Embedded newform data - 1445.4.a.r.1.1

Formats: - HTML - YAML - JSON - 2026-10-12T10:15:13.886100

• 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': 23120, 'analytic_conductor': 85.25775995829518, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[5, 1], [17, 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': [1445, 1, [1157, 581], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 8, 'field_disc': 240402241294423185408, 'field_disc_factorization': [[2, 11], [3, 1], [193, 1], [953, 1], [15647, 1], [13595839, 1]], 'field_poly': [4128, 576, -3404, -496, 767, 112, -48, -4, 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': [[2, [1632, 4400, 54, -2648, 537, 204, -48, -4, 1]], [3, [456236, -61932, -211785, -9698, 10999, 304, -187, -2, 1]]], 'hecke_orbit': 18, 'hecke_orbit_code': 76561193732408741, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 4, 'hecke_ring_index_factorization': [[2, 2]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '1445.4.a.r', 'level': 1445, '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, 17], 'level_radical': 85, 'minimal_twist': '1445.4.a.q', 'prim_orbit_index': 1, 'qexp_display': 'q+(1-\\beta _{1})q^{2}-\\beta _{6}q^{3}+(6+\\beta _{2})q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 8, 'rm_discs': [], 'sato_tate_group': '3.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '1445.4.a', 'trace_display': [4, 2, -40, -32], 'trace_hash': 1274378859333542293, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.118', 'prec': 10}, {'__RealLiteral__': 0, 'data': '6.999', 'prec': 14}, {'__RealLiteral__': 0, 'data': '2.857', 'prec': 14}, {'__RealLiteral__': 0, 'data': '151.477', 'prec': 20}, {'__RealLiteral__': 0, 'data': '87.770', 'prec': 17}, {'__RealLiteral__': 0, 'data': '5730.216', 'prec': 24}], 'trace_zratio': 0, 'traces': [8, 4, 2, 48, -40, -44, -32, -36, 162, -20, 44, 36, 86, -146, -10, 348, 0, -8, 288, -240, 180, -562, -160, -92, 200, 386, 110, -150, 642, 220, 182, -444, 22, 0, 160, -268, -490, -746, -1034, 180, 72, 466, 1168, 1814, -810, 810, 216, -1948, 1202, 100, 0, 2166, 508, -604, -220, -2386, 70, -1464, -918, -180, 1970, -2726, -568, 2252, -430, 1282, 2750, 0, 2444, 730, 1368, 1792, 582, 4190, 50, -346, -2906, 1862, 1256, -1740, 1732, -3600, 2534, -2698, 0, 552, 1856, -2202, 1200, 40, 3802, 6142, -214, 548, -1440, -372, -1698, 4168, 5258, 1200, -630, 0, 2104, 2818, -900, 1180, -2920, 12316, -4096, 2810, -3262, -2950, -1130, 8698, 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• 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

  
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[5.4954329642195665, 0.0], [0.9846302395113549, 0.0], [0.8399283893200405, 0.0], [1.1301142360951666, 0.0], [-1.7410737660554811, 0.0], [0.6134927680753522, 0.0], [0.11675187705133783, 0.0], [-1.6348479566087217, 0.0], [-0.7954948026929818, 0.0], [0.0, 0.0], [-2.5705623460367573, 0.0], [-0.5571294413838899, 0.0], [-4.317986142204637, 0.0], [0.8743335012261482, 0.0], [-0.7509782302197929, 0.0], [0.9218736085029829, 0.0], [-0.5986388421953382, 0.0], [-0.08189415015047116, 0.0], [-0.44806921419614953, 0.0], [-0.8879199619642657, 0.0], [1.5152263092672662, 0.0], [-1.2547844244921076, 0.0], [0.7525461539871102, 0.0], [-1.0885623993744642, 0.0], [0.5535706910611232, 0.0]], 