Newform data - 112.8.a.g

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• 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': 7168, 'analytic_conductor': 34.98712285422164, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [7, 1]], 'atkin_lehner_string': '-+', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': False, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [112, 1, [15, 85, 17], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 2, 'field_disc': 1969, 'field_disc_factorization': [[11, 1], [179, 1]], 'field_poly': [-492, -1, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': -1, 'has_non_self_twist': 0, 'hecke_cutters': [[3, [-744, 70, 1]]], 'hecke_orbit': 7, 'hecke_orbit_code': 27021597898440816, 'hecke_ring_generator_nbound': 3, 'hecke_ring_index': 2, 'hecke_ring_index_factorization': [[2, 1]], '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': False, 'label': '112.8.a.g', 'level': 112, '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, 7], 'level_radical': 14, 'minimal_twist': '14.8.a.c', 'nf_label': '2.2.1969.1', 'prim_orbit_index': 1, 'qexp_display': 'q+(-35-\\beta )q^{3}+(63-9\\beta )q^{5}-7^{3}q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '7.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '112.8.a', 'trace_display': [0, -70, 126, -686], 'trace_hash': 644502559111967816, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.953', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.996', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.701', 'prec': 17}, {'__RealLiteral__': 0, 'data': '72.271', 'prec': 20}], 'trace_zratio': 0, 'traces': [2, 0, -70, 0, 126, 0, -686, 0, 2014, 0, 3420, 0, -6398, 0, 31032, 0, -38472, 0, 43358, 0, 24010, 0, -89928, 0, 170666, 0, -193060, 0, 159576, 0, 143612, 0, -615888, 0, -43218, 0, -271832, 0, -520352, 0, 64848, 0, -1527964, 0, -2354058, 0, -485436, 0, 235298, 0, 1700940, 0, -145716, 0, -4250232, 0, -560596, 0, 4183662, 0, -280658, 0, -690802, 0, -7101612, 0, -5671648, 0, 2155104, 0, 619272, 0, 3939628, 0, -1507618, 0, -1173060, 0, -4656616, 0, 7353742, 0, -1235850, 0, 766044, 0, -15012732, 0, -17241420, 0, 2194514, 0, -7365592, 0, 11343960, 0, -740936, 0, 38177100, 0, 14940702, 0, 10583972, 0, -10643976, 0, -5197128, 0, -1631984, 0, -27699980, 0, -10984200, 0, -14596848, 0, 45656954, 0, 13195896, 0, 29393546, 0, 22043532, 0, 41099436, 0, 42383120, 0, 51990176, 0, -18865602, 0, -14871794, 0, 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-216244825104, 0, 1746457690320, 0, -1450153948672, 0, -3530890365156, 0], 'weight': 8, 'weight_parity': 1}
• mf_hecke_nf •

  Column	Type
  an	jsonb
  ap	jsonb
  char_orbit_index	smallint
  field_poly	numeric[]
  hecke_orbit_code	bigint
  hecke_ring_character_values	jsonb
  hecke_ring_cyclotomic_generator	integer
  hecke_ring_denominators	numeric[]
  hecke_ring_inverse_denominators	numeric[]
  hecke_ring_inverse_numerators	numeric[]
  hecke_ring_numerators	numeric[]
  hecke_ring_power_basis	boolean
  hecke_ring_rank	integer
  label	text
  level	integer
  maxp	integer
  weight	smallint

  
  {'an': [[1, 0], [0, 0], [-35, -1], [0, 0], [63, -9], [0, 0], [-343, 0], [0, 0], [1007, 70], [0, 0], [1710, 126], [0, 0], [-3199, 189], [0, 0], [15516, 252], [0, 0], [-19236, -90], [0, 0], [21679, -243], [0, 0], [12005, 343], [0, 0], [-44964, 252], [0, 0], [85333, -1134], [0, 0], [-96530, -1270], [0, 0], [79788, 2394], [0, 0], [71806, 594], [0, 0], [-307944, -6120], [0, 0], [-21609, 3087], [0, 0], [-135916, 9450], [0, 0], [-260176, -3416], [0, 0], [32424, -6174], [0, 0], [-763982, 378], [0, 0], [-1177029, -4653], [0, 0], [-242718, -17442], [0, 0], [117649, 0], [0, 0], [850470, 22386], [0, 0], [-72858, 6552], [0, 0], [-2125116, -7452], [0, 