Embedded newform data - 117.8.q.b.10.4

Formats: - HTML - YAML - JSON - 2025-12-09T04:48:49.141656

• 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': 7488, 'analytic_conductor': 36.549047981642246, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 13, 'char_degree': 2, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 17, 'char_orbit_label': 'q', 'char_order': 6, 'char_parity': 1, 'char_values': [117, 6, [92, 28], [6, 5]], 'cm_discs': [], 'conrey_index': 10, 'dim': 14, 'field_disc': -151415551224665733467207633121132706555656943110912, 'field_disc_factorization': [[-1, 1], [2, 8], [3, 7], [11, 2], [4625191, 2], [323235096405989, 2]], 'field_poly': [4669637050368, 0, 10484997239808, 0, 790180980480, 0, 16872573312, 0, 148562016, 0, 629380, 0, 1279, 0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'has_non_self_twist': 1, 'hecke_cutters': [[2, [4669637050368, 12720772583424, 12084121562112, 1452082650624, -303820063488, -48674276352, 9157518144, 300354336, -60074832, -1379568, 295876, 1914, -635, -3, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4504699273216117, 'hecke_ring_generator_nbound': 13, 'hecke_ring_index': 63962016768, 'hecke_ring_index_factorization': [[2, 10], [3, 7], [13, 4]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 13, 5, 1, 6, 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': '117.8.q.b', 'level': 117, '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': [3, 13], 'level_radical': 39, 'minimal_twist': '13.8.e.a', 'prim_orbit_index': 5, 'qexp_display': 'q+(-\\beta _{1}+\\beta _{2})q^{2}+(55+2\\beta _{1}-\\beta _{2}+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 7, 'rm_discs': [], 'sato_tate_group': '7.2.3.c6', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '117.8.q', 'trace_display': [3, 0, 0, -2772], 'trace_hash': 1575564980488686657, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.010', 'prec': 17}, {'__RealLiteral__': 0, 'data': '12.331', 'prec': 20}, {'__RealLiteral__': 0, 'data': '4.016', 'prec': 17}, {'__RealLiteral__': 0, 'data': '693.989', 'prec': 24}, {'__RealLiteral__': 0, 'data': '193.665', 'prec': 24}, {'__RealLiteral__': 0, 'data': '71293.789', 'prec': 30}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.166', 'prec': 17}, 'traces': [14, 3, 0, 383, 0, 0, -2772, 0, 0, -509, -6516, 0, 5109, 47916, 0, -633, 38403, 0, 43254, -89409, 0, -125882, 68550, 0, 39380, -361959, 0, -234780, -221583, 0, 0, 878067, 0, 0, -659616, 0, -565347, -953640, 0, -77182, -1716057, 0, -882692, 0, 0, -3267480, 0, 0, 2653979, -145128, 0, 4962178, 1791210, 0, 2453536, 7457952, 0, -14978127, 1189032, 0, 3858525, -1904142, 0, 14570922, -10424661, 0, 4674330, -9569619, 0, 0, 25203126, 0, 0, -8640105, 0, 12934506, -19599336, 0, -30688440, -29127963, 0, -37359719, 0, 0, -22436313, 0, 0, 27045536, -2123160, 0, 37205532, 47685588, 0, 19138810, 43420386, 0, -68556288, -16173003, 0, 34722082, -16193169, 0, 17260348, -32206707, 0, 47303451, -12007494, 0, 0, 142728840, 0, 0, -26819937, 0, 6850398, -22260870, 0, -58345268, -64210140, 0, -12866713, 0, 0, -75296706, 0, 0, 9662790, -22440567, 0, 64175995, 32227740, 0, -2804772, 33577716, 0, 54407373, -165045699, 0, -11133416, 66074328, 0, -75878288, 115001484, 0, -145096917, 89436795, 0, 0, -136322589, 0, 0, 13279914, 0, 278808330, 6248244, 0, 245410042, 216761556, 0, 253993491, 0, 0, -104282016, 0, 0, -79987340, 308855940, 0, -39204451, -141472386, 0, -256403612, -217187754, 0, 587099004, -442588104, 0, -287627306, 232841364, 0, -223444070, 823210908, 0, -367796442, 116319387, 0, 0, -1026939210, 0, 0, -170138202, 0, -639299631, 183177924, 0, 788989958, 111943884, 0, 99696702, 0, 0, 252701115, 0, 0, -160286831, -225777306, 0, -477756617, -365369640, 0, 177308466, -479313831, 0, -140193372, 181274712, 0, -152492760, 155346528, 0, -446988624, 267275970, 0, -815658918, 108299736, 0, 0, -1191943302, 0, 0, -122387262, 0, 548363301, -783627444, 0, 353775028, 185892216, 0, 488345538, 0, 0, -150328029, 0, 0, -74947753, 1463240661, 0, 567087924, 2035989876, 0, -483995515, 1005466506, 0, 