.0], [-0.5734841453269787, 0.0], [0.0, -0.7068013027590256], [0.0, -1.0327208157075816], [-0.14285714285714285, 0.0], [0.0, 0.0], [1.2637472488776993, 0.0], [0.0, -0.2182507891692218], [0.0, -0.9973728171396793], [-1.3468260702514447, 0.0], [0.0, 0.0], [-0.21923773750628564, 0.0], [0.0, 0.5095228054833071], [0.0, -2.183378966098431], [-0.9125391669519345, 0.0], [0.0, 0.0], [0.13573047192224863, 0.0], [0.0, -1.543131832535877], [0.0, 0.11957449440778631], [-0.054229736328125, 0.0], [0.0, 0.0], [0.5383010390596157, 0.0], [0.0, -1.4826714605621074], [0.0, 0.8119827877116423], [-0.38318694807467735, 0.0], [0.0, 0.0], [0.2890957951187736, 0.0], [0.0, 0.18350669132194752], [0.0, 1.169510182820424], [0.25157596105849067, 0.0], [0.0, 0.0], [-0.3273785548228966, 0.0], [0.0, -0.1988569638269811], [0.0, -0.4203318251005242], [-0.7975469553020291, 0.0], [0.0, 0.0], [-0.5835492066605698, 0.0], [0.0, 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-0.3571488862778277, -0.4837935828635845, -0.29558982873255923, -0.38279711563358354, -0.4425126227864472, -0.4169079681188842, -0.32540736460351916, -0.23919060392423128, -0.3670963224055691, -0.22691361160864867, 0.09940469507619112, -0.3152820139144816, 0.013451002640433142, -0.11328725403350053, 0.12151919914745062, -0.3729934959451638, -0.4216249802643355, 0.019767593907610678, -0.1696760684274993, 0.15295747044088165, 0.10158252098018732, -0.29416896456392855, 0.022703277721161208, -0.15625624820691644, -0.12299759551900058, -0.1793261053684489, -0.48606815944901927, -0.4875288193433566, 0.0019678809926629705, -0.37509183854770584, -0.38230613903346045, -0.3281400074243075, -0.24210703337729797, -0.4479914232895917, 0.0755045836432555, -0.3058683903938007, -0.36827877041720564, -0.4976656866878291, -0.3939325891987975, -0.16297251548958602, 0.013376973349299194, -0.20581102418025476, -0.39460604280236045, -0.22434936690171814, 0.03240000150383666, -0.32299955873398767, 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• 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': 17500, 'analytic_conductor': 90.1312713286778, 'char_conductor': 5, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': 1, 'char_values': [175, 2, [127, 101], [1, 2]], 'conrey_index': 99, 'cusp_dim': 174, 'dim': 82, 'eis_dim': 12, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 68887249071, 'hecke_orbit_dims': [2, 4, 4, 6, 8, 10, 12, 16, 20], 'label': '175.10.b', 'level': 175, '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': [5, 7], 'level_radical': 35, 'mf_dim': 186, 'mf_new_dim': 82, 'num_forms': 9, 'prim_orbit_index': 2, 'relative_dim': 82, 'sturm_bound': 200, 'trace_bound': 4, 'trace_display': [0, 0, 0, 0], 'traces': [82, 0, 0, -22872, 0, -12312, 0, 0, -522294, 0, 147952, 0, 0, -153664, 0, 8850568, 0, 0, -1861344, 0, 739508, 0, 0, 8296876, 0, 16305324, 0, 0, -1301356, 0, -18049896, 0, 0, 34344344, 0, 75013092, 0, 0, -59831696, 0, 46753160, 0, 0, 131466630, 0, -120337654, 0, 0, -472713682, 0, 146040476, 0, 0, 724921252, 0, 96246486, 0, 0, 356269412, 0, 143787416, 0, 0, -2222716926, 0, -1426012396, 0, 0, -1808650968, 0, 611907964, 0, 0, 831359154, 