0], [-280298, -13174], [0, 0], [2091831, -1107], [0, 0], [-140329, -23193], [0, 0], [-345401, -24010], [0, 0], [-3550806, 40698], [0, 0], [-2835824, 34020], [0, 0], [1077552, 36144], [0, 0], [309636, 21924], [0, 0], [1969814, 14148], [0, 0], [-753809, -45643], [0, 0], [-586530, -43218], [0, 0], [-2328308, 106596], [0, 0], [3676871, -12110], [0, 0], 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[70918786692, 25879745052], [290336091374, -31997217132], [112553697396, 8895540078], [189086333156, -26224276554], [1048060681101, -2795240223], [266339736168, -24120954270], [-418869991640, 17302308912], [412843975290, 30863421288], [1090907677237, 16328514951], [-235408631136, 23075262216], [-464174080676, 7550529588], [-701467599721, 22746712815], [-996940568648, 5682508020], [-2526063414, -3314308410], [-361009836640, -5982664590], [382746206535, 10029612591], [-283413497820, 12233382840], [-721431946655, 23303183787], [-255159489336, 26095931568], [-1432600870738, 7187010012], [-499344545882, -1331020566], [-248679379536, -9348536358], [250004403220, -34093614744], [-116732160708, -23135457870], [-1045718441761, 5147119647], [346675299834, -22019897592], [37814243800, -40266539208], [1647648477972, -5850467226], [-1226787141531, 1712193057], [605861069506, -24767328906], [1694827649870, 4796999928], [-840665406264, 18056947482], [-593511576287, -30044652597], [-752966065635, -4653580545], [599175882998, 30690049500], [375351478512, 1445306814], [1477392394518, -19077708762], [-862468010792, 23925218940], [1698982211642, -4181145696], [-1186212231015, 13919209029], [180891547764, 9142605612], [203701331386, -586752930], [69386805684, -10723604850], [-398437140276, -35927859924], [-21326527224, -2886272802], [1318383676379, 26582050395], [-91280168184, 20677041000], [-2470185083499, -2179537857], [-290488958872, -28646138430], [-775600426293, -19562124861], [1102475464878, 32705962758], [-472616092926, -10669456728], [522302436565, -22239230049], [-1765445182578, -22902392934]], 'char_orbit_index': 1, 'field_poly': [-492, -1, 1], 'hecke_orbit_code': 27021597898440816, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1], 'hecke_ring_inverse_denominators': [1, 2], 'hecke_ring_inverse_numerators': [[1, 0], [1, 1]], 'hecke_ring_numerators': [[1, 0], [-1, 2]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 2, 'label': '112.8.a.g', 'level': 112, 'maxp': 2999, '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

  
  {'ALdims': [5, 5, 5, 6], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [3, 3, 3, 3], 'ALdims_old': [23, 20, 22, 20], 'Nk2': 7168, 'analytic_conductor': 34.98712285422164, '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': [112, 1, [15, 85, 17], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 106, 'dim': 21, 'eis_dim': 12, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 134217840, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 3, 3], 'label': '112.8.a', 'level': 112, '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, 7], 'level_radical': 14, 'mf_dim': 118, 'mf_new_dim': 21, 'num_forms': 12, 'plus_dim': 11, 'prim_orbit_index': 1, 'relative_dim': 21, 'sturm_bound': 128, 'trace_bound': 3, 'trace_display': [0, 0, -278, 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-7127647016, 0, 137170109440, 0, 248280013392, 0, 36123096770, 0, 120201505680, 0, -66211533102, 0, -245690280432, 0, 15832841584, 0, -126404325572, 0, 52060675524, 0, 63296527616, 0, -21662073230, 0, -94588841984, 0, -93911462400, 0, 53740343398, 0, -75668187051, 0, -193052938868, 0, -82797603100, 0, -158437450424, 0, -5529558256, 0, 153156941744, 0, 5018295800, 0, 193787712808, 0, 61686718154, 0, -2394454136, 0, -120274305170, 0, 149446221744, 0, 70032741548, 0, -99298439632, 0, 102991518400, 0, 209670167504, 0, -6520756480, 0, 118497565616, 0, 54680221242, 0, -350770842656, 0], 'weight': 8, 'weight_parity': 1}