'angles': [-0.4612774056220947, -0.2793948395481171, None, -0.18602125643690823, -0.1417004361323684, -0.14974997070748855, None, -0.019209865896969897, -0.26724495513780155, -0.11298271628673451, -0.23221975657860083, -0.23008424839984304, -0.2547870999175419, -0.1348237773732905, -0.23158985584623223, -0.22533419049016193, -0.2418530206789518, -0.17856644839218216, -0.25371092488832386, -0.08726147389401392, -0.14808292121471855, -0.1544270617158882, -0.40229930362425637, -0.17799097796976276, -0.3579388490922756, -0.27706147601364867, -0.2973223572841295, -0.3131577188468106, -0.31130982039004185, -0.3820478946503091, -0.2625374075914692, -0.2715677611059467, -0.043894623671281725, -0.40925802081628804, -0.3351862758846863, -0.27399341499435936, -0.160697094652641, -0.2773972070031926, -0.31895332371876617, -0.28999380186221374, -0.17163983954204434, -0.16106173336165952, -0.3295123409340294, -0.3407448342267313, -0.4001007453670083, -0.12780795142973145, -0.3411915407364955, -0.31383246509874746, -0.3434693005719139, -0.1568261263833454, -0.11336741334737804, -0.1777216139333886, -0.22838179730128289, -0.23691033847503173, -0.26204219603626017, -0.1907650276930094, -0.17399785199055606, -0.20417091565848502, -0.3238214517615053, -0.1853236477726769, -0.32296176175317803, -0.22925981705715975, -0.30072691496849274, -0.3937997266680446, -0.29040789079466894, -0.19007773425872268, -0.28771534344285116, -0.226503331741737, -0.17852485731125867, -0.17615300998329486, -0.2983274819801971, -0.17098985966931227, -0.23160544691592283, -0.17463967501334354, -0.27975318173330316, -0.16307764582707507, -0.33661025379440307, -0.1897070488139949, -0.31405468519815033, -0.24330100296562587, -0.17907494908988866, -0.26768485909987055, -0.4390547886885271, -0.1413480560928786, -0.17893889689865639, -0.2072631600430919, -0.16853552132514915, -0.18777288068868653, -0.31297250128540843, -0.24895907512756388, -0.20137062626371133, -0.3310913168488689, -0.29212618596529727, -0.26226524259977435, -0.39505369398758605, -0.23338925980644656, -0.329906166151398, -0.2852446694093626, -0.170273525414649, -0.2674351647457302], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 1, 'dual_embedding_m': 1, 'embedding_index': 1, 'embedding_m': 1, 'embedding_root_imag': 0.0, 'embedding_root_real': 6.490248413546051, 'hecke_orbit': 18, 'hecke_orbit_code': 76561193732408741, 'label': '1445.4.a.r.1.1', 'level': 1445, 'weight': 4}
• mf_newspaces •

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

  
  {'ALdims': [72, 64, 63, 72], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [9, 9, 9, 9], 'ALdims_old': [45, 40, 45, 41], 'Nk2': 23120, 'analytic_conductor': 85.25775995829518, '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': [1445, 1, [1157, 581], [1, 1]], 'conrey_index': 1, 'cusp_dim': 442, 'dim': 271, 'eis_dim': 36, 'eis_new_dim': 0, 'hecke_cutter_primes': [2, 3], 'hecke_orbit_code': 67110309, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 2, 3, 3, 5, 7, 7, 8, 8, 8, 8, 18, 18, 21, 21, 27, 27, 36, 36], 'label': '1445.4.a', 'level': 1445, '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, 17], 'level_radical': 85, 'mf_dim': 478, 'mf_new_dim': 271, 'num_forms': 26, 'plus_dim': 144, 'prim_orbit_index': 1, 'relative_dim': 271, 'sturm_bound': 612, 'trace_bound': 5, 'trace_display': [0, -2, -5, 6], 'traces': [271, 0, -2, 1100, -5, -60, 6, 48, 2499, -40, -20, 188, 30, 260, 10, 4276, 0, 100, 344, -80, 220, 336, -22, -944, 6775, 308, -476, 500, -506, 160, -28, 484, -160, 0, 290, 11040, 522, -824, 1132, -240, -414, -2436, 678, -892, 275, 848, 1258, 2432, 12499, 0, 0, -796, 822, -2300, 160, 1928, -1176, 1092, 416, -900, 610, 1304, -2114, 16328, -450, 556, -2158, 0, 1900, 240, 220, 7076, 230, 60, -50, 520, 192, 2036, -1008, 0, 19939, -2948, 230, 4636, 0, -1912, 2668, 1244, -3962, -2620, 1380, 192, -1744, -3040, -1020, -2172, 1142, -380, 1300, 27500, -866, 0, 3358, -628, 260, 816, 394, 6876, 858, 2040, -4596, -1120, -4850, 