Newform data - 98.8.c.b

Formats: - HTML - YAML - JSON - 2026-01-14T12:22:29.745954

• 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': 6272, 'analytic_conductor': 30.613732497443934, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 7, 'char_degree': 2, 'char_is_minimal': False, 'char_is_real': False, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 3, 'char_parity': 1, 'char_values': [98, 3, [3], [2]], 'cm_discs': [], 'conrey_index': 67, 'dim': 2, 'field_disc': -3, 'field_disc_factorization': [[-1, 1], [3, 1]], 'field_poly': [1, -1, 1], 'field_poly_is_cyclotomic': True, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 6, 'has_non_self_twist': 1, 'hecke_cutters': [[3, [4356, -66, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503737200541794, 'hecke_ring_generator_nbound': 9, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 7, 3, 1, 3, 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': '98.8.c.b', 'level': 98, '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.b', 'nf_label': '2.0.3.1', 'prim_orbit_index': 3, 'qexp_display': 'q-8\\zeta_{6}q^{2}+(66-66\\zeta_{6})q^{3}+(-2^{6}+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '7.2.3.c3', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '98.8.c', 'trace_display': [-8, 66, 400, 0], 'trace_hash': 953998148362718954, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.986', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '12.099', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '113.759', 'prec': 24}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 'traces': [2, -8, 66, -64, 400, -1056, 0, 1024, -2169, 3200, -40, 4224, -8904, 0, 52800, -4096, -36502, -17352, 46222, -51200, 0, 640, 105200, 33792, -81875, 35616, 2376, 0, -252668, -211200, 170964, -32768, 2640, 584032, 0, 277632, -20954, 369776, -293832, 204800, 636972, 0, 155488, -2560, 867600, 841600, -703716, -540672, 0, 1310000, 2409132, 284928, -1603278, -9504, -32000, 0, 6101304, 1010672, 1171894, -1689600, 2068872, -2735424, 0, 524288, -1780800, 21120, 994268, -2336128, 13886400, 0, 66560, -1110528, 2971454, -167632, 5403750, -5916416, 0, 4701312, 2376168, 1638400, 4822011, -2547888, -4244716, 0, -29201600, -621952, -8338044, -20480, -6920346, -13881600, 0, -13465600, -11283624, -5629728, -18488800, 2162688, 9905420, 0, 173520, -5240000, -3230000, 19273056, 1799092, -4558848, 0, 25652448, 15642876, -76032, 6318902, 128000, -2765928, 0, -20457524, 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• 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, -8], [66, -66], [-64, 64], [0, 400], [-528, 0], [0, 0], [512, 0], [0, -2169], [3200, -3200], [-40, 40], [0, 4224], [-4452, 0], [0, 0], [26400, 0], [0, -4096], [-36502, 36502], [-17352, 17352], [0, 46222], [-25600, 0], [0, 0], [320, 0], [0, 105200], [33792, -33792], [-81875, 81875], [0, 35616], [1188, 0], [0, 0], [-126334, 0], [0, -211200], [170964, -170964], [-32768, 32768], [0, 2640], [292016, 0], [0, 0], [138816, 0], [0, -20954], [369776, -369776], [-293832, 293832], [0, 204800], [318486, 0], [0, 0], [77744, 0], [0, -2560], [867600, -867600], [841600, -841600], [0, -703716], [-270336, 0], [0, 0], [655000, 0], [0, 2409132], [284928, -284928], [-1603278, 1603278], [0, -9504], [-16000, 0], [0, 0], [3050652, 0], [0, 1010672], [1171894, -1171894], [-1689600, 1689600], [0, 2068872], [-1367712, 0], [0, 0], [262144, 0], [0, -1780800], [21120, -21120], [994268, -994268], [0, -2336128], [6943200, 0], [0, 0], [33280, 