• mf_twists_nf •

  Column	Type
  conductor	integer
  degree	integer
  multiplicity	smallint
  order	integer
  parity	smallint
  self_twist_disc	integer
  source_char_orbit	smallint
  source_dim	integer
  source_hecke_orbit	integer
  source_is_minimal	boolean
  source_label	text
  source_level	integer
  target_char_orbit	smallint
  target_dim	integer
  target_hecke_orbit	integer
  target_is_minimal	boolean
  target_label	text
  target_level	integer
  twist_class_label	text
  twist_class_level	integer
  twisting_char_label	text
  twisting_char_orbit	smallint
  weight	smallint

  
  
  • id: 98423
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '112.8.a.g', 'source_level': 112, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': True, 'target_label': '14.8.a.c', 'target_level': 14, 'twist_class_label': '14.8.a.c', 'twist_class_level': 14, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 8}
  • id: 98424
    {'conductor': 28, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '112.8.a.g', 'source_level': 112, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '98.8.a.g', 'target_level': 98, 'twist_class_label': '14.8.a.c', 'twist_class_level': 14, 'twisting_char_label': '28.d', 'twisting_char_orbit': 4, 'weight': 8}
  • id: 98425
    {'conductor': 28, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '112.8.a.g', 'source_level': 112, 'target_char_orbit': 3, 'target_dim': 4, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '98.8.c.g', 'target_level': 98, 'twist_class_label': '14.8.a.c', 'twist_class_level': 14, 'twisting_char_label': '28.g', 'twisting_char_orbit': 7, 'weight': 8}
  • id: 98426
    {'conductor': 28, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '112.8.a.g', 'source_level': 112, 'target_char_orbit': 3, 'target_dim': 4, 'target_hecke_orbit': 11, 'target_is_minimal': False, 'target_label': '98.8.c.k', 'target_level': 98, 'twist_class_label': '14.8.a.c', 'twist_class_level': 14, 'twisting_char_label': '28.f', 'twisting_char_orbit': 6, 'weight': 8}
  • id: 98427
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '112.8.a.g', 'source_level': 112, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '112.8.a.g', 'target_level': 112, 'twist_class_label': '14.8.a.c', 'twist_class_level': 14, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 8}
  • id: 98428
    {'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '112.8.a.g', 'source_level': 112, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 9, 'target_is_minimal': False, 'target_label': '126.8.a.i', 'target_level': 126, 'twist_class_label': '14.8.a.c', 'twist_class_level': 14, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 8}
  • id: 98429
    {'conductor': 20, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '112.8.a.g', 'source_level': 112, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 10, 'target_is_minimal': False, 'target_label': '350.8.a.j', 'target_level': 350, 'twist_class_label': '14.8.a.c', 'twist_class_level': 14, 'twisting_char_label': '20.d', 'twisting_char_orbit': 4, 'weight': 8}
  • id: 98430
    {'conductor': 20, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '112.8.a.g', 'source_level': 112, 'target_char_orbit': 3, 'target_dim': 4, 'target_hecke_orbit': 11, 'target_is_minimal': False, 'target_label': '350.8.c.k', 'target_level': 350, 'twist_class_label': '14.8.a.c', 'twist_class_level': 14, 'twisting_char_label': '20.e', 'twisting_char_orbit': 5, 'weight': 8}
  • id: 98431
