Embedded newform data - 920.4.a.b.1.3

Formats: - HTML - YAML - JSON - 2025-11-14T20:45:44.975460

• 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': 14720, 'analytic_conductor': 54.281757205281366, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [5, 1], [23, 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': [920, 1, [231, 461, 737, 281], [1, 1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 6, 'field_disc': 16714291372293, 'field_disc_factorization': [[3, 1], [1039, 1], [5362300729, 1]], 'field_poly': [588, -3915, 1520, 161, -81, -2, 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, [588, -3915, 1520, 161, -81, -2, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503599694480280, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 8, 'hecke_ring_index_factorization': [[2, 3]], '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': '920.4.a.b', 'level': 920, '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, 23], 'level_radical': 230, 'minimal_twist': '920.4.a.b', 'prim_orbit_index': 1, 'qexp_display': 'q+\\beta _{1}q^{3}-5q^{5}+(5+\\beta _{2}+\\beta _{4})q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 6, 'rm_discs': [], 'sato_tate_group': '3.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '920.4.a', 'trace_display': [0, 2, -30, 28], 'trace_hash': 943022525766121473, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '5.121', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '78.161', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1936.340', 'prec': 27}], 'trace_zratio': 0, 'traces': [6, 0, 2, 0, -30, 0, 28, 0, 4, 0, -3, 0, -28, 0, -10, 0, 24, 0, -3, 0, 60, 0, -138, 0, 150, 0, -97, 0, 76, 0, -381, 0, -3, 0, -140, 0, 131, 0, 41, 0, -95, 0, -202, 0, -20, 0, -119, 0, -578, 0, -997, 0, 137, 0, 15, 0, -894, 0, -39, 0, -573, 0, -355, 0, 140, 0, -563, 0, -46, 0, -83, 0, -1799, 0, 50, 0, -1410, 0, -1636, 0, -2006, 0, -1191, 0, -120, 0, -1821, 0, -1370, 0, -1251, 0, -2215, 0, 15, 0, -3021, 0, -525, 0, -1333, 0, -839, 0, -300, 0, -321, 0, -1553, 0, -2052, 0, -3447, 0, 690, 0, -1680, 0, -505, 0, -4047, 0, 1160, 0, -750, 0, -1605, 0, -3546, 0, 1097, 0, -2745, 0, 485, 0, -4275, 0, -590, 0, -3553, 0, 2232, 0, -380, 0, 2683, 0, -2453, 0, -3208, 0, -4074, 0, 1905, 0, -3551, 0, 2004, 0, -644, 0, 2642, 0, 15, 0, 952, 0, -7852, 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'weight': 4, '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

  
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[0.0, 0.0], [-0.2406369173471337, 0.0], [0.0, 0.0], [-0.8761700602025115, 0.0], [0.0, 0.0], [-0.7208421050252459, 0.0], [0.0, 0.0], [-0.005139100872305686, 0.0], [0.0, 0.0], [-0.017006342372317254, 0.0], [0.0, 0.0], [-0.15624223727836273, 0.0], [0.0, 0.0], [0.006737511200225708, 0.0], [0.0, 0.0], [0.5024559357816011, 0.0], [0.0, 0.0], [0.6260797772093797, 0.0], [0.0, 0.0], [1.190886231742643, 0.0], [0.0, 0.0], [-1.4361492754827596, 0.0], [0.0, 0.0], [-0.15464351927005762, 0.0], [0.0, 0.0], [0.0026989088857771177, 0.0], [0.0, 0.0], [0.07692470217846588, 0.0], [0.0, 0.0], [0.9261397288240142, 