3848, -970, -1596, -2634, 896, 0, 2720, 31367, -6560, -1996, -1892, -125, 14200, 9786, -5648, 6628, 1280, 268, -96, 2072, 3108, -1820, 0, 6654, -4608, 2032, 6420, 4404, -1292, 4024, 41836, 1850, 1964, -4970, 8372, -1150, -1500, -1180, -10116, 0, -10924, -980, -3644, 6822, -16032, -4020, -5060, 4524, 3752, 7190, 4236, 440, 5856, -5114, -12628, 57669, 0, 3392, -2116, 1946, -3476, 150, -13816, -9608, -8636, -6240, 9120, 2238, -11652, -12220, 23084, -570, -3308, 0, -2616, 5920, 0, -14460, 18188, 1126, 18368, 2340, 50616, 7098, -2764, 1576, 1200, -2396, 8428, 9036, 0, -550, -248, -1462, 13540, 3880, 10300, -8236, -1384, 8304, -18692, -2890, 116, -20824, 12128, -37628, -8080, 0, -11948, -25842, 12228, 62475, 15620, -15886, -33968, -37842, 5360, -25496, 32012, -9626, 4220, -7310, 24664, -45504, 0, 10368, 5380, -7238, -6488, -20494, 7072, 655, 8488, -11056, -3124, -22652, -1000, 10804, -28608, -5712, 3984, 0, 51988, -13146, 19956, -9548, -6620, -18106, -13284, -10354, -2840, 10550, 20752, 7892, -18972, 12490, 2640, -9252, 0, -5248, -1228, -500, 12796, 13058, 15336, -2620, -11720, 9378, 22580, -18210, -14880, -9960, 23468, 11092, 58468, 0, 8600, 16220, -21220, -11290, -8584, -140, 10308, 744, -13680, -23188, 4700, 18180, 844, 716, 8428, 9590, 0, 122, 76872, 15132, 13480, 18308, -20252, 8198, -5392, 15010, -21220, 32970, -21144, -3824, -7720, -27764, -46184, 0, 49320, 750, 6160, 28028, -81052, 7284, -8320, 6916, 36784, 34154, -20292, -16310, 62752, -12178, 21004, -6396, 0, -13024, -37184, 8508, -53816, -17660, -20108, 8514, 23988, 27886, 6500, 30632, 9400, -35210, -4176, 260, -17912, 0, 39348, 3720, -3380, 82071, 18356, 45310, 3900, -6470, 38252, 6454, -9100, 30058, -20200, -23604, -54528, 84062, 0, 250, -92068, -38900, 15148, -13888, 2040, 10788, 31952, -20786, -19312, -2880, 39260, 53750, -55416, 9266, 12000, 0, 42684, 2760, 28772, 920, 96232, 20818, 26632, 83064, 106900, -12834, -4412, -4608, 5300, -14265, -54996, -22456, 0, -22966, 22540, -14228, 23536, -68376, -31836, -4290, 52744, 17304, 51696, 4584, -42320, 19018, 12948, 95298, 29228, 0, -15928, 60572, 62468, -34144, -31640, -9756, 51404, -41978, -60380, 10740, -5312, -3736, -148740, 2328, 9740, 39751, 0, 27534, -63816, -1490, -57232, -5260, 67972, 130, 2500, -30328, -43412, -51576, 60136, -21180, 89656, 47278, 104224, 0, 19400, -30242, 33532, 38686, -4692, 24840, -20152, 50330, -35264, 46764, -10840, 81060, 26512, 1368, -43784, 8600, 0, -53554, 83856, -39792, 29040, 76812, -83980, -30464, 155300, 16650, -81492, 11190, -156544, 109964, -23500, 27460, -88996, 0, 19692, 36520, -5784, -43920, -77764, 15104, -2000, -18884, 6848, 23274, 56852, 1050, -137776, -630, -241760, -30826, 0, -41764, -330760, -24896, 41168, -38530, -92644, -6216, -348392, -61820, 39880, 79990, 23156, 55054, -22080, 5500, -363788, 0, 3468, 145139, 29840, -6904, 121936, 55348, -27212, -13170, -210900, -13672, -123696, -25220, -90440, 64790, -11724, 121980, 0, 10990, -103020, 14882, -124200, 79426, 8400, 44144, -74312, 32488, -23416, -29220, 34172, 45702, -143740, 165556, 90440, 0, -174788, 104262, -47876, 20450, 104856, -19538, -61680, -29478, -44280, -88348, -40564, -82968, 44908, -550, 109720, 10070, 0, -289364, 80400, -75340, -385552, -151904, 41620, -5330, 4876, -349830, 180656, 18128, -15320, 146924, 136748, 2406, -299292, 0, -130340, 119576, 14892, 29784, -23600, -59742, -4356, -377342, 154768, 8575, 22836, 52286, -224704, 94400, 17720, -127796, 0, 58790, -230308, 25780, -188928, 33342, 164364, -36144, -60000, 65432, -93788, -46628, -30460, 169375, 24508, -158688, 155296, 0, 22360, -79092, -36244, 109128, 58416, 15610, 16304, 