455851356, -658033644, 0, -28511249, 303916245, 0, 1704255192, -1194530532, 0, 1998026478, -1190532336, 0, 0, 3331064538, 0, 0, -890967294, 0, -1216833528, -223526970, 0, -2290920002, -1140245316, 0, -1540949315, 0, 0, -591239112, 0, 0, 518745480, -2585868990, 0, 955310278, -465089016, 0, 1687181912, 664233855, 0, -5040699225, 2527330797, 0, 914846788, -1072331691, 0, 308045122, 22371102, 0, 1329698988, 1734062490, 0, 0, 108794793, 0, 0, -1240313460, 0, 4675876722, -1622521332, 0, -870176052, -3047781333, 0, -942110668, 0, 0, -1382044764, 0, 0, 3344104086, 2559343878, 0, 2393674114, 5823263172, 0, 101378123, 1955039352, 0, -1748901108, 985334352, 0, 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3641501704, 4606631328, 0, -7671256851, 1703215656, 0, 0, -15817079325, 0, 0, -973400325, 0, 419856894, 8377407528, 0, 7284725736, -6842173014, 0, 1713150212, 0, 0, 1615958160, 0, 0, 1296985936, -5624117142, 0, -1292514561, 4314311442, 0, -5622213071, 1644267156, 0, 6944912544, 13399513575, 0, -8778148139, 7313339856, 0, 563796138, -353842866, 0, -14379859950, -4763619228, 0, 0, -19877706327, 0, 0, -2285757984, 0, -5795417139, 11313237324, 0, 1675642340, -13272429795, 0, -52891728, 0, 0, 5363806281, 0, 0, 6209472520, -10852378974, 0, 12369184763, 14634299754, 0, 1607122540, 6991950882, 0, -15827711502, 9641798946, 0, 1019263361, 9122932593, 0, 4788945144, -3497228163, 0, -3948538038, -9228898638, 0, 0, 15577171632, 0, 0, -17057823786, 0, 6537746655, 11552091888, 0, 1553334676, -47398106259, 0, -10370761338, 0, 0, 4660827360, 0, 0, 8654637472, 4012224561, 0, 2945198724, 34603517328, 0, -2712614033, 6366863628, 0, -30478255485, 39093265374, 0, -255537958, 2804237886, 0, 15490852464, -18752402136, 0, 6060743526, -6966149880, 0, 0, 12014500200, 0, 0, -9858721752, 0, 26525897352, 5503725618, 0, 15290925382, -47476267776, 0, -3257704956, 0, 0, 4553817729, 0, 0, 21807750432, -3500724945, 0, 18593429478, 60925121364, 0, -14018953839, 34992904734, 0, -50173499850, 12841357191, 0, -1573767026, 16209955962, 0, 30289117802, 446688450, 0, -19788366447, -30062388570, 0, 0, -108863295, 0, 0, -29800496922, 0, -36991072674, -10353998424, 0, -18362123034, -64492840698, 0, -7561243583, 0, 0, 31356795576, 0, 0, 23612029321, -38724310650, 0, 32907689607, 29419910628, 0, 11426151415, 14214809967, 0, -36971276652, 21057116076, 0, -3992672400, 32042982990, 0, 1793479912, -13314191436, 0, -59351599992, 4074542538, 0, 0, -52913736225, 0, 0, -21723367440, 0, 33426593277, 22179099852, 0, 9746968304, -76948514352, 0, 13882237494, 0, 0, -20466420846, 0, 0, 16766474269, 25969149777, 0, -14956402825, 18972214980, 0, -4807551732, 20875135653, 0, 31405120740, 11314185258, 0, -41231180291, 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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

  
  {'an_normalized': [[1.0, 0.0], [-0.05198628568962188, 0.030014296037071984], [0.0, 0.0], [-0.498198284066798, 0.8629047402473264], [0.0, -1.5711696457353161], [0.0, 0.0], [-1.243134402851758, -0.7177239821253472], [0.0, -0.1198408752067126], [0.0, 0.0], [0.047157550871561295, 0.08167927407005815], [-0.11276809199820684, 0.0651066882711652], [0.0, 0.0], [-0.9963418728968785, -0.08545684473662966], [0.08616792028966531, 0.0], [0.0, 0.0], [-0.49460134456100197, -0.856674658271536], [0.27814206961971555, -0.48175619630370725], [0.0, 0.0], [1.1890510980776918, 0.6864989715553755], [1.355769735037717, 0.7827540214831734], [0.0, 0.0], [0.003908262831528229, -0.006769309793539897], [0.37930613578732486, 0.6569774988062662], [0.0, 0.0], [-1.468574055680039, 0.0], [0.054361040285269356, -0.025461915982645567], [0.0, 0.0], [1.2386548527302987, -0.7151377126568743], [-0.5539572802148147, -0.9594821545547287], [0.0, 0.0], [0.0, 0.7357926391622189], [0.15521021594241252, 0.08961065995533181], 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[1.238887044219366, -0.5802765669377642], [-1.0909330178369514, 0.0], [0.0, 0.0], [-0.5982770578525255, -1.0362462612033987], [-0.06593486398560176, 0.1142025344132056], [0.0, 0.0], [0.11689202478350441, 