0.0], [0.0, 0.0], [-0.011155609270835023, 0.0], [0.0, 0.0], [-0.23804741586489112, 0.0], [0.0, 0.0], [-0.12509351783278186, 0.0], [0.0, 0.0], [1.1605612649446668, 0.0], [0.0, 0.0], [-1.4875497142654288, 0.0], [0.0, 0.0], [-1.2679136076419288, 0.0], [0.0, 0.0], [0.007649596503192589, 0.0], [0.0, 0.0], [0.10946152429143328, 0.0], [0.0, 0.0], [1.1945405528635906, 0.0], [0.0, 0.0], [-0.004068490792619272, 0.0], [0.0, 0.0], [-0.9154261718099996, 0.0], [0.0, 0.0], [-0.0014678774332324903, 0.0], [0.0, 0.0], [-0.0033700543659129626, 0.0], [0.0, 0.0], [-0.1636864598611458, 0.0], [0.0, 0.0], [-0.060525554563756495, 0.0], [0.0, 0.0], [0.012567895843672332, 0.0], [0.0, 0.0], [0.1893944747178858, 0.0], [0.0, 0.0], [0.4775151492706651, 0.0], [0.0, 0.0], [0.0005178887249662489, 0.0], [0.0, 0.0], [0.11778540716833197, 0.0], [0.0, 0.0], [-0.9402128561458559, 0.0], [0.0, 0.0], [-0.7953541419465026, 0.0], [0.0, 0.0], [-0.24903452509554636, 0.0], [0.0, 0.0], [-0.9284880227649178, 0.0], [0.0, 0.0], [0.0402799338163028, 0.0], [0.0, 0.0], [1.841574925613194, 0.0], [0.0, 0.0], [0.03460611391227035, 0.0], [0.0, 0.0], [0.004929252392977501, 0.0], [0.0, 0.0], [-0.5778057199900786, 0.0], [0.0, 0.0], [0.11274960073270243, 0.0], [0.0, 0.0], [1.2298466435759703, 0.0], [0.0, 0.0], [1.145969357379792, 0.0], [0.0, 0.0], [-0.4445452625544608, 0.0], [0.0, 0.0], [0.0025660567022569455, 0.0], [0.0, 0.0], [0.37268068806882315, 0.0], [0.0, 0.0], [-1.6175866750793664, 0.0], [0.0, 0.0], [0.02071992666330804, 0.0], [0.0, 0.0], [0.5417833809097276, 0.0], [0.0, 0.0], [-0.4071032286621441, 0.0], [0.0, 0.0], [0.03857922037582634, 0.0], [0.0, 0.0]], 'angles': [None, -0.24754454043802065, None, -0.2597282310210516, -0.2692510172569174, -0.1846112186965942, -0.16535466920681172, -0.13872778834807434, None, -0.2555358552468879, -0.2304933854491241, -0.3006223864507086, -0.24943979788445364, -0.4259345280276624, -0.3052743419520011, -0.26227090154066035, -0.2660083245957537, -0.2655895162719134, -0.41391476347205797, -0.2738039120083491, -0.2560312485341875, -0.1099703448378337, -0.19809069721501424, -0.28752602921402315, -0.4159205363234339, -0.3516241791556539, -0.3486366535208197, -0.18484247833183703, -0.3555248240328274, -0.045809775146149284, -0.2483432810137915, -0.30097210624996895, -0.33005304395344615, -0.2726168636386291, -0.36475400484442266, -0.12224133012855483, -0.16761861917239365, -0.1551378943872141, -0.31796113212379745, -0.32373105291395343, -0.10083395388995167, -0.3449383220951576, -0.3396329539145168, -0.20509314261061323, -0.16721438105335437, -0.3535598648203, -0.285302731736038, -0.25468860410886884, -0.10754377346922592, -0.26147621144747996, -0.3616734001666923, -0.26726736394811385, -0.34772713803200334, -0.2861651977468166, -0.398511022119525, -0.04382160373471643, -0.2859613291451091, -0.1676549060315408, -0.33230557372586966, -0.3055486730678343, -0.321068695674468, -0.27482961253679095, -0.27893025739936994, -0.23022020415214783, -0.26050057730919346, -0.21735803656351785, -0.19550294335933296, -0.4482742955406985, -0.2726763846645537, -0.1385302267277826, -0.1484105304688077, -0.1518957914455017, -0.3119967849265329, -0.1415960857488474, -0.22691301778718212, -0.11596658264111386, -0.1397141230260879, -0.14748342166378503, -0.3433564569371991, -0.4192039323647604, -0.21674574259789392, -0.14707323708098036, -0.3466558327680343, -0.11177441838377261, -0.28157600706673314, -0.2682480062106683, -0.26131755226115844, -0.35221870640547714, -0.3948129296159768, -0.25800738935436934, -0.22428249795037883, -0.10904507561011169, -0.28688907155750065, -0.28543662620898286, -0.23876849246804432, -0.172091720923742, -0.2994413216330447, -0.309398866963256, -0.1694977840657062, -0.25932191815064254, -0.22629474962900978, -0.1922632806249037, -0.23647448135125465, -0.1466063613381171, -0.3560267427083467, -0.30121484052896286, -0.34152472545696005, -0.23769785651489495, -0.29003183758856754, -0.2953071932057013, -0.2217652046299221, -0.22142747956754322, -0.36411659331944973, -0.2995371957881203, -0.4302198416855616, -0.10996448373419636, -0.22406755089319902, -0.17303769019263965, -0.2341274266216262, -0.22227866391897286, -0.35201075740202425, -0.22564436817600053, -0.2865121744361985, -0.24049884871297003, -0.25807116213938747, -0.24767410679730012, -0.22312504939985203, -0.30687360684319465, -0.3193588640013685, -0.1852575066373139, -0.2951574858267174, -0.27571318775161174, -0.18303789307174806, -0.14349147916640745, -0.14573782975545396, -0.4020981040284433, -0.10010283639970363, -0.40813144938028195, -0.23642572905789666, -0.3523470637303566, -0.422315661004192, -0.12416932259219712, -0.17824218970590613, -0.3729498854006089, -0.17241889969852725, -0.3064106574883875, -0.23179596875669872, -0.20169927876539917, -0.30151059099930483, -0.2815581029821358, -0.3292530449321416, -0.2487915658080208, -0.28282829312264895, -0.028708376454353632, -0.19932632183640706, -0.37748818582875593, -0.17337394904099676, -0.3834832669179521, -0.14812598684141914, -0.32566565358016547, -0.26304034037637125, -0.23490584935776737, -0.3268369631435568, -0.06377367650253646, -0.2966452312569105, -0.15289272268678614, -0.3999394561615431, -0.28262423626876937], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 3, 'dual_embedding_m': 3, 'embedding_index': 3, 'embedding_m': 3, 'embedding_root_imag': 0.0, 'embedding_root_real': 0.1603272351954362, 'hecke_orbit': 2, 'hecke_orbit_code': 4503599694480280, 'label': '920.4.a.b.1.3', 'level': 920, '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': [9, 8, 8, 9, 6, 10, 10, 6], 'ALdims_eis_new': [0, 0, 0, 0, 0, 0, 0, 0], 'ALdims_eis_old': [2, 2, 2, 2, 2, 2, 2, 2], 'ALdims_old': [48, 42, 43, 45, 43, 46, 45, 46], 'Nk2': 14720, 'analytic_conductor': 54.281757205281366, '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': [920, 1, [231, 461, 737, 281], [1, 1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 424, 'dim': 66, 'eis_dim': 16, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 67109784, 'hecke_orbit_dims': [6, 6, 8, 8, 9, 9, 10, 10], 'label': '920.4.a', 'level': 920, '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, 