0], [0, -1110528], [2971454, -2971454], [-167632, 167632], [0, 5403750], [-2958208, 0], [0, 0], [2350656, 0], [0, 2376168], [1638400, -1638400], [4822011, -4822011], [0, -2547888], [-2122358, 0], [0, 0], [-14600800, 0], [0, -621952], [-8338044, 8338044], [-20480, 20480], [0, -6920346], [-6940800, 0], [0, 0], [-6732800, 0], [0, -11283624], [-5629728, 5629728], [-18488800, 18488800], [0, 2162688], [4952710, 0], [0, 0], [86760, 0], [0, -5240000]], 'ap': [[0, -8], [66, -66], [0, 400], [0, 0], [-40, 40], [-4452, 0], [-36502, 36502], [0, 46222], [0, 105200], [-126334, 0], [170964, -170964], [0, -20954], [318486, 0], [77744, 0], [0, -703716], [-1603278, 1603278], [1171894, -1171894], [0, 2068872], [994268, -994268], [33280, 0], [2971454, -2971454], [0, 2376168], [-2122358, 0], [0, -6920346], [4952710, 0], [-3230000, 3230000], [0, 1799092], [0, 15642876], [6318902, -6318902], [-10228762, 0], [6007248, 0], [0, -20639618], [-4761986, 4761986], [-5057234, 0], [0, 27273642], [-6489208, 6489208], [63081028, -63081028], [0, -83227112], [30691556, 0], [0, 52733836], [-84273852, 84273852], [-103956300, 0], [0, 124775256], [-147588782, 147588782], [155811574, 0], [13319260, -13319260], [-204939964, 0], [-68485816, 0], [19362654, -19362654], [0, -308156764], [0, -35579722], [-230056104, 0], [-5034950, 5034950], [-103282578, 0], [0, 232282254], [-416748960, 416748960], [314678668, -314678668], [0, -192136944], [440393410, -440393410], [359234794, 0], [81146726, -81146726], [253416072, 0], [872705554, 0], [671611384, -671611384], [0, 192216410], [0, 133837218], [0, -425298128], [1077025518, 0], [723763728, -723763728], [-448132412, 0], [1499455086, -1499455086], [0, 256889896], [-650424296, 650424296], [0, 466127498], [285859576, 0], [0, 1650749612], [-1513041962, 1513041962], [0, 863794380], [0, -114041742], [1183278274, -1183278274], [227959494, 0], [-39070050, 0], [2586200136, -2586200136], [-1788926482, 0], [0, 458904888], [0, -1384588684], [-2736106798, 0], [0, -2430532870], [3948844172, 0], [2574529456, 0], [0, -298482218], [-2620001836, 2620001836], [4166618752, -4166618752], [2412999948, 0], [0, 1040918876], [-1172730720, 0], [0, 81381756], [2774584074, -2774584074], [0, -4992130226], [0, -1630951038], [2009498976, 0], [4479586498, -4479586498], [1507303010, -1507303010], [0, -2330877174], [2911013688, -2911013688], [8648050526, -8648050526], [-6335131754, 0], [0, 1701620838], [-3019770024, 3019770024], [-5927081734, 0], [0, 1456492416], [6716071014, -6716071014], [7020270742, 0], [-5143517194, 5143517194], [-4415735056, 0], [-694175662, 694175662], [9508087022, 0], [7732150044, -7732150044], [0, 5063212326], [8081130304, 0], [-6300892840, 6300892840], [-9626240902, 0], [0, 9454287564], [-248879244, 248879244], [0, 3464118526], [5563217018, 0], [0, -8236965866], [0, -5852120028], [15170608348, 0], [0, 15596918520], [6955729944, -6955729944], [-11780290968, 0], [0, 6962001960], [-20711388486, 0], [0, -16539242782], [-23365045634, 0], [-7092628232, 7092628232], [12302989254, -12302989254], [-3666498444, 0], [29660925226, -29660925226], [25127795602, 0], [0, -4577720206], [-1931326360, 1931326360], [15809448468, 0], [2465355896, -2465355896], [25186129948, 0], [10730560652, 0], [27933158466, -27933158466], [0, 19498261714], [0, 16355068552], [0, -26887351186], [10891847946, 0], [-39954189700, 0], [0, -13030553388], [-40401450948, 40401450948], [19891905168, 0], [0, 41099018216], [0, 19037392746], [39383049314, 