0.06748764197487668], [1.7077028698786707, 0.985942711620347], [0.0, 0.0], [-0.9364759113662989, 1.6220238585507984], [-0.020307554401946294, -0.03517371600163999], [0.0, 0.0], [0.08822797080968807, 0.0]], 'angles': [-0.33811097442357463, None, -0.356181112162805, -0.2940746846848615, -0.34370271918281403, None, -0.3718073642595829, -0.04623998030660813, -0.021414695174540435, -0.4898918754762073, 0.05996093398517427, -0.32247679385423833, -0.3174947383014618, 0.2110406094011067, 0.11480868229698289, -0.1798977764731363, -0.198782038715909, -0.41377539258198276, -0.3979316168870556, -0.023456954024807585, 0.04681576454913521, -0.2774264360201895, 0.02887349385204096, -0.38667089771671515, -0.18239421364351072, -0.006274782549265629, -0.1977865345275436, -0.4322937027678241, 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-0.48125944331354165, 0.27629975536459384], 'char_orbit_index': 17, 'conrey_index': 10, 'dual_conrey_index': 82, 'dual_embedding_index': 4, 'dual_embedding_m': 11, 'embedding_index': 4, 'embedding_m': 4, 'embedding_root_imag': -0.6791459923313319, 'embedding_root_real': 0.0, 'hecke_orbit': 2, 'hecke_orbit_code': 4504699273216117, 'label': '117.8.q.b.10.4', 'level': 117, 'weight': 8}
• mf_newspaces •

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

  
  {'Nk2': 7488, 'analytic_conductor': 36.549047981642246, 'char_conductor': 13, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 17, 'char_orbit_label': 'q', 'char_order': 6, 'char_parity': 1, 'char_values': [117, 6, [92, 28], [6, 5]], 'conrey_index': 10, 'cusp_dim': 188, 'dim': 78, 'eis_dim': 16, 'eis_new_dim': 4, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 1099645845621, 'hecke_orbit_dims': [2, 14, 16, 18, 28], 'label': '117.8.q', 'level': 117, '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': [3, 13], 'level_radical': 39, 'mf_dim': 204, 'mf_new_dim': 82, 'num_forms': 5, 'prim_orbit_index': 5, 'relative_dim': 39, 'sturm_bound': 112, 'trace_bound': 1, 'trace_display': [3, 0, 0, 2766], 'traces': [78, 3, 0, 2303, 0, 0, 2766, 0, 0, -2773, 6522, 0, 6565, -3492, 0, -106561, 903, 0, 87930, -8889, 0, 86858, 79752, 0, -822736, 332289, 0, 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0, -154516339662, 520065312468, 0, 112504587450, -453982793337, 0, 116257705412, 0, 0, -165938302770, 0, 0, -63375242668, -177382084959, 0, -34262274150, 294123152076, 0, 235248422826, 29277127566, 0, 40205078598, 434190744024, 0, -204151103727, 167019195954, 0, 33206597222], 'weight': 8, '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: 37311078
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 10, 'source_dim': 14, 'source_embedding_index': 4, 'source_hecke_orbit_code': 4504699273216117, 'source_is_minimal': False, 'source_label': '117.8.q.b.10.4', 'source_level': 117, 'target_conrey_index': 10, 'target_dim': 14, 'target_embedding_index': 4, 'target_hecke_orbit_code': 4504699273216117, 'target_is_minimal': False, 'target_label': '117.8.q.b.10.4', 'target_level': 117, 'twist_class_label': '13.8.e.a.4.4', 'twist_class_level': 13, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 8}
  • id: 37311079
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 10, 'source_dim': 14, 'source_embedding_index': 4, 'source_hecke_orbit_code': 4504699273216117, 'source_is_minimal': False, 'source_label': '117.8.q.b.10.4', 'source_level': 117, 'target_conrey_index': 10, 'target_dim': 14, 'target_embedding_index': 4, 'target_hecke_orbit_code': 275012124685, 'target_is_minimal': True, 'target_label': '13.8.e.a.10.4', 'target_level': 13, 'twist_class_label': '13.8.e.a.4.4', 'twist_class_level': 13, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 8}
  • id: 37311080
    {'conductor': 12, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 10, 'source_dim': 14, 'source_embedding_index': 4, 'source_hecke_orbit_code': 4504699273216117, 'source_is_minimal': False, 'source_label': '117.8.q.b.10.4', 'source_level': 117, 'target_conrey_index': 49, 'target_dim': 14, 'target_embedding_index': 7, 'target_hecke_orbit_code': 1511962706128, 'target_is_minimal': False, 'target_label': '208.8.w.a.49.7', 'target_level': 208, 'twist_class_label': '13.8.e.a.4.4', 'twist_class_level': 13, 'twisting_char_label': '12.11', 'twisting_conrey_index': 11, 'weight': 8}