0, -1433005284, 0, 0, -1303654700, 0, 3447882298, 0, 0, -558107648, 0, 1054172358, 0, 0, 1482306264, 0, 1407946400, 0, 0, 819507428, 0, -2829797556, 0, 0, -6788024404, 0, 481704800, 0, 0, -6884873164, 0, -6552410168, 0, 0, 7079399316, 0, 22169989904, 0, 0, 12255853884, 0, 12638298778, 0, 0, -81758852, 0, 11717712470, 0, 0, -2910264632, 0, 13199142152, 0, 0, 5790123288, 0, -20497590244, 0, 0, -22072061526, 0, -17968508984, 0, 0, 24835639912, 0, -22362636176, 0, 0, -85203818204, 0, 382455512, 0, 0, -59254978628, 0, 35722206636, 0, 0, 8319805942, 0, 33099008992, 0, 0, 66124806536, 0, 15280693904, 0, 0, -25592154124, 0, 38089854364, 0, 0, -1389929278, 0, 77775304076, 0, 0, 62550312416, 0, -135085834074, 0, 0, -99406567828, 0, 32769710864, 0, 0, -38439273608, 0, 45186073880, 0, 0, -13996312568, 0, 132638077024, 0, 0, 46571787872, 0, 131852528472, 0, 0, -11991054696, 0, -326134487028, 0, 0, 22794374796, 0, 233163750012, 0, 0, 37218998068, 0, -304377133948, 0, 0, 362576670628, 0, -384263770700, 0, 0, -30099580348, 0, 233059537776, 0, 0, 47352579624, 0, 478216821446, 0, 0, -103154785784, 0, 96674113704, 0, 0, -489195104524, 0, -805140537860, 0, 0, -154932951352, 0, -13632641088, 0, 0, -296271064660, 0, -295926441852, 0, 0, 237168002788, 0, -234391015592, 0, 0, -568923105818, 0, 1006028945416, 0, 0, -73982493200, 0, -326364957460, 0, 0, 1160270902592, 0, 237676334560, 0, 0, 35625706192, 0, -874450888472, 0, 0, 1065067121620, 0, 1097743548380, 0, 0, 166127492568, 0, -557584902412, 0, 0, 717463346690, 0, -1047854524580, 0, 0, -564922380826, 0, 659949793784, 0, 0, 70976229912, 0, -693922728216, 0, 0, 1430038199488, 0, 224753096120, 0, 0, 2077742056588, 0, -1668327082404, 0, 0, 407361801080, 0, -1860307775720, 0, 0, -119057809856, 0, 1686766577682, 0, 0, -2382491232244, 0, 1899127800924, 0, 0, -259564368272, 0, 1079306809100, 0, 0, -851797814336, 0, 1106142300544, 0, 0, -1917130019108, 0, 830231561740, 0, 0, 3197163055980, 0, -1966701077592, 0, 0, -3251762695448, 0, 243098279732, 0, 0, 1542346847664, 0, 3560338153744, 0, 0, -1782200257328, 0, -4199100777512, 0, 0, -1505521633900, 0, -243036207714, 0, 0, -340571727384, 0, -6221385206416, 0, 0, -3109238487220, 0, 541198259756, 0, 0, 2713914501500, 0, 5964946869592, 0, 0, -2551468798920, 0, -2479957898608, 0, 0, 3933809945720, 0, -107547029722, 0, 0, 2420345280636, 0, -1254130527904, 0, 0, -3206307528074, 0, 1888236702174, 0, 0, 1221366937336, 0, 5710345244336, 0, 0, -4362131110276, 0, -1806391019846, 0, 0, -3317395636416, 0, 1796487845796, 0, 0, -2386040794394, 0, -2945790818576, 0, 0, -2420388198576, 0, 3932754593036, 0, 0, 17735540668116, 0, 11198989481064, 0, 0, -9589414217136, 0, -2916837069832, 0, 0, 320063720340, 0, -11446170642046, 0, 0, 4841511155280, 0, 3010920973494, 0, 0, -14082489817108, 0, 22006704049424, 0, 0, 5391450449128, 0, 7645516901300, 0, 0, 2415300378288, 0, 1613515932180, 0, 0, 1862515140084, 0, -6775402333968, 0, 0, 1211361740070, 0, -14637242888202, 0, 0, -2500930311488, 0, 1347638517424, 0, 0, 400674585616, 0, -3331997325188, 0, 0, -3576719175792, 0, 2486784310840, 0, 0, -16515575779842, 0, -39333029758940, 0, 0, 