23], 'level_radical': 230, 'mf_dim': 440, 'mf_new_dim': 66, 'num_forms': 8, 'plus_dim': 38, 'prim_orbit_index': 1, 'relative_dim': 66, 'sturm_bound': 576, 'trace_bound': 3, 'trace_display': [0, -16, 0, 72], 'traces': [66, 0, -16, 0, 0, 0, 72, 0, 534, 0, -100, 0, -20, 0, 0, 0, 236, 0, 540, 0, 120, 0, 0, 0, 1650, 0, -832, 0, -280, 0, -480, 0, 456, 0, -420, 0, 504, 0, 288, 0, -60, 0, -12, 0, 0, 0, 0, 0, 2114, 0, -80, 0, -1176, 0, 0, 0, 2016, 0, 532, 0, 480, 0, 4480, 0, 0, 0, 212, 0, 0, 0, 3408, 0, -1684, 0, -400, 0, 1328, 0, 1040, 0, 7186, 0, 164, 0, 340, 0, 400, 0, 3804, 0, 5944, 0, 3520, 0, -40, 0, 2196, 0, 4100, 0, 2576, 0, 2424, 0, 840, 0, 1956, 0, -1712, 0, 112, 0, -756, 0, -690, 0, -252, 0, 2900, 0, 15614, 0, -3568, 0, 0, 0, 4488, 0, 4080, 0, -2616, 0, 10160, 0, 7200, 0, -1180, 0, -6124, 0, -7016, 0, -2536, 0, 0, 0, -672, 0, -2208, 0, -7188, 0, 9852, 0, 0, 0, -3688, 0, -4248, 0, 0, 0, -3344, 0, -240, 0, -3248, 0, 15130, 0, 18556, 0, 8676, 0, 1800, 0, 9512, 0, 3464, 0, 5472, 0, -11816, 0, 1240, 0, -4056, 0, 17024, 0, -12520, 0, 9260, 0, 2280, 0, 5892, 0, -2896, 0, 14712, 0, -6392, 0, -3120, 0, 0, 0, -4256, 0, 10572, 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-86728, 0, -15480, 0, 28644, 0, 54748, 0, 0, 0, -25664, 0, 41250, 0, -45480, 0, 49500, 0, 109760, 0, -26144, 0, 12840, 0, 121108, 0, 48456, 0, 46492, 0, -32740, 0, 38240, 0, 50408, 0, -39552, 0, 20560, 0, 4332, 0, 4080, 0, -50972, 0, 40508, 0, 21368, 0, -19720, 0, 8320, 0, -39192, 0, 58064, 0, 153988, 0, 84500, 0, -20800, 0, -6568, 0, 24552, 0, -79976, 0, -94136, 0, -46560, 0, -77872, 0, 150368, 0, -87072, 0, -63280, 0, -160, 0, 90296, 0, 54024, 0, -110248, 0, 48032, 0, -72200, 0, 92264, 0, 16480, 0, 124504, 0, 17112, 0, 56400, 0, -166776, 0, -128624, 0, 134960, 0, 217824, 0, -7000, 0, 152952, 0, 120654, 0, -81200, 0, 166968, 0, -47640, 0, 135576, 0, 78252, 0, -240944, 0, -25320, 0, 16120, 0, 179476, 0, -76028, 0, 80600, 0, 116528, 0, -8120, 0, 38352, 0, -27140, 0, -55580, 0, 191720, 0, -6900, 0, -99544, 0, -77908, 0, 19680, 0, -144952, 0, -12000, 0, 134000, 0, -132880, 0, 186976, 0, 9616, 0, 8120, 0, 20348, 0, -237880, 0, 83276, 0, -21456, 0, 13920, 0, -203184, 0, 80896, 0, 146100, 0, 83976, 0, 6440, 0, 85752, 0, -157652, 0, -47468, 0, -8160, 0, -10520, 0, 42528, 0, 349120, 0, 72068, 0, 164424, 0, 11400, 0, -94764, 0, 84608, 0, 132304, 0, 51276, 0, -28200, 0, 98336, 0, 65064, 0, 74882, 0, 246576, 0, 2160, 0, 73056, 0, -90192, 0, -20240, 0, -51628, 0, -4500, 0, 117604, 0, -80020, 0, -244360, 0, -10296, 0, -18120, 0, -170104, 0, -33560, 0, -144648, 0, 266436, 0, -10500, 0, -90572, 0, 157736, 0, 51396, 0, 85632, 0, -12360, 0, -17936, 0, -122088, 0, 83468, 0, 131376, 0, -23880, 0, 14352, 0, 125084, 0, -96284, 0, -257112, 0, 67720, 0, 243756, 0, -1184, 0, 131680, 0, 300336, 0, 44760, 0, 84176, 0, -42768, 0, 165324, 0, 128816, 0, 12600, 0, -27320, 0, -135384, 0, 32628, 0, -125712, 0, 90680, 0, 135996, 0, -98464, 0, -97400, 0, 0, 0, -62380, 0, 89632, 0, 289720, 0, -273240, 0, -165916, 0, -16680, 0, -263680, 0, -362028, 0, 31802, 0, -160556, 0, 15360, 0, -118040, 0, -116172, 0, 159620, 0, -155432, 0, 7200, 0, -161268, 0, 21448, 0, -205472, 0, -151192, 0, -22960, 0, 90896, 0, 13524, 0, 205392, 0, -352344, 0, -62400, 0, 191684, 0, 299776, 0], '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: 34295337