  • id: 37311081
    {'conductor': 13, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 10, 'source_dim': 14, 'source_embedding_index': 4, 'source_hecke_orbit_code': 4504699273216117, 'source_is_minimal': False, 'source_label': '117.8.q.b.10.4', 'source_level': 117, 'target_conrey_index': 82, 'target_dim': 14, 'target_embedding_index': 4, 'target_hecke_orbit_code': 4504699273216117, 'target_is_minimal': False, 'target_label': '117.8.q.b.82.4', 'target_level': 117, 'twist_class_label': '13.8.e.a.4.4', 'twist_class_level': 13, 'twisting_char_label': '13.4', 'twisting_conrey_index': 4, 'weight': 8}
  • id: 37311082
    {'conductor': 39, 'degree': 4, 'order': 12, 'parity': 1, 'source_conrey_index': 10, 'source_dim': 14, 'source_embedding_index': 4, 'source_hecke_orbit_code': 4504699273216117, 'source_is_minimal': False, 'source_label': '117.8.q.b.10.4', 'source_level': 117, 'target_conrey_index': 1, 'target_dim': 14, 'target_embedding_index': 8, 'target_hecke_orbit_code': 27021597898440873, 'target_is_minimal': False, 'target_label': '169.8.a.g.1.8', 'target_level': 169, 'twist_class_label': '13.8.e.a.4.4', 'twist_class_level': 13, 'twisting_char_label': '39.2', 'twisting_conrey_index': 2, 'weight': 8}
  • id: 37311083
    {'conductor': 39, 'degree': 4, 'order': 12, 'parity': 1, 'source_conrey_index': 10, 'source_dim': 14, 'source_embedding_index': 4, 'source_hecke_orbit_code': 4504699273216117, 'source_is_minimal': False, 'source_label': '117.8.q.b.10.4', 'source_level': 117, 'target_conrey_index': 1, 'target_dim': 14, 'target_embedding_index': 7, 'target_hecke_orbit_code': 27021597898440873, 'target_is_minimal': False, 'target_label': '169.8.a.g.1.7', 'target_level': 169, 'twist_class_label': '13.8.e.a.4.4', 'twist_class_level': 13, 'twisting_char_label': '39.11', 'twisting_conrey_index': 11, 'weight': 8}
  • id: 37311084
    {'conductor': 39, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 10, 'source_dim': 14, 'source_embedding_index': 4, 'source_hecke_orbit_code': 4504699273216117, 'source_is_minimal': False, 'source_label': '117.8.q.b.10.4', 'source_level': 117, 'target_conrey_index': 4, 'target_dim': 14, 'target_embedding_index': 4, 'target_hecke_orbit_code': 275012124685, 'target_is_minimal': True, 'target_label': '13.8.e.a.4.4', 'target_level': 13, 'twist_class_label': '13.8.e.a.4.4', 'twist_class_level': 13, 'twisting_char_label': '39.17', 'twisting_conrey_index': 17, 'weight': 8}
  • id: 37311085
    {'conductor': 39, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 10, 'source_dim': 14, 'source_embedding_index': 4, 'source_hecke_orbit_code': 4504699273216117, 'source_is_minimal': False, 'source_label': '117.8.q.b.10.4', 'source_level': 117, 'target_conrey_index': 168, 'target_dim': 14, 'target_embedding_index': 7, 'target_hecke_orbit_code': 13510867735806121, 'target_is_minimal': False, 'target_label': '169.8.b.d.168.7', 'target_level': 169, 'twist_class_label': '13.8.e.a.4.4', 'twist_class_level': 13, 'twisting_char_label': '39.23', 'twisting_conrey_index': 23, 'weight': 8}
  • id: 37311086
    {'conductor': 39, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 10, 'source_dim': 14, 'source_embedding_index': 4, 'source_hecke_orbit_code': 4504699273216117, 'source_is_minimal': False, 'source_label': '117.8.q.b.10.4', 'source_level': 117, 'target_conrey_index': 168, 'target_dim': 14, 'target_embedding_index': 8, 'target_hecke_orbit_code': 13510867735806121, 'target_is_minimal': False, 'target_label': '169.8.b.d.168.8', 'target_level': 169, 'twist_class_label': '13.8.e.a.4.4', 'twist_class_level': 13, 'twisting_char_label': '39.29', 'twisting_conrey_index': 29, 'weight': 8}
  • id: 37311087