205694, -51872, -29564, -64880, 37298, -73880, -31938, -17908, 75740, 0, -61238, 243260, -50168, 7700, 159208, -952, -63862, 5272, -28920, -113564, 26502, -148500, -187048, -9100, -8102, 40580, 0, 57684, 37120, -99372, -45116, -213300, -117092, -30360, 61496, -163116, 138670, 69112, -11900, 418496, -3246, -180932, 133756, 0, -4492, -12624, 81822, 80500, -73410, -131788, -14932, -31736, 102108, 51100, 94484, 176924, -318880, -44080, 40020, -260584, 0, 38640, -113508, 12500, -83510, 133720, 74872, 54372, 18060, -69680, -154892, -151944, -4434, -101380, 100216, 5484, 75400, 0, -1920, -165488, -34848, 143672, 59392, 146760, 72532, -88156, 171244, -8244, -12650, 165680, 87954, -124180, 169671, 73000, 0, -31868, 153614, -61276, 40930, 293616, -1320, 2092, -120, -36760, -43456, 64888, -38510, 156556, -45490, -40556, -107802, 0, 34364, 4000, -21212, -98124, -268272, -29056, -21780, 189956, -17418, 101532, -44928, -38440, 136030, 154412, 68924, -194036, 0, -92544, -51152, 82176, 230398, -120560, -89652, 55692, -98826, 101520, -700, 205824, 60296, -30824, -118224, 53680, -52400, 0, 204368, 31420, 40430, -93612, 27130, 225668, 50460, -46640, 26084, -159992, -82636, -31848, -93020, -21900, -92314, 328988, 0, 12100, -214146, 64800, 168040, -23540, 87060, 166420, 80268, 57536, 113182, -72540, 60916, 139004, -108152, -63368, 97050, 0, 206088, 214144, 93924, -26480, 254890, -64860, -36190, 69672, -4000, -236408, -2230, -178508, -27590, 46160, -24156, -13220, 0, -13344, 35490, -79776, -160968, -410156, -12888, 36620, 297165, -19112, 201980, -86808, -40875, 244060, 125438, 387208, -11900, 0, -36556, -102832, 10194, -22076, -165140, -272744, 104766, -107228, -111360, 36940, 10680, 11304, -235074, -211820, 7390, -204868, 0, -390860, -28664, 79720, -703668, 193008, 129654, 76568, 7250, -603500, -66702, -43548, 11844, -206960, -8950, 109240, -371018, 0, 17720, 154796, -102186, 160148, 147092, 26140, 12516, -464396, -280, 24712, -60620, 386184, 100368, -137124, -43496, 276000, 0, 208152, -378584, -31876, 18610, 311712, -33134, -231104, -77826, -50740, -34500, 55824, -191784, 300, 980, -617612, -49336, 0, 428984, 139640, -18308, -14904, -203480, -42940, 13050, 473004, 111310, 436044, 182210, -138960, -189032, 194400, 5000, -162216, 0, -276988, -93362, 98300, 203836, -203820, -134842, 47912, 54812, 88228, 99280, 140980, 89690, -848996, 17596, -20600, -200308, 0, 133582, -26328, -21780, -106600, 99984, 261176, -102836, -107860, 294255, -47488, -60662, -26620, -35670, 78268, -489622, 830672, 0, 59640, -133292, 76444, 336320, 10340, 28300, 90448, 193854, 399936, -18808, -81920, -2566, 185960, -167078, 187840, 125550, 0, -228656, -60408, 54844, 26720, 305868, -148960, -186256, 57268, 13240, -320124, -24094, -177268, -31680, -6000], 'weight': 4, '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: 48136630
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 8, 'source_embedding_index': 1, 'source_hecke_orbit_code': 76561193732408741, 'source_is_minimal': True, 'source_label': '1445.4.a.r.1.1', 'source_level': 1445, 'target_conrey_index': 1, 'target_dim': 8, 'target_embedding_index': 1, 'target_hecke_orbit_code': 76561193732408741, 'target_is_minimal': True, 'target_label': '1445.4.a.r.1.1', 'target_level': 1445, 'twist_class_label': '1445.4.a.q.1.1', 'twist_class_level': 1445, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 4}
  • id: 48136631