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 6, 'source_embedding_index': 3, 'source_hecke_orbit_code': 4503599694480280, 'source_is_minimal': True, 'source_label': '920.4.a.b.1.3', 'source_level': 920, 'target_conrey_index': 1, 'target_dim': 6, 'target_embedding_index': 3, 'target_hecke_orbit_code': 4503599694480280, 'target_is_minimal': True, 'target_label': '920.4.a.b.1.3', 'target_level': 920, 'twist_class_label': '920.4.a.b.1.3', 'twist_class_level': 920, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 4}
  • id: 34295338
    {'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 6, 'source_embedding_index': 3, 'source_hecke_orbit_code': 4503599694480280, 'source_is_minimal': True, 'source_label': '920.4.a.b.1.3', 'source_level': 920, 'target_conrey_index': 1, 'target_dim': 6, 'target_embedding_index': 4, 'target_hecke_orbit_code': 81064793359779632, 'target_is_minimal': False, 'target_label': '1840.4.a.s.1.4', 'target_level': 1840, 'twist_class_label': '920.4.a.b.1.3', 'twist_class_level': 920, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 4}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 1494600
    {'charpoly_factorization': [[[0, 1], 6]], 'hecke_orbit_code': 4503599694480280, 'p': 2}
  • id: 1494601
    {'charpoly_factorization': [[[588, -3915, 1520, 161, -81, -2, 1], 1]], 'hecke_orbit_code': 4503599694480280, 'p': 3}
  • id: 1494602
    {'charpoly_factorization': [[[5, 1], 6]], 'hecke_orbit_code': 4503599694480280, 'p': 5}
  • id: 1494603
    {'charpoly_factorization': [[[-223000, -77400, 18730, 3513, -348, -28, 1], 1]], 'hecke_orbit_code': 4503599694480280, 'p': 7}
  • id: 1494604
    {'charpoly_factorization': [[[1162512, -132192, -293220, -46746, -1965, 3, 1], 1]], 'hecke_orbit_code': 4503599694480280, 'p': 11}
  • id: 1494605
    {'charpoly_factorization': [[[-266086970, 19590849, 1386642, -52573, -2273, 28, 1], 1]], 'hecke_orbit_code': 4503599694480280, 'p': 13}
  • id: 1494606
    {'charpoly_factorization': [[[-11777111616, 63210912, 30886108, 161669, -11448, -24, 1], 1]], 'hecke_orbit_code': 4503599694480280, 'p': 17}
  • id: 1494607
    {'charpoly_factorization': [[[-21406390992, 3232470240, 97832556, -368874, -19335, 3, 1], 1]], 'hecke_orbit_code': 4503599694480280, 'p': 19}
  • id: 1494608
    {'charpoly_factorization': [[[23, 1], 6]], 'hecke_orbit_code': 4503599694480280, 'p': 23}
  • id: 1494609
    {'charpoly_factorization': [[[-108803723556, -5905804314, 418270519, 3126246, -50196, -76, 1], 1]], 'hecke_orbit_code': 4503599694480280, 'p': 29}
  • id: 1494610
    {'charpoly_factorization': [[[-96915684999, 475179969, 233168059, -5475046, 5187, 381, 1], 1]], 'hecke_orbit_code': 4503599694480280, 'p': 31}
  • id: 1494611
    {'charpoly_factorization': [[[32607805056, -75745600448, 774366264, 6301356, -59808, -131, 1], 1]], 'hecke_orbit_code': 4503599694480280, 'p': 37}