    {'conductor': 156, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 10, 'source_dim': 14, 'source_embedding_index': 4, 'source_hecke_orbit_code': 4504699273216117, 'source_is_minimal': False, 'source_label': '117.8.q.b.10.4', 'source_level': 117, 'target_conrey_index': 17, 'target_dim': 14, 'target_embedding_index': 7, 'target_hecke_orbit_code': 1511962706128, 'target_is_minimal': False, 'target_label': '208.8.w.a.17.7', 'target_level': 208, 'twist_class_label': '13.8.e.a.4.4', 'twist_class_level': 13, 'twisting_char_label': '156.95', 'twisting_conrey_index': 95, 'weight': 8}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 335275
    {'charpoly_factorization': [[[4669637050368, 12720772583424, 12084121562112, 1452082650624, -303820063488, -48674276352, 9157518144, 300354336, -60074832, -1379568, 295876, 1914, -635, -3, 1], 1]], 'hecke_orbit_code': 4504699273216117, 'p': 2}
  • id: 335276
    {'charpoly_factorization': [[[0, 1], 14]], 'hecke_orbit_code': 4504699273216117, 'p': 3}
  • id: 335277
    {'charpoly_factorization': [[[105837813980649106145280000000000, 0, 62960647276378486944000000000, 0, 8846481621613558464000000, 0, 426218310290403360000, 0, 9436314936905475, 0, 103135355371, 0, 527185, 0, 1], 1]], 'hecke_orbit_code': 4504699273216117, 'p': 5}
  • id: 335278
    {'charpoly_factorization': [[[748043232672026958958358093008235048140800, 461879130118434123851654970166806896640, -3338266814780828645803120595075275776, -2119908364781292956752273653940224, 10847788274010278757853136087712, 9349351030853973824713491456, -13852979991037181787228927, -14828861955758982429060, 13065028132971905370, 18311096230280280, -1366747147053, -8118428472, -367398, 2772, 1], 1]], 'hecke_orbit_code': 4504699273216117, 'p': 7}
  • id: 335279
    {'charpoly_factorization': [[[4814918555017119712174393097761851174228787200, -46823161135553911043156588565738628005765120, 64324874440099673542690260441698596783104, 850455016541924986996385054787682587648, 1807702509158802938517519160471195296, 1275733064733222119627757654247968, 192783730027003654107845205729, -142969259481023455309042020, -18566225540196159758262, 10903975090373221560, 1884473059691491, -356395004856, -40542614, 6516, 1], 1]], 'hecke_orbit_code': 4504699273216117, 'p': 11}
  • id: 335280
    {'charpoly_factorization': [[[3830224792147131369362629348887201408953937846517364173, -311857863717794225576258214093963559303651247373021, 31764544128814136911198785822755528906032672262, 5890715400220218692409159014253792683086355, -1478299988155662437887658113070716320384, 59684224712820177326141674276107025, 1701632737646977781905664016729, -2733218441823860459366329614, 27118294088878272324837, 15158374223403103225, -5983457008983168, 379974258755, 32653166, -5109, 1], 1]], 'hecke_orbit_code': 4504699273216117, 'p': 13}
  • id: 335281
    {'charpoly_factorization': [[[302323129762923112461270320843616404647111492763144273529, -141246275286794368260977062972374941238333819448321299, 57654747138558520950602976503268311191035558878532, -7315181120414296036675507896261164701159414065, 1197904565155789576810376875061959233611313, -113273817542716868097793751114555959314, 14494519690903936165664363602139181, -1146575778674550068321372705805, 106550128734740631635932485, -6626978615909354648562, 492594579974697561, -25000049670417, 1329989604, -38403, 1], 1]], 'hecke_orbit_code': 4504699273216117, 'p': 17}
  • id: 335282
    {'charpoly_factorization': [[[27835741048727474360568822104784531405686595487275046971072, 31821940482303096183726207055932587198908784436564639072, 14266808965114347821750318870334025348878370356039072, 2447008293133858230559350523462727520648206007048, 122052513679163653366537633281394026114537816, -11651490836439965267381088159951012344346, -934139746851893733538383751772551431, 55403489690570678399239231167696, 3623702793263656944758884530, -273856126510786970970774, 3689317600660320147, 105368901942060, -1812413718, -43254, 1], 1]], 'hecke_orbit_code': 4504699273216117, 'p': 19}
  • id: 335283