    {'conductor': 17, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 8, 'source_embedding_index': 1, 'source_hecke_orbit_code': 76561193732408741, 'source_is_minimal': True, 'source_label': '1445.4.a.r.1.1', 'source_level': 1445, 'target_conrey_index': 1, 'target_dim': 8, 'target_embedding_index': 1, 'target_hecke_orbit_code': 72057594105038245, 'target_is_minimal': True, 'target_label': '1445.4.a.q.1.1', 'target_level': 1445, 'twist_class_label': '1445.4.a.q.1.1', 'twist_class_level': 1445, 'twisting_char_label': '17.16', 'twisting_conrey_index': 16, 'weight': 4}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 1951825
    {'charpoly_factorization': [[[1632, 4400, 54, -2648, 537, 204, -48, -4, 1], 1]], 'hecke_orbit_code': 76561193732408741, 'p': 2}
  • id: 1951826
    {'charpoly_factorization': [[[456236, -61932, -211785, -9698, 10999, 304, -187, -2, 1], 1]], 'hecke_orbit_code': 76561193732408741, 'p': 3}
  • id: 1951827
    {'charpoly_factorization': [[[5, 1], 8]], 'hecke_orbit_code': 76561193732408741, 'p': 5}
  • id: 1951828
    {'charpoly_factorization': [[[9372381748, -2213928220, -145805327, 18773312, 725127, -44580, -1461, 32, 1], 1]], 'hecke_orbit_code': 76561193732408741, 'p': 7}
  • id: 1951829
    {'charpoly_factorization': [[[-1550803898064, 618463477984, -13172017076, -795268260, 18154784, 328286, -7535, -44, 1], 1]], 'hecke_orbit_code': 76561193732408741, 'p': 11}
  • id: 1951830
    {'charpoly_factorization': [[[11082701134528, -1816701419200, 103989855488, -2163601472, -10158300, 952428, -7404, -86, 1], 1]], 'hecke_orbit_code': 76561193732408741, 'p': 13}
  • id: 1951831
    {'charpoly_factorization': [[[0, 1], 8]], 'hecke_orbit_code': 76561193732408741, 'p': 17}
  • id: 1951832
    {'charpoly_factorization': [[[1329538325581296, -97514494587744, 2251172502524, -5885952548, -448937832, 4998406, 5513, -288, 1], 1]], 'hecke_orbit_code': 76561193732408741, 'p': 19}
  • id: 1951833
    {'charpoly_factorization': [[[-1588073578006284, -101159399247276, -238341881487, 62051696656, 335622791, -6773252, -40885, 160, 1], 1]], 'hecke_orbit_code': 76561193732408741, 'p': 23}
  • id: 1951834
    {'charpoly_factorization': [[[675341980498944, -1007866431540480, 12231009421344, 159625983328, -2714666580, 2609628, 118781, -642, 1], 1]], 'hecke_orbit_code': 76561193732408741, 'p': 29}
  • id: 1951835
    {'charpoly_factorization': [[[-547155865009612800, 18355293484884480, -70125560810848, -1256702985824, 6594509948, 27236964, -152752, -182, 1], 1]], 'hecke_orbit_code': 76561193732408741, 'p': 31}
  • id: 1951836
    {'charpoly_factorization': [[[10155566666995788800, -179952079998616320, -473678345311952, 7756341089824, 14048633204, -108639668, -203496, 490, 1], 1]], 'hecke_orbit_code': 76561193732408741, 'p': 37}
  • id: 1951837
    {'charpoly_factorization': [[[63699632589481749, 2185132713283952, -118206670586152, 86976549080, 9934954770, -6312448, -243456, -72, 1], 1]], 'hecke_orbit_code': 76561193732408741, 'p': 41}
  • id: 1951838
    {'charpoly_factorization': [[[5626632110214628096, -129864304708102656, 614249000623232, 4348668008448, -39069224128, 39316192, 372312, -1168, 1], 1]], 'hecke_orbit_code': 76561193732408741, 'p': 43}
  • id: 1951839
    {'charpoly_factorization': [[[46572208158388985856, -233091456482463744, -5450896321114368, -4468442061440, 87547402560, 73522352, -512076, -216, 1], 1]], 'hecke_orbit_code': 76561193732408741, 'p': 47}
  • id: 1951840
    {'charpoly_factorization': [[[-862843772561129472, 79754709062844416, -1723323713289216, -7079394420736, 123022665792, 209314400, -656480, -508, 1], 1]], 'hecke_orbit_code': 76561193732408741, 'p': 53}
  • id: 1951841
    {'charpoly_factorization': [[[-10623571922969729856, 189369615166977344, 2075031958114288, -15554500560832, -202199708588, -613529628, -360443, 918, 1], 1]], 'hecke_orbit_code': 76561193732408741, 'p': 59}