  • id: 1494612
    {'charpoly_factorization': [[[-488808379923, 259231535697, 2860655993, -8108656, -116647, 95, 1], 1]], 'hecke_orbit_code': 4503599694480280, 'p': 41}
  • id: 1494613
    {'charpoly_factorization': [[[3224001804288, 139062135680, 363877216, -33147560, -218352, 202, 1], 1]], 'hecke_orbit_code': 4503599694480280, 'p': 43}
  • id: 1494614
    {'charpoly_factorization': [[[-1289909584715136, 770205827396, 41525115530, -25082583, -369199, 119, 1], 1]], 'hecke_orbit_code': 4503599694480280, 'p': 47}
  • id: 1494615
    {'charpoly_factorization': [[[-59665103136, 411806909680, 10171655904, 37194216, -299178, -137, 1], 1]], 'hecke_orbit_code': 4503599694480280, 'p': 53}
  • id: 1494616
    {'charpoly_factorization': [[[-295068706077440, 11328781504, 36762141792, -26718692, -420898, 39, 1], 1]], 'hecke_orbit_code': 4503599694480280, 'p': 59}
  • id: 1494617
    {'charpoly_factorization': [[[-171409513711456, -5470195533832, -61407059244, -276328308, -335935, 573, 1], 1]], 'hecke_orbit_code': 4503599694480280, 'p': 61}
  • id: 1494618
    {'charpoly_factorization': [[[95959705065404544, 488849861788640, 448574333592, -1075175844, -1540296, 563, 1], 1]], 'hecke_orbit_code': 4503599694480280, 'p': 67}
  • id: 1494619
    {'charpoly_factorization': [[[-3630696868560171, 7678139046329, 146993543769, -239516660, -1036647, 83, 1], 1]], 'hecke_orbit_code': 4503599694480280, 'p': 71}
  • id: 1494620
    {'charpoly_factorization': [[[-92144248176936, -2435236166424, -2503569392, 210777537, 1064031, 1799, 1], 1]], 'hecke_orbit_code': 4503599694480280, 'p': 73}
  • id: 1494621
    {'charpoly_factorization': [[[-869715459643392, 96165350076672, -600381507360, -1997531912, -658588, 1636, 1], 1]], 'hecke_orbit_code': 4503599694480280, 'p': 79}
  • id: 1494622
    {'charpoly_factorization': [[[-23535632685047040, 87482345582656, 258710939584, -750609684, -706704, 1191, 1], 1]], 'hecke_orbit_code': 4503599694480280, 'p': 83}
  • id: 1494623
    {'charpoly_factorization': [[[22527521500594176, 43838164111232, -358562878944, -1144343384, -428640, 1370, 1], 1]], 'hecke_orbit_code': 4503599694480280, 'p': 89}
  • id: 1494624
    {'charpoly_factorization': [[[50248016155333296, -461172266967720, -2473270545540, -2570113520, 1503473, 3021, 1], 1]], 'hecke_orbit_code': 4503599694480280, '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': 2, 'label': '920.4.a.b', 'level': 920, 'portrait': 'data:image/png;base64,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', 'weight': 4}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 18831228
    {'hecke_orbit_code': 4503599694480280, 'n': 1, 'trace_an': 6}
  • id: 18831229
    {'hecke_orbit_code': 4503599694480280, 'n': 2, 'trace_an': 0}
  • id: 18831230
    {'hecke_orbit_code': 4503599694480280, 'n': 3, 'trace_an': 2}
  • id: 18831231
    {'hecke_orbit_code': 4503599694480280, 'n': 4, 'trace_an': 0}
  • id: 18831232
    {'hecke_orbit_code': 4503599694480280, 'n': 5, 'trace_an': -30}
  • id: 18831233
    {'hecke_orbit_code': 4503599694480280, 'n': 6, 'trace_an': 0}