0], [15918631144, -15918631144], [0, -3572371568], [4051007578, 0], [25579109264, 0], [0, -41032282794], [-48727686138, 48727686138], [6947617428, -6947617428], [18356454496, -18356454496], [-34495366616, 34495366616]], 'char_orbit_index': 3, 'field_poly': [1, -1, 1], 'hecke_orbit_code': 4503737200541794, 'hecke_ring_character_values': [[3, [0, -1]]], 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 2, 'label': '98.8.c.b', 'level': 98, 'maxp': 997, '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': 6272, 'analytic_conductor': 30.613732497443934, 'char_conductor': 7, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 3, 'char_parity': 1, 'char_values': [98, 3, [3], [2]], 'conrey_index': 67, 'cusp_dim': 180, 'dim': 48, 'eis_dim': 32, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 137573171298, 'hecke_orbit_dims': [2, 2, 2, 2, 2, 2, 4, 4, 4, 4, 4, 4, 4, 8], 'label': '98.8.c', 'level': 98, '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': 212, 'mf_new_dim': 48, 'num_forms': 14, 'prim_orbit_index': 3, 'relative_dim': 24, 'sturm_bound': 112, 'trace_bound': 9, 'trace_display': [0, 0, -252, 0], 'traces': [48, 0, 0, -1536, -252, 1792, 0, 0, -20496, -1792, 14164, 0, -24080, 0, -46688, -98304, -82740, 48352, -43456, 32256, 0, -49216, 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-226757035128, 76235021312, -27775721148, -116776705792, 36960, -20503461888, 0, 37193748608, 34674973716, -6693809920, 90248331752, 21947595264, 24984539664, 0, 333794957200, -153552804672, -124731213600, 40877901312, -4197629240, 33087013120, 0, -12238979072, -89181080076, -54676231680, -233414162656, -16002558208, -50451827160, 0, 171019890640, 25605246976, -76189418956, 180990654656, -70945111776, -17691770880, 0, -435452463488, -17711850992, 11228299264, -216495919824, -13591137280, 151988616864, 0, -1029045539328, -28943604480, 26099422440, 96204535808, -76528704728, 92532034560, 0, 99470352384, 148672420048, 13613347328, -98034633096, 3137863680, 83933795400, 0, 433212153600, 44866712320, 72061225460, -56908387200, 51588278616, -33402421248], '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: 85890
    {'conductor': 7, 'degree': 2, 'multiplicity': 1, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '98.8.c.b', 'source_level': 98, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '14.8.a.b', 'target_level': 14, 'twist_class_label': '14.8.a.b', 'twist_class_level': 14, 'twisting_char_label': '7.c', 'twisting_char_orbit': 3, 'weight': 8}
  • id: 85891
    {'conductor': 7, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '98.8.c.b', 'source_level': 98, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '98.8.a.c', 'target_level': 98, 'twist_class_label': '14.8.a.b', 'twist_class_level': 14, 'twisting_char_label': '7.d', 'twisting_char_orbit': 4, 'weight': 8}
  • id: 85892
    {'conductor': 7, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '98.8.c.b', 'source_level': 98, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '98.8.c.a', 'target_level': 98, 'twist_class_label': '14.8.a.b', 'twist_class_level': 14, 'twisting_char_label': '7.b', 'twisting_char_orbit': 2, 'weight': 8}
  • id: 85893
    {'conductor': 7, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '98.8.c.b', 'source_level': 98, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '98.8.c.a', 'target_level': 98, 'twist_class_label': '14.8.a.b', 'twist_class_level': 14, 'twisting_char_label': '7.d', 'twisting_char_orbit': 4, 'weight': 8}
  • id: 85894