    {'charpoly_factorization': [[[19563929053656181814903437052773541174708790087504211884337928256, 4809072861992535950859400061427508920673931917537260625061856, 1447613773298132124558288172728051475534242905730573245184, -67779759655510699985656051901350251852621804351258360, 3183444124914452648263172075821053291487806280032, -72061256550781556218696833847707229505741346, 1855366111379342825163763837384707806265, -29563921634624669351830782184564896, 629859204364276253736409067010, -7734173455432813408097958, 126549588672823643307, -940592936802348, 13756808634, -68550, 1], 1]], 'hecke_orbit_code': 4504699273216117, 'p': 23}
  • id: 335284
    {'charpoly_factorization': [[[79269094153900348458633094666528855725863457592366665570581627617281, 32342808689660885159205189892149592793117547968277691107581670447, 12123746638731143008850032533635700761823233857756328580541284, 433078657315060968466034644492022164782138457282411209165, 13687054206655419865451125339542406466945492985056313, 111293940917712892846657096454329126309395473226, 1581675451686091667790130229472641957953101, 9176974101846838090597738671247953753, 116898466956003745230424616159085, 526497027684953963247502218, 4379562627098946813657, 12014101641542157, 95591033988, 221583, 1], 1]], 'hecke_orbit_code': 4504699273216117, 'p': 29}
  • id: 335285
    {'charpoly_factorization': [[[2065466438332045801735398236585308073715604559863563427768332000000000000, 0, 944140978228223280254461397733207322204038311160278372544000000, 0, 165988266926470389015101605560155020561411182322560000, 0, 14456687134088396167781434049214155135404800, 0, 674397693463186041156635822756928, 0, 16888136634241046316432, 0, 210072928836, 0, 1], 1]], 'hecke_orbit_code': 4504699273216117, 'p': 31}
  • id: 335286
    {'charpoly_factorization': [[[2589338998246373480780019480339826711215154414797501088435359557764216875, -26548814093585383368867306950210992608174086785151004909521562182325, -996721942979346028162976001009542677940874714409142776699447986, 11149842222483507469235823687632180860461981796617737584821, 422205975047008136248077249265338594634164874042772457, 1710215659816965966306749534508474635039941414626, -16411347080541877511098683267246359012445777, -94978826160151470281040482667595297575, 584538801039881768862909218161125, 4178497870211359462675160850, -2338149040211195825013, -55476262435288347, 8411267802, 565347, 1], 1]], 'hecke_orbit_code': 4504699273216117, 'p': 37}
  • id: 335287
    {'charpoly_factorization': [[[151996617083441587805492581331284569061578137644538895630085479322548394824483, -5099155205110958044602284048212945276035168157982630340903847323800429055, 70194251397342457238785229840392438484534239655913256154227936180374, -441905436242074963524320794786121727191521431367582123195501665, 898870883495562284460761379144415212993839628693442663017, 3089084464635608243056914999292514783101936178331222, -11801068510319496820728978532440257063431711305, -17315347855230553468319688487068167955957, 86462595705962633265240020450092965, 93109414443218032248703100934, -324353692575551392140653, -438152984031588273, 726291783394, 1716057, 1], 1]], 'hecke_orbit_code': 4504699273216117, 'p': 41}
  • id: 335288
    {'charpoly_factorization': [[[669292934852295267561706876110579023756666629019916122421514788023209984000000, 1206771043436640647782258319857338085431579515893807040106750994042880000, 58900845490364961891008112298367792831798244927225586746200058265600, -68115792311220196172069258057021411350406918104245906692026880, 4300086822624463101753236654142466347715702584761649219584, 37625732542268431615476747984790092224631082857160, 43661296961264091676877304110708973151170869745, 74200073724219384558442369005145803745356, 382440861648272764721615688608315874, 459839742062929470564601095208, 981743369532793361834891, 742858210062385888, 1428578385010, 882692, 1], 1]], 'hecke_orbit_code': 4504699273216117, 'p': 43}
  • id: 335289
    {'charpoly_factorization': [[[1266969076346238425287340188415265460532593951001681529346892205676333325119438848, 0, 32436238231450578973528801983840277172406513940407191141923325933432832, 0, 320014591985786778995476960196773906205736961918797984132096, 0, 1554833036170387283400992548935204883464320674560, 0, 3981739945689431285083309880587265088, 0, 5434140176072740411548304, 0, 3720079700740, 0, 1], 1]], 'hecke_orbit_code': 4504699273216117, 'p': 47}