  • id: 18831234
    {'hecke_orbit_code': 4503599694480280, 'n': 7, 'trace_an': 28}
  • id: 18831235
    {'hecke_orbit_code': 4503599694480280, 'n': 8, 'trace_an': 0}
  • id: 18831236
    {'hecke_orbit_code': 4503599694480280, 'n': 9, 'trace_an': 4}
  • id: 18831237
    {'hecke_orbit_code': 4503599694480280, 'n': 10, 'trace_an': 0}
  • id: 18831238
    {'hecke_orbit_code': 4503599694480280, 'n': 11, 'trace_an': -3}
  • id: 18831239
    {'hecke_orbit_code': 4503599694480280, 'n': 12, 'trace_an': 0}
  • id: 18831240
    {'hecke_orbit_code': 4503599694480280, 'n': 13, 'trace_an': -28}
  • id: 18831241
    {'hecke_orbit_code': 4503599694480280, 'n': 14, 'trace_an': 0}
  • id: 18831242
    {'hecke_orbit_code': 4503599694480280, 'n': 15, 'trace_an': -10}
  • id: 18831243
    {'hecke_orbit_code': 4503599694480280, 'n': 16, 'trace_an': 0}
  • id: 18831244
    {'hecke_orbit_code': 4503599694480280, 'n': 17, 'trace_an': 24}
  • id: 18831245
    {'hecke_orbit_code': 4503599694480280, 'n': 18, 'trace_an': 0}
  • id: 18831246
    {'hecke_orbit_code': 4503599694480280, 'n': 19, 'trace_an': -3}
  • id: 18831247
    {'hecke_orbit_code': 4503599694480280, 'n': 20, 'trace_an': 0}
  • id: 18831248
    {'hecke_orbit_code': 4503599694480280, 'n': 21, 'trace_an': 60}
  • id: 18831249
    {'hecke_orbit_code': 4503599694480280, 'n': 22, 'trace_an': 0}
  • id: 18831250
    {'hecke_orbit_code': 4503599694480280, 'n': 23, 'trace_an': -138}
  • id: 18831251
    {'hecke_orbit_code': 4503599694480280, 'n': 24, 'trace_an': 0}
  • id: 18831252
    {'hecke_orbit_code': 4503599694480280, 'n': 25, 'trace_an': 150}
  • id: 18831253
    {'hecke_orbit_code': 4503599694480280, 'n': 26, 'trace_an': 0}
  • id: 18831254
    {'hecke_orbit_code': 4503599694480280, 'n': 27, 'trace_an': -97}
  • id: 18831255
    {'hecke_orbit_code': 4503599694480280, 'n': 28, 'trace_an': 0}
  • id: 18831256
    {'hecke_orbit_code': 4503599694480280, 'n': 29, 'trace_an': 76}
  • id: 18831257
    {'hecke_orbit_code': 4503599694480280, 'n': 30, 'trace_an': 0}
  • id: 18831258
    {'hecke_orbit_code': 4503599694480280, 'n': 31, 'trace_an': -381}
  • id: 18831259
    {'hecke_orbit_code': 4503599694480280, 'n': 32, 'trace_an': 0}
  • id: 18831260
    {'hecke_orbit_code': 4503599694480280, 'n': 33, 'trace_an': -3}
  • id: 18831261
    {'hecke_orbit_code': 4503599694480280, 'n': 34, 'trace_an': 0}
  • id: 18831262
    {'hecke_orbit_code': 4503599694480280, 'n': 35, 'trace_an': -140}
  • id: 18831263
    {'hecke_orbit_code': 4503599694480280, 'n': 36, 'trace_an': 0}
  • id: 18831264
    {'hecke_orbit_code': 4503599694480280, 'n': 37, 'trace_an': 131}
  • id: 18831265
    {'hecke_orbit_code': 4503599694480280, 'n': 38, 'trace_an': 0}
  • id: 18831266
    {'hecke_orbit_code': 4503599694480280, 'n': 39, 'trace_an': 41}
  • id: 18831267
    {'hecke_orbit_code': 4503599694480280, 'n': 40, 'trace_an': 0}
  • id: 18831268
    {'hecke_orbit_code': 4503599694480280, 'n': 41, 'trace_an': -95}
  • id: 18831269
    {'hecke_orbit_code': 4503599694480280, 'n': 42, 'trace_an': 0}
  • id: 18831270