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '98.8.c.b', 'source_level': 98, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '98.8.c.b', 'target_level': 98, 'twist_class_label': '14.8.a.b', 'twist_class_level': 14, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 8}
  • id: 85895
    {'conductor': 7, 'degree': 2, 'multiplicity': 1, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '98.8.c.b', 'source_level': 98, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '98.8.c.b', 'target_level': 98, 'twist_class_label': '14.8.a.b', 'twist_class_level': 14, 'twisting_char_label': '7.c', 'twisting_char_orbit': 3, 'weight': 8}
  • id: 85896
    {'conductor': 28, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '98.8.c.b', 'source_level': 98, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '112.8.a.d', 'target_level': 112, 'twist_class_label': '14.8.a.b', 'twist_class_level': 14, 'twisting_char_label': '28.g', 'twisting_char_orbit': 7, 'weight': 8}
  • id: 85897
    {'conductor': 21, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '98.8.c.b', 'source_level': 98, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '126.8.a.c', 'target_level': 126, 'twist_class_label': '14.8.a.b', 'twist_class_level': 14, 'twisting_char_label': '21.h', 'twisting_char_orbit': 8, 'weight': 8}
  • id: 85898
    {'conductor': 35, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '98.8.c.b', 'source_level': 98, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '350.8.a.d', 'target_level': 350, 'twist_class_label': '14.8.a.b', 'twist_class_level': 14, 'twisting_char_label': '35.j', 'twisting_char_orbit': 10, 'weight': 8}
  • id: 85899
    {'conductor': 35, 'degree': 4, 'multiplicity': 2, 'order': 12, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '98.8.c.b', 'source_level': 98, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '350.8.c.b', 'target_level': 350, 'twist_class_label': '14.8.a.b', 'twist_class_level': 14, 'twisting_char_label': '35.l', 'twisting_char_orbit': 12, 'weight': 8}
  • id: 85900
    {'conductor': 56, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '98.8.c.b', 'source_level': 98, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '448.8.a.b', 'target_level': 448, 'twist_class_label': '14.8.a.b', 'twist_class_level': 14, 'twisting_char_label': '56.k', 'twisting_char_orbit': 11, 'weight': 8}
  • id: 85901
    {'conductor': 56, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '98.8.c.b', 'source_level': 98, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 9, 'target_is_minimal': False, 'target_label': '448.8.a.i', 'target_level': 448, 'twist_class_label': '14.8.a.b', 'twist_class_level': 14, 'twisting_char_label': '56.p', 'twisting_char_orbit': 16, 'weight': 8}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 290025
    {'charpoly_factorization': [[[64, 8, 1], 1]], 'hecke_orbit_code': 4503737200541794, 'p': 2}
  • id: 290026
    {'charpoly_factorization': [[[4356, -66, 1], 1]], 'hecke_orbit_code': 4503737200541794, 'p': 3}
  • id: 290027
    {'charpoly_factorization': [[[160000, -400, 1], 1]], 'hecke_orbit_code': 4503737200541794, 'p': 5}
  • id: 290028
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 4503737200541794, 'p': 7}
  • id: 290029
    {'charpoly_factorization': [[[1600, 40, 1], 1]], 'hecke_orbit_code': 4503737200541794, 'p': 11}
  • id: 290030
    {'charpoly_factorization': [[[4452, 1], 2]], 'hecke_orbit_code': 4503737200541794, 'p': 13}
  • id: 290031