16630271747868, 0, 6756459117212, 0, 0, -3765072665584, 0, 7214103355796, 0, 0, 7715056670976, 0, 234657718120, 0, 0, -5566649231150, 0, 1062251561638, 0, 0, -12019626891536, 0, -2146445259700, 0, 0, 30086993777472, 0, 11334273447524, 0, 0, -13175697035824, 0, -348852063568, 0, 0, 34502289266684, 0, 17880788563710, 0, 0, -12602471385322, 0, -1132069290788, 0, 0, -4578051642364, 0, -16259101396708, 0, 0, -852913837552, 0, -5846383422476, 0, 0, -20354491279776, 0, 9202612152720, 0, 0, 20048308301312, 0, 9975129154728, 0, 0, -38310337683464, 0, -26157898425620, 0, 0, 25420095594352, 0, -6755764343772, 0, 0, 48160763209856, 0, -33420150987932, 0, 0, -31208817839128, 0, 654719258036, 0, 0, -6108576977132, 0, 29812712230170, 0, 0, -28906667292540, 0, 12344522615236, 0, 0, 36831841869980, 0, -18559873149132, 0, 0, -6885100765968, 0, -22174673560920, 0, 0, 58399961411572, 0, 64054431653334, 0, 0, 9937120161612, 0, 10116957747600, 0, 0, -24966736796870, 0, -9087332109784, 0, 0, -14321463651992, 0, -16619910327848, 0, 0, -2559645921480, 0, 1146387183984, 0, 0, -5274473546924, 0, 3687440351600, 0, 0, 466136054640, 0, -7146508128536, 0, 0, 49452726346056, 0, 16645175126644, 0, 0, 10509245275718, 0, -50005607790896, 0, 0, -48933101118356, 0, 7943621369716, 0, 0, -38017006790070, 0, 20294199977916, 0, 0, -34829956086744, 0, 6512230340784, 0, 0, -37176910125712, 0, -54148927204056, 0, 0, -20945922836172, 0, 22561025516240, 0, 0, 107328815705644, 0, -52878994437202, 0, 0, 5008577179904, 0, -24776873511408, 0, 0, -38709698760820, 0, 37406512734384, 0, 0, -16958395371932, 0, 44311944422096, 0, 0, -12048497911432, 0, 885842380864, 0, 0, 14307476748432, 0, -50012788185856, 0, 0, -60768805503890, 0, -31367795054036, 0, 0, 110458838215240, 0, 73817311531700, 0, 0, 170009509280556, 0, -87417647156832, 0, 0, -27364188489236, 0, -20341121987460, 0, 0, -79206832941600, 0, 137787715331764, 0, 0, -32999263221472, 0, 11387969199712, 0, 0, -5290793817980, 0, -69641494502532, 0, 0, -108476751063258, 0, 39954550381392, 0, 0, 179741147421248, 0, 28024861199638, 0, 0, 61577617623228, 0, -112484224510712, 0, 0, -228105914150320, 0, 7629913336666, 0, 0, -23576791353976, 0, 48077962450464, 0, 0, -99293684755108, 0, 67440555977704, 0, 0, 100378315547624, 0, 47265563174720, 0, 0, -109719186991344, 0, 162012044487652, 0, 0, 160650899962632, 0, 20966353609104, 0, 0, 81221704990122, 0, -170324417944928, 0, 0, -82980805228724, 0, 16449788765992, 0, 0, -51021763256968, 0, 293871820591000, 0, 0, -59363349010160, 0, 35261179869496, 0, 0, 78783398085676, 0, 20864460682804, 0, 0, -103229459792416, 0, -12759567773700, 0, 0, 510795745477688, 0, -91221125186880, 0, 0, 6414757445188, 0, -36975341205580, 0, 0, -349321463184062, 0, -60773105932812, 0, 0, -25156354319096, 0, -65165774287172, 0, 0, -299813275135160, 0, 38402074161584, 0, 0, 116438026264456, 0, 104596453044592, 0, 0, -314567785388812, 0, -54377442525704, 0, 0, 170204210993352, 0, 43867657102686, 0, 0, 228588786904940, 0, -211023682003668, 0, 0, -127135102460740, 0, -183825183967356, 0, 0, -32319541993536, 0, 53215361572580, 0, 0, -116655307117064, 0, 14395373577368, 