  • id: 335290
    {'charpoly_factorization': [[[325458088147605182670835467368300960936976, -526896251119962345945317851586834928, -5634454438480816474021040576760, 6466935307982189218802064, 4443708570650784729, -5028720500997, -895605, 1], 2]], 'hecke_orbit_code': 4504699273216117, 'p': 53}
  • id: 335291
    {'charpoly_factorization': [[[154292799683467942562433458106916633917039792224737436694966193528580674239466057728, 784189159591184458940031400383538610238280614951656157354700427119039855070208, 562797333678092004255468108779059452114329024096421835145599158811671552, -3891869139547533582246036905814354636329743460167569309272963313984, -3328963874105007813959139217570937444246544833974103038716096, 15945321794423231757682212018721328100882413591750286252, 25960378348354439234514630447135590892922163307825, -9104405844024206234176622638073916363476004, -30333672119228104174430410465024730982, 4986113005613516444296350915756, 29101353735104858116849747, 6978056137583522160, -5397420877622, -1189032, 1], 1]], 'hecke_orbit_code': 4504699273216117, 'p': 59}
  • id: 335292
    {'charpoly_factorization': [[[230005101632839206218931607782291444693497555514708271653187985879444633364853515625, -3596671898479287648028716423662363167067679163095486892248866514137257277578125, 56501398636314190520872187563451809898175331232838751044727344402507327500, -17453176858035749935579700047855377210273624600163390129406006905175, 177405551453064481557037805828378809661282580839693118692045721, -293062593848909534580448328963180745592639743052172981662, 500442515754617313381601717391894886801016083874005, -449132025924285670778295713315854993806223659, 355763720011431371669852267732061720957, -183238112088682792400203873300414, 95096252646430401995284977, -35282108668165172087, 15463109638988, -3858525, 1], 1]], 'hecke_orbit_code': 4504699273216117, 'p': 61}
  • id: 335293
    {'charpoly_factorization': [[[2971454650381133701276425494936276477290088831667301381207480289302033880667289176120000, -13535886799699631648727608027439777832334946825912354587282494841590853115790332000, 17548263374990309844330640809854880665596509689289178609762813438597695828000, 13689187405116499713618888730239566631048575847437695157138283360040440, -12435578330778414261774208607413833660181354400672561918414533032, -7713749448696657108790177370576667805233295398380960064870, 6090156462373191442162076614257329075377492710813369, 3407471359394917496002431595107016715505887040, -1049065193980400341746086269620299364798, -668837158763444502283217331213930, 162124829188912012554351459, 84484061681177446740, -10790927019078, -4674330, 1], 1]], 'hecke_orbit_code': 4504699273216117, 'p': 67}
  • id: 335294
    {'charpoly_factorization': [[[6533491116585631589214626520684234650297370621932772025635843313711545140772532646520000, 46142159224127847596934543893105860679518283049954736767670711735663123893675756000, 129118290669946794296524139808854309356686450757593540220450307493539265866400, 144732837352685685754128161978346232767367256349537157182291671108355240, 1918976632291744743449521290145378693108799171478040541624481912, -100461170667547743554434994063180362829099221427638361588418, 4345842772735187908112346681379933636712516192947113, 34296347600875754191620237760043706114196632984, -5748978366650473826576799090305156603790, -9022304708604736374875595517008606, 5894210272376555274458653459, -1714382483802957745140, 279755132958682, -25203126, 1], 1]], 'hecke_orbit_code': 4504699273216117, 'p': 71}
  • id: 335295
    {'charpoly_factorization': [[[1336973466550491817663198729332148018629268183466746902061161188835030999868848000000000000, 0, 6007988892419657781921125040182173154130865526256168530375111739483992064000000, 0, 3509651795015408035854395680704955579182297159774028891190685120000, 0, 796257817192960823049640495792733256099703503322478400, 0, 85319075998038052469866387994104910760747, 0, 4462063280696367783154876347, 0, 109210493185305, 0, 1], 1]], 'hecke_orbit_code': 4504699273216117, 'p': 73}