    {'charpoly_factorization': [[[1332396004, 36502, 1], 1]], 'hecke_orbit_code': 4503737200541794, 'p': 17}
  • id: 290032
    {'charpoly_factorization': [[[2136473284, -46222, 1], 1]], 'hecke_orbit_code': 4503737200541794, 'p': 19}
  • id: 290033
    {'charpoly_factorization': [[[11067040000, -105200, 1], 1]], 'hecke_orbit_code': 4503737200541794, 'p': 23}
  • id: 290034
    {'charpoly_factorization': [[[126334, 1], 2]], 'hecke_orbit_code': 4503737200541794, 'p': 29}
  • id: 290035
    {'charpoly_factorization': [[[29228689296, -170964, 1], 1]], 'hecke_orbit_code': 4503737200541794, 'p': 31}
  • id: 290036
    {'charpoly_factorization': [[[439070116, 20954, 1], 1]], 'hecke_orbit_code': 4503737200541794, 'p': 37}
  • id: 290037
    {'charpoly_factorization': [[[-318486, 1], 2]], 'hecke_orbit_code': 4503737200541794, 'p': 41}
  • id: 290038
    {'charpoly_factorization': [[[-77744, 1], 2]], 'hecke_orbit_code': 4503737200541794, 'p': 43}
  • id: 290039
    {'charpoly_factorization': [[[495216208656, 703716, 1], 1]], 'hecke_orbit_code': 4503737200541794, 'p': 47}
  • id: 290040
    {'charpoly_factorization': [[[2570500345284, 1603278, 1], 1]], 'hecke_orbit_code': 4503737200541794, 'p': 53}
  • id: 290041
    {'charpoly_factorization': [[[1373335547236, -1171894, 1], 1]], 'hecke_orbit_code': 4503737200541794, 'p': 59}
  • id: 290042
    {'charpoly_factorization': [[[4280231352384, -2068872, 1], 1]], 'hecke_orbit_code': 4503737200541794, 'p': 61}
  • id: 290043
    {'charpoly_factorization': [[[988568855824, -994268, 1], 1]], 'hecke_orbit_code': 4503737200541794, 'p': 67}
  • id: 290044
    {'charpoly_factorization': [[[-33280, 1], 2]], 'hecke_orbit_code': 4503737200541794, 'p': 71}
  • id: 290045
    {'charpoly_factorization': [[[8829538874116, -2971454, 1], 1]], 'hecke_orbit_code': 4503737200541794, 'p': 73}
  • id: 290046
    {'charpoly_factorization': [[[5646174364224, -2376168, 1], 1]], 'hecke_orbit_code': 4503737200541794, 'p': 79}
  • id: 290047
    {'charpoly_factorization': [[[2122358, 1], 2]], 'hecke_orbit_code': 4503737200541794, 'p': 83}
  • id: 290048
    {'charpoly_factorization': [[[47891188759716, 6920346, 1], 1]], 'hecke_orbit_code': 4503737200541794, 'p': 89}
  • id: 290049
    {'charpoly_factorization': [[[-4952710, 1], 2]], 'hecke_orbit_code': 4503737200541794, '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': 3, 'hecke_orbit': 2, 'label': '98.8.c.b', 'level': 98, '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: 21263821
    {'hecke_orbit_code': 4503737200541794, 'n': 1, 'trace_an': 2}
  • id: 21263822
    {'hecke_orbit_code': 4503737200541794, 'n': 2, 'trace_an': -8}
  • id: 21263823
    {'hecke_orbit_code': 4503737200541794, 'n': 3, 'trace_an': 66}
  • id: 21263824
    {'hecke_orbit_code': 4503737200541794, 'n': 4, 'trace_an': -64}
  • id: 21263825
    {'hecke_orbit_code': 4503737200541794, 'n': 5, 'trace_an': 400}
  • id: 21263826
    {'hecke_orbit_code': 4503737200541794, 'n': 6, 'trace_an': -1056}
  • id: 21263827
    {'hecke_orbit_code': 4503737200541794, 'n': 7, 'trace_an': 0}
  • id: 21263828
    {'hecke_orbit_code': 4503737200541794, 'n': 8, 'trace_an': 1024}
  • id: 21263829
    {'hecke_orbit_code': 4503737200541794, 'n': 9, 'trace_an': -2169}
  • id: 21263830
    {'hecke_orbit_code': 4503737200541794, 'n': 10, 'trace_an': 3200}
  • id: 21263831
    {'hecke_orbit_code': 4503737200541794, 'n': 11, 'trace_an': -40}
  • id: 21263832
    {'hecke_orbit_code': 4503737200541794, 'n': 12, 'trace_an': 4224}