0, 0, -28365797156900, 0, 52710893256464, 0, 0, -38940858725840, 0, -162278047564296, 0, 0, 464839113666748, 0, -23491494129844, 0, 0, 253586305204560, 0, -115584393850964, 0, 0, -468768911425640, 0, -159231120716124, 0, 0, -80511140464720, 0, 271482561565040, 0, 0, 184101116235808, 0, -4545114973952, 0, 0, 30649458503328, 0, -38690238289384, 0, 0, -340886107207964, 0, 24479625882760, 0, 0, 475750258273008, 0, 305462543876028, 0, 0, -53991730526430, 0, -150587382468556, 0, 0, -211126041477772, 0, -446911958225732, 0, 0, -235016956275220, 0, -146404073939896, 0, 0, -222278699676804, 0, 10730277752544, 0, 0, 364402336362544, 0, 795480462904148, 0, 0, -262466114246424, 0, -28583465977440, 0, 0, 765946971333048, 0, 120627711956090, 0, 0, 319286820142184, 0, -394202590917616, 0, 0, 45157162531560, 0, 133488356528928, 0, 0, -106538425408436, 0, 59059157719442, 0, 0, -64408613899684, 0, 126895599164208, 0, 0, 333703368596804, 0, 395515882928208, 0, 0, -850081362194374, 0, -241220327622264, 0, 0, 295932041605916, 0, 20211148761676, 0, 0, 775940271548148, 0, 74155240207632, 0, 0, -507277429356064, 0, -22425731256068, 0, 0, -176522831623082, 0, -226432923055220, 0, 0, -797318726980832, 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

  
  
  • id: 715511
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 99, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 68887249071, 'source_is_minimal': False, 'source_label': '175.10.b.a.99.2', 'source_level': 175, 'target_conrey_index': 99, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 68887249071, 'target_is_minimal': False, 'target_label': '175.10.b.a.99.2', 'target_level': 175, 'twist_class_label': '35.10.a.a.1.1', 'twist_class_level': 35, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 10}
  • id: 715512
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 99, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 68887249071, 'source_is_minimal': False, 'source_label': '175.10.b.a.99.2', 'source_level': 175, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 167772335, 'target_is_minimal': False, 'target_label': '175.10.a.a.1.1', 'target_level': 175, 'twist_class_label': '35.10.a.a.1.1', 'twist_class_level': 35, 'twisting_char_label': '5.2', 'twisting_conrey_index': 2, 'weight': 10}
  • id: 715513
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 99, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 68887249071, 'source_is_minimal': False, 'source_label': '175.10.b.a.99.2', 'source_level': 175, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 167772195, 'target_is_minimal': True, 'target_label': '35.10.a.a.1.1', 'target_level': 35, 'twist_class_label': '35.10.a.a.1.1', 'twist_class_level': 35, 'twisting_char_label': '5.3', 'twisting_conrey_index': 3, 'weight': 10}
  • id: 715514
    {'conductor': 5, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 99, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 68887249071, 'source_is_minimal': False, 'source_label': '175.10.b.a.99.2', 'source_level': 175, 'target_conrey_index': 99, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 68887249071, 'target_is_minimal': False, 'target_label': '175.10.b.a.99.1', 'target_level': 175, 'twist_class_label': '35.10.a.a.1.1', 'twist_class_level': 35, 'twisting_char_label': '5.4', 'twisting_conrey_index': 4, 'weight': 10}