    {'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '112.8.a.g', 'source_level': 112, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 12, 'target_is_minimal': False, 'target_label': '448.8.a.l', 'target_level': 448, 'twist_class_label': '14.8.a.c', 'twist_class_level': 14, 'twisting_char_label': '8.d', 'twisting_char_orbit': 4, 'weight': 8}
  • id: 98432
    {'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '112.8.a.g', 'source_level': 112, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 19, 'target_is_minimal': False, 'target_label': '448.8.a.s', 'target_level': 448, 'twist_class_label': '14.8.a.c', 'twist_class_level': 14, 'twisting_char_label': '8.b', 'twisting_char_orbit': 2, 'weight': 8}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 322925
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 27021597898440816, 'p': 2}
  • id: 322926
    {'charpoly_factorization': [[[-744, 70, 1], 1]], 'hecke_orbit_code': 27021597898440816, 'p': 3}
  • id: 322927
    {'charpoly_factorization': [[[-155520, -126, 1], 1]], 'hecke_orbit_code': 27021597898440816, 'p': 5}
  • id: 322928
    {'charpoly_factorization': [[[343, 1], 2]], 'hecke_orbit_code': 27021597898440816, 'p': 7}
  • id: 322929
    {'charpoly_factorization': [[[-28335744, -3420, 1], 1]], 'hecke_orbit_code': 27021597898440816, 'p': 11}
  • id: 322930
    {'charpoly_factorization': [[[-60101048, 6398, 1], 1]], 'hecke_orbit_code': 27021597898440816, 'p': 13}
  • id: 322931
    {'charpoly_factorization': [[[354074796, 38472, 1], 1]], 'hecke_orbit_code': 27021597898440816, 'p': 17}
  • id: 322932
    {'charpoly_factorization': [[[353711560, -43358, 1], 1]], 'hecke_orbit_code': 27021597898440816, 'p': 19}
  • id: 322933
    {'charpoly_factorization': [[[1896721920, 89928, 1], 1]], 'hecke_orbit_code': 27021597898440816, 'p': 23}
  • id: 322934
    {'charpoly_factorization': [[[-4918678740, -159576, 1], 1]], 'hecke_orbit_code': 27021597898440816, 'p': 29}
  • id: 322935
    {'charpoly_factorization': [[[4461367552, -143612, 1], 1]], 'hecke_orbit_code': 27021597898440816, 'p': 31}
  • id: 322936
    {'charpoly_factorization': [[[-157363463444, 271832, 1], 1]], 'hecke_orbit_code': 27021597898440816, 'p': 37}
  • id: 322937
    {'charpoly_factorization': [[[-74003569668, -64848, 1], 1]], 'hecke_orbit_code': 27021597898440816, 'p': 41}
  • id: 322938
    {'charpoly_factorization': [[[583387157728, 1527964, 1], 1]], 'hecke_orbit_code': 27021597898440816, 'p': 43}
  • id: 322939
    {'charpoly_factorization': [[[-540103776192, 485436, 1], 1]], 'hecke_orbit_code': 27021597898440816, 'p': 47}
  • id: 322940
    {'charpoly_factorization': [[[-79218330012, 145716, 1], 1]], 'hecke_orbit_code': 27021597898440816, 'p': 53}
  • id: 322941
    {'charpoly_factorization': [[[4373344023480, -4183662, 1], 1]], 'hecke_orbit_code': 27021597898440816, 'p': 59}
  • id: 322942
    {'charpoly_factorization': [[[-1039462897040, 280658, 1], 1]], 'hecke_orbit_code': 27021597898440816, 'p': 61}
  • id: 322943
    {'charpoly_factorization': [[[5763055131376, 5671648, 1], 1]], 'hecke_orbit_code': 27021597898440816, 'p': 67}
  • id: 322944
    {'charpoly_factorization': [[[-850548584448, -619272, 1], 1]], 'hecke_orbit_code': 27021597898440816, 'p': 71}
  • id: 322945
    {'charpoly_factorization': [[[3486040529620, -3939628, 1], 1]], 'hecke_orbit_code': 27021597898440816, 'p': 73}
  • id: 322946
    {'charpoly_factorization': [[[-16952152365440, 4656616, 1], 1]], 'hecke_orbit_code': 27021597898440816, 'p': 79}
  • id: 322947
    {'charpoly_factorization': [[[-35507978523864, 1235850, 1], 1]], 'hecke_orbit_code': 27021597898440816, 'p': 83}
  • id: 322948
    {'charpoly_factorization': [[[63487720577700, 17241420, 1], 1]], 'hecke_orbit_code': 27021597898440816, 'p': 89}
  • id: 322949