  • id: 1951842
    {'charpoly_factorization': [[[1746065310273505856, -314296106120949184, 7710936193839536, 16190574126272, -190768006708, 92829556, 1067717, -1970, 1], 1]], 'hecke_orbit_code': 76561193732408741, 'p': 61}
  • id: 1951843
    {'charpoly_factorization': [[[51491965411151033296, 1241759738626940792, -27286582811984605, 114570351454762, 19971243171, -1126573476, 2775273, -2750, 1], 1]], 'hecke_orbit_code': 76561193732408741, 'p': 67}
  • id: 1951844
    {'charpoly_factorization': [[[-481688379444977914032, -1259201230290976608, 58740424030895460, -193687476384244, -210904841764, 1235525930, -524051, -1368, 1], 1]], 'hecke_orbit_code': 76561193732408741, 'p': 71}
  • id: 1951845
    {'charpoly_factorization': [[[595269330183633775104, 2603439205870028544, -43982735795097120, -23259277699232, 494845472228, 336768620, -1280460, -582, 1], 1]], 'hecke_orbit_code': 76561193732408741, 'p': 73}
  • id: 1951846
    {'charpoly_factorization': [[[-2556834651497964750304, -123025351520678019040, 770641331276553580, -1263841116729412, -572589139316, 3105228550, -1649891, -1256, 1], 1]], 'hecke_orbit_code': 76561193732408741, 'p': 79}
  • id: 1951847
    {'charpoly_factorization': [[[-18515585553562136657664, -48105021447441957664, 763112607600947423, -821955953587126, -2565226749517, 4439778620, -164115, -2534, 1], 1]], 'hecke_orbit_code': 76561193732408741, 'p': 83}
  • id: 1951848
    {'charpoly_factorization': [[[70841251465577323038729, 320883598773698522208, -605165095250254476, -1574788154907248, 1842483435006, 2463001280, -2325372, -1200, 1], 1]], 'hecke_orbit_code': 76561193732408741, 'p': 89}
  • id: 1951849
    {'charpoly_factorization': [[[3409782050920298081344, -27299443577094639552, -37628499979502272, 499648196478368, 71638485804, -2135818908, -936984, 1698, 1], 1]], 'hecke_orbit_code': 76561193732408741, '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': 18, 'label': '1445.4.a.r', 'level': 1445, 'portrait': 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', 'weight': 4}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  Showing the first 100 of 258 matching records in this table.
  • id: 62716939
    {'hecke_orbit_code': 76561193732408741, 'n': 1, 'trace_an': 8}
  • id: 62716940
    {'hecke_orbit_code': 76561193732408741, 'n': 2, 'trace_an': 4}
  • id: 62716941
    {'hecke_orbit_code': 76561193732408741, 'n': 3, 'trace_an': 2}
  • id: 62716942
    {'hecke_orbit_code': 76561193732408741, 'n': 4, 'trace_an': 48}
  • id: 62716943
    {'hecke_orbit_code': 76561193732408741, 'n': 5, 'trace_an': -40}
  • id: 62716944
    {'hecke_orbit_code': 76561193732408741, 'n': 6, 'trace_an': -44}
  • id: 62716945
    {'hecke_orbit_code': 76561193732408741, 'n': 7, 'trace_an': -32}
  • id: 62716946
    {'hecke_orbit_code': 76561193732408741, 'n': 8, 'trace_an': -36}
  • id: 62716947
    {'hecke_orbit_code': 76561193732408741, 'n': 9, 'trace_an': 162}
  • id: 62716948
    {'hecke_orbit_code': 76561193732408741, 'n': 10, 'trace_an': -20}
  • id: 62716949
    {'hecke_orbit_code': 76561193732408741, 'n': 11, 'trace_an': 44}
  • id: 62716950
    {'hecke_orbit_code': 76561193732408741, 'n': 12, 'trace_an': 36}
  • id: 62716951
    {'hecke_orbit_code': 76561193732408741, 'n': 13, 'trace_an': 86}
  • id: 62716952
    {'hecke_orbit_code': 76561193732408741, 'n': 14, 'trace_an': -146}
  • id: 62716953
    {'hecke_orbit_code': 76561193732408741, 'n': 15, 'trace_an': -10}
  • id: 62716954
    {'hecke_orbit_code': 76561193732408741, 'n': 16, 'trace_an': 348}
  • id: 62716955
    {'hecke_orbit_code': 76561193732408741, 'n': 17, 'trace_an': 0}
  • id: 62716956