    {'hecke_orbit_code': 4503599694480280, 'n': 43, 'trace_an': -202}
  • id: 18831271
    {'hecke_orbit_code': 4503599694480280, 'n': 44, 'trace_an': 0}
  • id: 18831272
    {'hecke_orbit_code': 4503599694480280, 'n': 45, 'trace_an': -20}
  • id: 18831273
    {'hecke_orbit_code': 4503599694480280, 'n': 46, 'trace_an': 0}
  • id: 18831274
    {'hecke_orbit_code': 4503599694480280, 'n': 47, 'trace_an': -119}
  • id: 18831275
    {'hecke_orbit_code': 4503599694480280, 'n': 48, 'trace_an': 0}
  • id: 18831276
    {'hecke_orbit_code': 4503599694480280, 'n': 49, 'trace_an': -578}
  • id: 18831277
    {'hecke_orbit_code': 4503599694480280, 'n': 50, 'trace_an': 0}
  • id: 18831278
    {'hecke_orbit_code': 4503599694480280, 'n': 51, 'trace_an': -997}
  • id: 18831279
    {'hecke_orbit_code': 4503599694480280, 'n': 52, 'trace_an': 0}
  • id: 18831280
    {'hecke_orbit_code': 4503599694480280, 'n': 53, 'trace_an': 137}
  • id: 18831281
    {'hecke_orbit_code': 4503599694480280, 'n': 54, 'trace_an': 0}
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  • id: 18831371
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  • id: 18831377
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  • id: 18831378
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  • id: 18831379
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  • id: 18831380
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  • id: 18831381
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  • id: 18831383
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  • id: 18831385
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  • id: 18831386
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  • id: 18831429
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  • id: 18831432
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    {'hecke_orbit_code': 4503599694480280, 'n': 911, 'trace_an': -16574}
  • id: 18831473
    {'hecke_orbit_code': 4503599694480280, 'n': 919, 'trace_an': -20262}
  • id: 18831474
    {'hecke_orbit_code': 4503599694480280, 'n': 929, 'trace_an': -38460}
  • id: 18831475
    {'hecke_orbit_code': 4503599694480280, 'n': 937, 'trace_an': -55863}
  • id: 18831476
    {'hecke_orbit_code': 4503599694480280, 'n': 941, 'trace_an': 58191}
  • id: 18831477
    {'hecke_orbit_code': 4503599694480280, 'n': 947, 'trace_an': 83844}
  • id: 18831478
    {'hecke_orbit_code': 4503599694480280, 'n': 953, 'trace_an': -109661}
  • id: 18831479
    {'hecke_orbit_code': 4503599694480280, 'n': 961, 'trace_an': -43959}
  • id: 18831480
    {'hecke_orbit_code': 4503599694480280, 'n': 967, 'trace_an': -76253}
  • id: 18831481
    {'hecke_orbit_code': 4503599694480280, 'n': 971, 'trace_an': -6857}
  • id: 18831482
    {'hecke_orbit_code': 4503599694480280, 'n': 977, 'trace_an': -128410}
  • id: 18831483
    {'hecke_orbit_code': 4503599694480280, 'n': 983, 'trace_an': 59148}
  • id: 18831484
    {'hecke_orbit_code': 4503599694480280, 'n': 991, 'trace_an': -114008}
  • id: 18831485
    {'hecke_orbit_code': 4503599694480280, 'n': 997, 'trace_an': 64454}