    {'charpoly_factorization': [[[-2847474625940, 740936, 1], 1]], 'hecke_orbit_code': 27021597898440816, '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': 7, 'label': '112.8.a.g', 'level': 112, '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: 46897927
    {'hecke_orbit_code': 27021597898440816, 'n': 1, 'trace_an': 2}
  • id: 46897928
    {'hecke_orbit_code': 27021597898440816, 'n': 2, 'trace_an': 0}
  • id: 46897929
    {'hecke_orbit_code': 27021597898440816, 'n': 3, 'trace_an': -70}
  • id: 46897930
    {'hecke_orbit_code': 27021597898440816, 'n': 4, 'trace_an': 0}
  • id: 46897931
    {'hecke_orbit_code': 27021597898440816, 'n': 5, 'trace_an': 126}
  • id: 46897932
    {'hecke_orbit_code': 27021597898440816, 'n': 6, 'trace_an': 0}
  • id: 46897933
    {'hecke_orbit_code': 27021597898440816, 'n': 7, 'trace_an': -686}
  • id: 46897934
    {'hecke_orbit_code': 27021597898440816, 'n': 8, 'trace_an': 0}
  • id: 46897935
    {'hecke_orbit_code': 27021597898440816, 'n': 9, 'trace_an': 2014}
  • id: 46897936
    {'hecke_orbit_code': 27021597898440816, 'n': 10, 'trace_an': 0}
  • id: 46897937
    {'hecke_orbit_code': 27021597898440816, 'n': 11, 'trace_an': 3420}
  • id: 46897938
    {'hecke_orbit_code': 27021597898440816, 'n': 12, 'trace_an': 0}
  • id: 46897939
    {'hecke_orbit_code': 27021597898440816, 'n': 13, 'trace_an': -6398}
  • id: 46897940
    {'hecke_orbit_code': 27021597898440816, 'n': 14, 'trace_an': 0}
  • id: 46897941
    {'hecke_orbit_code': 27021597898440816, 'n': 15, 'trace_an': 31032}
  • id: 46897942
    {'hecke_orbit_code': 27021597898440816, 'n': 16, 'trace_an': 0}
  • id: 46897943
    {'hecke_orbit_code': 27021597898440816, 'n': 17, 'trace_an': -38472}
  • id: 46897944
    {'hecke_orbit_code': 27021597898440816, 'n': 18, 'trace_an': 0}
  • id: 46897945
    {'hecke_orbit_code': 27021597898440816, 'n': 19, 'trace_an': 43358}
  • id: 46897946
    {'hecke_orbit_code': 27021597898440816, 'n': 20, 'trace_an': 0}
  • id: 46897947
    {'hecke_orbit_code': 27021597898440816, 'n': 21, 'trace_an': 24010}
  • id: 46897948
    {'hecke_orbit_code': 27021597898440816, 'n': 22, 'trace_an': 0}
  • id: 46897949
    {'hecke_orbit_code': 27021597898440816, 'n': 23, 'trace_an': -89928}
  • id: 46897950
    {'hecke_orbit_code': 27021597898440816, 'n': 24, 'trace_an': 0}
  • id: 46897951
    {'hecke_orbit_code': 27021597898440816, 'n': 25, 'trace_an': 170666}
  • id: 46897952
    {'hecke_orbit_code': 27021597898440816, 'n': 26, 'trace_an': 0}
  • id: 46897953
    {'hecke_orbit_code': 27021597898440816, 'n': 27, 'trace_an': -193060}
  • id: 46897954
    {'hecke_orbit_code': 27021597898440816, 'n': 28, 'trace_an': 0}
  • id: 46897955
    {'hecke_orbit_code': 27021597898440816, 'n': 29, 'trace_an': 159576}
  • id: 46897956
    {'hecke_orbit_code': 27021597898440816, 'n': 30, 'trace_an': 0}
  • id: 46897957
    {'hecke_orbit_code': 27021597898440816, 'n': 31, 'trace_an': 143612}
  • id: 46897958
    {'hecke_orbit_code': 27021597898440816, 'n': 32, 'trace_an': 0}
  • id: 46897959
    {'hecke_orbit_code': 27021597898440816, 'n': 33, 'trace_an': -615888}
  • id: 46897960
    {'hecke_orbit_code': 27021597898440816, 'n': 34, 'trace_an': 0}
  • id: 46897961
    {'hecke_orbit_code': 27021597898440816, 'n': 35, 'trace_an': -43218}
  • id: 46897962
    {'hecke_orbit_code': 27021597898440816, 'n': 36, 'trace_an': 0}
  • id: 46897963
    {'hecke_orbit_code': 27021597898440816, 'n': 37, 'trace_an': -271832}
  • id: 46897964
    {'hecke_orbit_code': 27021597898440816, 'n': 38, 'trace_an': 0}
  • id: 46897965
    {'hecke_orbit_code': 27021597898440816, 'n': 39, 'trace_an': -520352}
  • id: 46897966
    {'hecke_orbit_code': 27021597898440816, 'n': 40, 'trace_an': 0}
  • id: 46897967