  • id: 715515
    {'conductor': 15, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 99, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 68887249071, 'source_is_minimal': False, 'source_label': '175.10.b.a.99.2', 'source_level': 175, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 167772475, 'target_is_minimal': False, 'target_label': '315.10.a.a.1.1', 'target_level': 315, 'twist_class_label': '35.10.a.a.1.1', 'twist_class_level': 35, 'twisting_char_label': '15.8', 'twisting_conrey_index': 8, 'weight': 10}
  • id: 715516
    {'conductor': 35, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 99, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 68887249071, 'source_is_minimal': False, 'source_label': '175.10.b.a.99.2', 'source_level': 175, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503599795142901, 'target_is_minimal': False, 'target_label': '245.10.a.b.1.1', 'target_level': 245, 'twist_class_label': '35.10.a.a.1.1', 'twist_class_level': 35, 'twisting_char_label': '35.13', 'twisting_conrey_index': 13, 'weight': 10}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 451625
    {'charpoly_factorization': [[[784, 0, 1], 1]], 'hecke_orbit_code': 68887249071, 'p': 2}
  • id: 451626
    {'charpoly_factorization': [[[13456, 0, 1], 1]], 'hecke_orbit_code': 68887249071, 'p': 3}
  • id: 451627
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 68887249071, 'p': 5}
  • id: 451628
    {'charpoly_factorization': [[[5764801, 0, 1], 1]], 'hecke_orbit_code': 68887249071, 'p': 7}
  • id: 451629
    {'charpoly_factorization': [[[25548, 1], 2]], 'hecke_orbit_code': 68887249071, 'p': 11}
  • id: 451630
    {'charpoly_factorization': [[[1789797636, 0, 1], 1]], 'hecke_orbit_code': 68887249071, 'p': 13}
  • id: 451631
    {'charpoly_factorization': [[[277035900964, 0, 1], 1]], 'hecke_orbit_code': 68887249071, 'p': 17}
  • id: 451632
    {'charpoly_factorization': [[[-350060, 1], 2]], 'hecke_orbit_code': 68887249071, 'p': 19}
  • id: 451633
    {'charpoly_factorization': [[[386854144576, 0, 1], 1]], 'hecke_orbit_code': 68887249071, 'p': 23}
  • id: 451634
    {'charpoly_factorization': [[[6720430, 1], 2]], 'hecke_orbit_code': 68887249071, 'p': 29}
  • id: 451635
    {'charpoly_factorization': [[[6412208, 1], 2]], 'hecke_orbit_code': 68887249071, 'p': 31}
  • id: 451636
    {'charpoly_factorization': [[[5371649853124, 0, 1], 1]], 'hecke_orbit_code': 68887249071, 'p': 37}
  • id: 451637
    {'charpoly_factorization': [[[10224678, 1], 2]], 'hecke_orbit_code': 68887249071, 'p': 41}
  • id: 451638
    {'charpoly_factorization': [[[906853236912016, 0, 1], 1]], 'hecke_orbit_code': 68887249071, 'p': 43}
  • id: 451639
    {'charpoly_factorization': [[[559081863487744, 0, 1], 1]], 'hecke_orbit_code': 68887249071, 'p': 47}
  • id: 451640
    {'charpoly_factorization': [[[3282448202363716, 0, 1], 1]], 'hecke_orbit_code': 68887249071, 'p': 53}
  • id: 451641