    {'hecke_orbit_code': 76561193732408741, 'n': 18, 'trace_an': -8}
  • id: 62716957
    {'hecke_orbit_code': 76561193732408741, 'n': 19, 'trace_an': 288}
  • id: 62716958
    {'hecke_orbit_code': 76561193732408741, 'n': 20, 'trace_an': -240}
  • id: 62716959
    {'hecke_orbit_code': 76561193732408741, 'n': 21, 'trace_an': 180}
  • id: 62716960
    {'hecke_orbit_code': 76561193732408741, 'n': 22, 'trace_an': -562}
  • id: 62716961
    {'hecke_orbit_code': 76561193732408741, 'n': 23, 'trace_an': -160}
  • id: 62716962
    {'hecke_orbit_code': 76561193732408741, 'n': 24, 'trace_an': -92}
  • id: 62716963
    {'hecke_orbit_code': 76561193732408741, 'n': 25, 'trace_an': 200}
  • id: 62716964
    {'hecke_orbit_code': 76561193732408741, 'n': 26, 'trace_an': 386}
  • id: 62716965
    {'hecke_orbit_code': 76561193732408741, 'n': 27, 'trace_an': 110}
  • id: 62716966
    {'hecke_orbit_code': 76561193732408741, 'n': 28, 'trace_an': -150}
  • id: 62716967
    {'hecke_orbit_code': 76561193732408741, 'n': 29, 'trace_an': 642}
  • id: 62716968
    {'hecke_orbit_code': 76561193732408741, 'n': 30, 'trace_an': 220}
  • id: 62716969
    {'hecke_orbit_code': 76561193732408741, 'n': 31, 'trace_an': 182}
  • id: 62716970
    {'hecke_orbit_code': 76561193732408741, 'n': 32, 'trace_an': -444}
  • id: 62716971
    {'hecke_orbit_code': 76561193732408741, 'n': 33, 'trace_an': 22}
  • id: 62716972
    {'hecke_orbit_code': 76561193732408741, 'n': 34, 'trace_an': 0}
  • id: 62716973
    {'hecke_orbit_code': 76561193732408741, 'n': 35, 'trace_an': 160}
  • id: 62716974
    {'hecke_orbit_code': 76561193732408741, 'n': 36, 'trace_an': -268}
  • id: 62716975
    {'hecke_orbit_code': 76561193732408741, 'n': 37, 'trace_an': -490}
  • id: 62716976
    {'hecke_orbit_code': 76561193732408741, 'n': 38, 'trace_an': -746}
  • id: 62716977
    {'hecke_orbit_code': 76561193732408741, 'n': 39, 'trace_an': -1034}
  • id: 62716978
    {'hecke_orbit_code': 76561193732408741, 'n': 40, 'trace_an': 180}
  • id: 62716979
    {'hecke_orbit_code': 76561193732408741, 'n': 41, 'trace_an': 72}
  • id: 62716980
    {'hecke_orbit_code': 76561193732408741, 'n': 42, 'trace_an': 466}
  • id: 62716981
    {'hecke_orbit_code': 76561193732408741, 'n': 43, 'trace_an': 1168}
  • id: 62716982
    {'hecke_orbit_code': 76561193732408741, 'n': 44, 'trace_an': 1814}
  • id: 62716983
    {'hecke_orbit_code': 76561193732408741, 'n': 45, 'trace_an': -810}
  • id: 62716984
    {'hecke_orbit_code': 76561193732408741, 'n': 46, 'trace_an': 810}
  • id: 62716985
    {'hecke_orbit_code': 76561193732408741, 'n': 47, 'trace_an': 216}
  • id: 62716986
    {'hecke_orbit_code': 76561193732408741, 'n': 48, 'trace_an': -1948}
  • id: 62716987
    {'hecke_orbit_code': 76561193732408741, 'n': 49, 'trace_an': 1202}
  • id: 62716988
    {'hecke_orbit_code': 76561193732408741, 'n': 50, 'trace_an': 100}
  • id: 62716989
    {'hecke_orbit_code': 76561193732408741, 'n': 51, 'trace_an': 0}
  • id: 62716990
    {'hecke_orbit_code': 76561193732408741, 'n': 52, 'trace_an': 2166}
  • id: 62716991
    {'hecke_orbit_code': 76561193732408741, 'n': 53, 'trace_an': 508}
  • id: 62716992
    {'hecke_orbit_code': 76561193732408741, 'n': 54, 'trace_an': -604}
  • id: 62716993
    {'hecke_orbit_code': 76561193732408741, 'n': 55, 'trace_an': -220}
  • id: 62716994
    {'hecke_orbit_code': 76561193732408741, 'n': 56, 'trace_an': -2386}
  • id: 62716995
    {'hecke_orbit_code': 76561193732408741, 'n': 57, 'trace_an': 70}
  • id: 62716996
    {'hecke_orbit_code': 76561193732408741, 'n': 58, 'trace_an': -1464}
  • id: 62716997
    {'hecke_orbit_code': 76561193732408741, 'n': 59, 'trace_an': -918}