    {'hecke_orbit_code': 27021597898440816, 'n': 41, 'trace_an': 64848}
  • id: 46897968
    {'hecke_orbit_code': 27021597898440816, 'n': 42, 'trace_an': 0}
  • id: 46897969
    {'hecke_orbit_code': 27021597898440816, 'n': 43, 'trace_an': -1527964}
  • id: 46897970
    {'hecke_orbit_code': 27021597898440816, 'n': 44, 'trace_an': 0}
  • id: 46897971
    {'hecke_orbit_code': 27021597898440816, 'n': 45, 'trace_an': -2354058}
  • id: 46897972
    {'hecke_orbit_code': 27021597898440816, 'n': 46, 'trace_an': 0}
  • id: 46897973
    {'hecke_orbit_code': 27021597898440816, 'n': 47, 'trace_an': -485436}
  • id: 46897974
    {'hecke_orbit_code': 27021597898440816, 'n': 48, 'trace_an': 0}
  • id: 46897975
    {'hecke_orbit_code': 27021597898440816, 'n': 49, 'trace_an': 235298}
  • id: 46897976
    {'hecke_orbit_code': 27021597898440816, 'n': 50, 'trace_an': 0}
  • id: 46897977
    {'hecke_orbit_code': 27021597898440816, 'n': 51, 'trace_an': 1700940}
  • id: 46897978
    {'hecke_orbit_code': 27021597898440816, 'n': 52, 'trace_an': 0}
  • id: 46897979
    {'hecke_orbit_code': 27021597898440816, 'n': 53, 'trace_an': -145716}
  • id: 46897980
    {'hecke_orbit_code': 27021597898440816, 'n': 54, 'trace_an': 0}
  • id: 46897981
    {'hecke_orbit_code': 27021597898440816, 'n': 55, 'trace_an': -4250232}
  • id: 46897982
    {'hecke_orbit_code': 27021597898440816, 'n': 56, 'trace_an': 0}
  • id: 46897983
    {'hecke_orbit_code': 27021597898440816, 'n': 57, 'trace_an': -560596}
  • id: 46897984
    {'hecke_orbit_code': 27021597898440816, 'n': 58, 'trace_an': 0}
  • id: 46897985
    {'hecke_orbit_code': 27021597898440816, 'n': 59, 'trace_an': 4183662}
  • id: 46897986
    {'hecke_orbit_code': 27021597898440816, 'n': 60, 'trace_an': 0}
  • id: 46897987
    {'hecke_orbit_code': 27021597898440816, 'n': 61, 'trace_an': -280658}
  • id: 46897988
    {'hecke_orbit_code': 27021597898440816, 'n': 62, 'trace_an': 0}
  • id: 46897989
    {'hecke_orbit_code': 27021597898440816, 'n': 63, 'trace_an': -690802}
  • id: 46897990
    {'hecke_orbit_code': 27021597898440816, 'n': 64, 'trace_an': 0}
  • id: 46897991
    {'hecke_orbit_code': 27021597898440816, 'n': 65, 'trace_an': -7101612}
  • id: 46897992
    {'hecke_orbit_code': 27021597898440816, 'n': 66, 'trace_an': 0}
  • id: 46897993
    {'hecke_orbit_code': 27021597898440816, 'n': 67, 'trace_an': -5671648}
  • id: 46897994
    {'hecke_orbit_code': 27021597898440816, 'n': 68, 'trace_an': 0}
  • id: 46897995
    {'hecke_orbit_code': 27021597898440816, 'n': 69, 'trace_an': 2155104}
  • id: 46897996
    {'hecke_orbit_code': 27021597898440816, 'n': 70, 'trace_an': 0}
  • id: 46897997
    {'hecke_orbit_code': 27021597898440816, 'n': 71, 'trace_an': 619272}
  • id: 46897998
    {'hecke_orbit_code': 27021597898440816, 'n': 72, 'trace_an': 0}
  • id: 46897999
    {'hecke_orbit_code': 27021597898440816, 'n': 73, 'trace_an': 3939628}
  • id: 46898000
    {'hecke_orbit_code': 27021597898440816, 'n': 74, 'trace_an': 0}
  • id: 46898001
    {'hecke_orbit_code': 27021597898440816, 'n': 75, 'trace_an': -1507618}
  • id: 46898002
    {'hecke_orbit_code': 27021597898440816, 'n': 76, 'trace_an': 0}
  • id: 46898003
    {'hecke_orbit_code': 27021597898440816, 'n': 77, 'trace_an': -1173060}
  • id: 46898004
    {'hecke_orbit_code': 27021597898440816, 'n': 78, 'trace_an': 0}
  • id: 46898005
    {'hecke_orbit_code': 27021597898440816, 'n': 79, 'trace_an': -4656616}
  • id: 46898006
    {'hecke_orbit_code': 27021597898440816, 'n': 80, 'trace_an': 0}
  • id: 46898007
    {'hecke_orbit_code': 27021597898440816, 'n': 81, 'trace_an': 7353742}
  • id: 46898008
    {'hecke_orbit_code': 27021597898440816, 'n': 82, 'trace_an': 0}
  • id: 46898009
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