    {'charpoly_factorization': [[[84934780, 1], 2]], 'hecke_orbit_code': 68887249071, 'p': 59}
  • id: 451642
    {'charpoly_factorization': [[[-14677822, 1], 2]], 'hecke_orbit_code': 68887249071, 'p': 61}
  • id: 451643
    {'charpoly_factorization': [[[59808523410227344, 0, 1], 1]], 'hecke_orbit_code': 68887249071, 'p': 67}
  • id: 451644
    {'charpoly_factorization': [[[-61901952, 1], 2]], 'hecke_orbit_code': 68887249071, 'p': 71}
  • id: 451645
    {'charpoly_factorization': [[[80521852193403076, 0, 1], 1]], 'hecke_orbit_code': 68887249071, 'p': 73}
  • id: 451646
    {'charpoly_factorization': [[[276107480, 1], 2]], 'hecke_orbit_code': 68887249071, 'p': 79}
  • id: 451647
    {'charpoly_factorization': [[[5328409592353936, 0, 1], 1]], 'hecke_orbit_code': 68887249071, 'p': 83}
  • id: 451648
    {'charpoly_factorization': [[[-896368470, 1], 2]], 'hecke_orbit_code': 68887249071, 'p': 89}
  • id: 451649
    {'charpoly_factorization': [[[1453976738396538084, 0, 1], 1]], 'hecke_orbit_code': 68887249071, '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': 1, 'label': '175.10.b.a', 'level': 175, 'portrait': 'data:image/png;base64,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', 'weight': 10}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 5099143
    {'hecke_orbit_code': 68887249071, 'n': 1, 'trace_an': 2}
  • id: 5099144
    {'hecke_orbit_code': 68887249071, 'n': 2, 'trace_an': 0}
  • id: 5099145
    {'hecke_orbit_code': 68887249071, 'n': 3, 'trace_an': 0}
  • id: 5099146
    {'hecke_orbit_code': 68887249071, 'n': 4, 'trace_an': -544}
  • id: 5099147
    {'hecke_orbit_code': 68887249071, 'n': 5, 'trace_an': 0}
  • id: 5099148
    {'hecke_orbit_code': 68887249071, 'n': 6, 'trace_an': -6496}
  • id: 5099149
    {'hecke_orbit_code': 68887249071, 'n': 7, 'trace_an': 0}
  • id: 5099150
    {'hecke_orbit_code': 68887249071, 'n': 8, 'trace_an': 0}
  • id: 5099151
    {'hecke_orbit_code': 68887249071, 'n': 9, 'trace_an': 12454}
  • id: 5099152
    {'hecke_orbit_code': 68887249071, 'n': 10, 'trace_an': 0}
  • id: 5099153
    {'hecke_orbit_code': 68887249071, 'n': 11, 'trace_an': -51096}
  • id: 5099154
    {'hecke_orbit_code': 68887249071, 'n': 12, 'trace_an': 0}
  • id: 5099155
    {'hecke_orbit_code': 68887249071, 'n': 13, 'trace_an': 0}
  • id: 5099156
    {'hecke_orbit_code': 68887249071, 'n': 14, 'trace_an': -134456}
  • id: 5099157
    {'hecke_orbit_code': 68887249071, 'n': 15, 'trace_an': 0}
  • id: 5099158
    {'hecke_orbit_code': 68887249071, 'n': 16, 'trace_an': -654848}
  • id: 5099159
    {'hecke_orbit_code': 68887249071, 'n': 17, 'trace_an': 0}
  • id: 5099160
    {'hecke_orbit_code': 68887249071, 'n': 18, 'trace_an': 0}
  • id: 5099161
    {'hecke_orbit_code': 68887249071, 'n': 19, 'trace_an': 700120}
  • id: 5099162
    {'hecke_orbit_code': 68887249071, 'n': 20, 'trace_an': 0}
  • id: 5099163
    {'hecke_orbit_code': 68887249071, 'n': 21, 'trace_an': -557032}
  • id: 5099164
    {'hecke_orbit_code': 68887249071, 'n': 22, 'trace_an': 0}
  • id: 5099165
    {'hecke_orbit_code': 68887249071, 'n': 23, 'trace_an': 0}
  • id: 5099166
    {'hecke_orbit_code': 68887249071, 'n': 24, 'trace_an': -1559040}