  • id: 335296
    {'charpoly_factorization': [[[-609226451242809075250769380252074988748800, -539536382685239240064987599270445895680, -772522642615669611182390811360256, -251375990188354334565920000, 98916053051219312960, 76013297345680, 15344220, 1], 2]], 'hecke_orbit_code': 4504699273216117, 'p': 79}
  • id: 335297
    {'charpoly_factorization': [[[202763851060825965471709882022540882312015027137000529045043163994659439718888897352040448, 0, 529871308081023817478773561573005094936440911191158222275818052255595919048704, 0, 426771607281516115965023190121737884238805883325739389045482078208, 0, 152601462012737923913813984000440170985266034901541120, 0, 26190851633509077453768541112456237971200, 0, 2086359527416501203817961056, 0, 75373560989488, 0, 1], 1]], 'hecke_orbit_code': 4504699273216117, 'p': 83}
  • id: 335298
    {'charpoly_factorization': [[[350994541496629706728053833215635185274725213073726999538752076544588984818815462157037568, -1998381539377748413590309709933137012893105703959721690724397964076395607436915241984, 4389574386261182638832767607150920201929157691826645170019785021982669260046336, -3398955134879675885555342610017299255004180056198126323601847366663785536, 154219407868273212837710630676527743398771897340696976523819453696, 940847937717270613634489146842443796963290033116180751254188, -71953282667802897898008461505660726027683829884958399, -162483806459278963633397571375548552814137273028, 6212233271446513386039433758189101255634, 20056940922805040972907984385389804, 3604981153291246148115044875, -139863643222082828880, -64372622445518, 2123160, 1], 1]], 'hecke_orbit_code': 4504699273216117, 'p': 89}
  • id: 335299
    {'charpoly_factorization': [[[28235520329834590733964680827646918785345577045718296427811597986628495990390510065444523388928, 17950736380961244613853585850710024961390561025084065444752457363556652992686513338428416, -3815484243054243998723706771133975601674756446003913020903576171851238168414302208, -4844127143513652860544739808716340931074379619127858175862225796632830057024, 1002408225525640489702498921059531424579216716041049020421573793715712, 1034710119014740885611645967636593774696287652012596857297763532, 144367495480068392305155839435164054998964382665133312289, -25015685146148215913851547161465349622892547366316, -4752718831571102798397127837640486931785742, 727453583390269883672375656605993468, 269598413483281675309384627371, 32395391482609061415936, 2039192003432370, 68556288, 1], 1]], 'hecke_orbit_code': 4504699273216117, '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': 17, 'hecke_orbit': 2, 'label': '117.8.q.b', 'level': 117, 'portrait': 'data:image/png;base64,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', 'weight': 8}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 24505849
    {'hecke_orbit_code': 4504699273216117, 'n': 1, 'trace_an': 14}
  • id: 24505850
    {'hecke_orbit_code': 4504699273216117, 'n': 2, 'trace_an': 3}
  • id: 24505851
    {'hecke_orbit_code': 4504699273216117, 'n': 3, 'trace_an': 0}
  • id: 24505852
    {'hecke_orbit_code': 4504699273216117, 'n': 4, 'trace_an': 383}
  • id: 24505853
    {'hecke_orbit_code': 4504699273216117, 'n': 5, 'trace_an': 0}
  • id: 24505854
    {'hecke_orbit_code': 4504699273216117, 'n': 6, 'trace_an': 0}
  • id: 24505855
    {'hecke_orbit_code': 4504699273216117, 'n': 7, 'trace_an': -2772}
  • id: 24505856
    {'hecke_orbit_code': 4504699273216117, 'n': 8, 'trace_an': 0}
  • id: 24505857
    {'hecke_orbit_code': 4504699273216117, 'n': 9, 'trace_an': 0}
  • id: 24505858
    {'hecke_orbit_code': 4504699273216117, 'n': 10, 'trace_an': -509}
  • id: 24505859
    {'hecke_orbit_code': 4504699273216117, 'n': 11, 'trace_an': -6516}
  • id: 24505860
    {'hecke_orbit_code': 4504699273216117, 'n': 12, 'trace_an': 0}
  • id: 24505861
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