  • id: 62716998
    {'hecke_orbit_code': 76561193732408741, 'n': 60, 'trace_an': -180}
  • id: 62716999
    {'hecke_orbit_code': 76561193732408741, 'n': 61, 'trace_an': 1970}
  • id: 62717000
    {'hecke_orbit_code': 76561193732408741, 'n': 62, 'trace_an': -2726}
  • id: 62717001
    {'hecke_orbit_code': 76561193732408741, 'n': 63, 'trace_an': -568}
  • id: 62717002
    {'hecke_orbit_code': 76561193732408741, 'n': 64, 'trace_an': 2252}
  • id: 62717003
    {'hecke_orbit_code': 76561193732408741, 'n': 65, 'trace_an': -430}
  • id: 62717004
    {'hecke_orbit_code': 76561193732408741, 'n': 66, 'trace_an': 1282}
  • id: 62717005
    {'hecke_orbit_code': 76561193732408741, 'n': 67, 'trace_an': 2750}
  • id: 62717006
    {'hecke_orbit_code': 76561193732408741, 'n': 68, 'trace_an': 0}
  • id: 62717007
    {'hecke_orbit_code': 76561193732408741, 'n': 69, 'trace_an': 2444}
  • id: 62717008
    {'hecke_orbit_code': 76561193732408741, 'n': 70, 'trace_an': 730}
  • id: 62717009
    {'hecke_orbit_code': 76561193732408741, 'n': 71, 'trace_an': 1368}
  • id: 62717010
    {'hecke_orbit_code': 76561193732408741, 'n': 72, 'trace_an': 1792}
  • id: 62717011
    {'hecke_orbit_code': 76561193732408741, 'n': 73, 'trace_an': 582}
  • id: 62717012
    {'hecke_orbit_code': 76561193732408741, 'n': 74, 'trace_an': 4190}
  • id: 62717013
    {'hecke_orbit_code': 76561193732408741, 'n': 75, 'trace_an': 50}
  • id: 62717014
    {'hecke_orbit_code': 76561193732408741, 'n': 76, 'trace_an': -346}
  • id: 62717015
    {'hecke_orbit_code': 76561193732408741, 'n': 77, 'trace_an': -2906}
  • id: 62717016
    {'hecke_orbit_code': 76561193732408741, 'n': 78, 'trace_an': 1862}
  • id: 62717017
    {'hecke_orbit_code': 76561193732408741, 'n': 79, 'trace_an': 1256}
  • id: 62717018
    {'hecke_orbit_code': 76561193732408741, 'n': 80, 'trace_an': -1740}
  • id: 62717019
    {'hecke_orbit_code': 76561193732408741, 'n': 81, 'trace_an': 1732}
  • id: 62717020
    {'hecke_orbit_code': 76561193732408741, 'n': 82, 'trace_an': -3600}
  • id: 62717021
    {'hecke_orbit_code': 76561193732408741, 'n': 83, 'trace_an': 2534}
  • id: 62717022
    {'hecke_orbit_code': 76561193732408741, 'n': 84, 'trace_an': -2698}
  • id: 62717023
    {'hecke_orbit_code': 76561193732408741, 'n': 85, 'trace_an': 0}
  • id: 62717024
    {'hecke_orbit_code': 76561193732408741, 'n': 86, 'trace_an': 552}
  • id: 62717025
    {'hecke_orbit_code': 76561193732408741, 'n': 87, 'trace_an': 1856}
  • id: 62717026
    {'hecke_orbit_code': 76561193732408741, 'n': 88, 'trace_an': -2202}
  • id: 62717027
    {'hecke_orbit_code': 76561193732408741, 'n': 89, 'trace_an': 1200}
  • id: 62717028
    {'hecke_orbit_code': 76561193732408741, 'n': 90, 'trace_an': 40}
  • id: 62717029
    {'hecke_orbit_code': 76561193732408741, 'n': 91, 'trace_an': 3802}
  • id: 62717030
    {'hecke_orbit_code': 76561193732408741, 'n': 92, 'trace_an': 6142}
  • id: 62717031
    {'hecke_orbit_code': 76561193732408741, 'n': 93, 'trace_an': -214}
  • id: 62717032
    {'hecke_orbit_code': 76561193732408741, 'n': 94, 'trace_an': 548}
  • id: 62717033
    {'hecke_orbit_code': 76561193732408741, 'n': 95, 'trace_an': -1440}
  • id: 62717034
    {'hecke_orbit_code': 76561193732408741, 'n': 96, 'trace_an': -372}
  • id: 62717035
    {'hecke_orbit_code': 76561193732408741, 'n': 97, 'trace_an': -1698}
  • id: 62717036
    {'hecke_orbit_code': 76561193732408741, 'n': 98, 'trace_an': 4168}
  • id: 62717037
    {'hecke_orbit_code': 76561193732408741, 'n': 99, 'trace_an': 5258}
  • id: 62717038
    {'hecke_orbit_code': 76561193732408741, 'n': 100, 'trace_an': 1200}