  • id: 5099167
    {'hecke_orbit_code': 68887249071, 'n': 25, 'trace_an': 0}
  • id: 5099168
    {'hecke_orbit_code': 68887249071, 'n': 26, 'trace_an': -2369136}
  • id: 5099169
    {'hecke_orbit_code': 68887249071, 'n': 27, 'trace_an': 0}
  • id: 5099170
    {'hecke_orbit_code': 68887249071, 'n': 28, 'trace_an': 0}
  • id: 5099171
    {'hecke_orbit_code': 68887249071, 'n': 29, 'trace_an': -13440860}
  • id: 5099172
    {'hecke_orbit_code': 68887249071, 'n': 30, 'trace_an': 0}
  • id: 5099173
    {'hecke_orbit_code': 68887249071, 'n': 31, 'trace_an': -12824416}
  • id: 5099174
    {'hecke_orbit_code': 68887249071, 'n': 32, 'trace_an': 0}
  • id: 5099175
    {'hecke_orbit_code': 68887249071, 'n': 33, 'trace_an': 0}
  • id: 5099176
    {'hecke_orbit_code': 68887249071, 'n': 34, 'trace_an': 29475152}
  • id: 5099177
    {'hecke_orbit_code': 68887249071, 'n': 35, 'trace_an': 0}
  • id: 5099178
    {'hecke_orbit_code': 68887249071, 'n': 36, 'trace_an': -3387488}
  • id: 5099179
    {'hecke_orbit_code': 68887249071, 'n': 37, 'trace_an': 0}
  • id: 5099180
    {'hecke_orbit_code': 68887249071, 'n': 38, 'trace_an': 0}
  • id: 5099181
    {'hecke_orbit_code': 68887249071, 'n': 39, 'trace_an': -9814992}
  • id: 5099182
    {'hecke_orbit_code': 68887249071, 'n': 40, 'trace_an': 0}
  • id: 5099183
    {'hecke_orbit_code': 68887249071, 'n': 41, 'trace_an': -20449356}
  • id: 5099184
    {'hecke_orbit_code': 68887249071, 'n': 42, 'trace_an': 0}
  • id: 5099185
    {'hecke_orbit_code': 68887249071, 'n': 43, 'trace_an': 0}
  • id: 5099186
    {'hecke_orbit_code': 68887249071, 'n': 44, 'trace_an': 13898112}
  • id: 5099187
    {'hecke_orbit_code': 68887249071, 'n': 45, 'trace_an': 0}
  • id: 5099188
    {'hecke_orbit_code': 68887249071, 'n': 46, 'trace_an': -34830656}
  • id: 5099189
    {'hecke_orbit_code': 68887249071, 'n': 47, 'trace_an': 0}
  • id: 5099190
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    {'hecke_orbit_code': 68887249071, 'n': 911, 'trace_an': -25393020639216}
  • id: 5099388
    {'hecke_orbit_code': 68887249071, 'n': 919, 'trace_an': 50715071885280}
  • id: 5099389
    {'hecke_orbit_code': 68887249071, 'n': 929, 'trace_an': -37922150362820}
  • id: 5099390
    {'hecke_orbit_code': 68887249071, 'n': 937, 'trace_an': 0}
  • id: 5099391
    {'hecke_orbit_code': 68887249071, 'n': 941, 'trace_an': 68467158655644}
  • id: 5099392
    {'hecke_orbit_code': 68887249071, 'n': 947, 'trace_an': 0}
  • id: 5099393
    {'hecke_orbit_code': 68887249071, 'n': 953, 'trace_an': 0}
  • id: 5099394
    {'hecke_orbit_code': 68887249071, 'n': 961, 'trace_an': 29353578549186}
  • id: 5099395
    {'hecke_orbit_code': 68887249071, 'n': 967, 'trace_an': 0}
  • id: 5099396
    {'hecke_orbit_code': 68887249071, 'n': 971, 'trace_an': 15247697328664}
  • id: 5099397
    {'hecke_orbit_code': 68887249071, 'n': 977, 'trace_an': 0}
  • id: 5099398
    {'hecke_orbit_code': 68887249071, 'n': 983, 'trace_an': 0}
  • id: 5099399
    {'hecke_orbit_code': 68887249071, 'n': 991, 'trace_an': 10590275592624}
  • id: 5099400
    {'hecke_orbit_code': 68887249071, 'n': 997, 'trace_an': 0}