  • id: 21263833
    {'hecke_orbit_code': 4503737200541794, 'n': 13, 'trace_an': -8904}
  • id: 21263834
    {'hecke_orbit_code': 4503737200541794, 'n': 14, 'trace_an': 0}
  • id: 21263835
    {'hecke_orbit_code': 4503737200541794, 'n': 15, 'trace_an': 52800}
  • id: 21263836
    {'hecke_orbit_code': 4503737200541794, 'n': 16, 'trace_an': -4096}
  • id: 21263837
    {'hecke_orbit_code': 4503737200541794, 'n': 17, 'trace_an': -36502}
  • id: 21263838
    {'hecke_orbit_code': 4503737200541794, 'n': 18, 'trace_an': -17352}
  • id: 21263839
    {'hecke_orbit_code': 4503737200541794, 'n': 19, 'trace_an': 46222}
  • id: 21263840
    {'hecke_orbit_code': 4503737200541794, 'n': 20, 'trace_an': -51200}
  • id: 21263841
    {'hecke_orbit_code': 4503737200541794, 'n': 21, 'trace_an': 0}
  • id: 21263842
    {'hecke_orbit_code': 4503737200541794, 'n': 22, 'trace_an': 640}
  • id: 21263843
    {'hecke_orbit_code': 4503737200541794, 'n': 23, 'trace_an': 105200}
  • id: 21263844
    {'hecke_orbit_code': 4503737200541794, 'n': 24, 'trace_an': 33792}
  • id: 21263845
    {'hecke_orbit_code': 4503737200541794, 'n': 25, 'trace_an': -81875}
  • id: 21263846
    {'hecke_orbit_code': 4503737200541794, 'n': 26, 'trace_an': 35616}
  • id: 21263847
    {'hecke_orbit_code': 4503737200541794, 'n': 27, 'trace_an': 2376}
  • id: 21263848
    {'hecke_orbit_code': 4503737200541794, 'n': 28, 'trace_an': 0}
  • id: 21263849
    {'hecke_orbit_code': 4503737200541794, 'n': 29, 'trace_an': -252668}
  • id: 21263850
    {'hecke_orbit_code': 4503737200541794, 'n': 30, 'trace_an': -211200}
  • id: 21263851
    {'hecke_orbit_code': 4503737200541794, 'n': 31, 'trace_an': 170964}
  • id: 21263852
    {'hecke_orbit_code': 4503737200541794, 'n': 32, 'trace_an': -32768}
  • id: 21263853
    {'hecke_orbit_code': 4503737200541794, 'n': 33, 'trace_an': 2640}
  • id: 21263854
    {'hecke_orbit_code': 4503737200541794, 'n': 34, 'trace_an': 584032}
  • id: 21263855
    {'hecke_orbit_code': 4503737200541794, 'n': 35, 'trace_an': 0}
  • id: 21263856
    {'hecke_orbit_code': 4503737200541794, 'n': 36, 'trace_an': 277632}
  • id: 21263857
    {'hecke_orbit_code': 4503737200541794, 'n': 37, 'trace_an': -20954}
  • id: 21263858
    {'hecke_orbit_code': 4503737200541794, 'n': 38, 'trace_an': 369776}
  • id: 21263859
    {'hecke_orbit_code': 4503737200541794, 'n': 39, 'trace_an': -293832}
  • id: 21263860
    {'hecke_orbit_code': 4503737200541794, 'n': 40, 'trace_an': 204800}
  • id: 21263861
    {'hecke_orbit_code': 4503737200541794, 'n': 41, 'trace_an': 636972}
  • id: 21263862
    {'hecke_orbit_code': 4503737200541794, 'n': 42, 'trace_an': 0}
  • id: 21263863
    {'hecke_orbit_code': 4503737200541794, 'n': 43, 'trace_an': 155488}
  • id: 21263864
    {'hecke_orbit_code': 4503737200541794, 'n': 44, 'trace_an': -2560}
  • id: 21263865
    {'hecke_orbit_code': 4503737200541794, 'n': 45, 'trace_an': 867600}
  • id: 21263866
    {'hecke_orbit_code': 4503737200541794, 'n': 46, 'trace_an': 841600}
  • id: 21263867
    {'hecke_orbit_code': 4503737200541794, 'n': 47, 'trace_an': -703716}
  • id: 21263868
    {'hecke_orbit_code': 4503737200541794, 'n': 48, 'trace_an': -540672}
  • id: 21263869
    {'hecke_orbit_code': 4503737200541794, 'n': 49, 'trace_an': 0}
  • id: 21263870
    {'hecke_orbit_code': 4503737200541794, 'n': 50, 'trace_an': 1310000}
  • id: 21263871
    {'hecke_orbit_code': 4503737200541794, 'n': 51, 'trace_an': 2409132}
  • id: 21263872
    {'hecke_orbit_code': 4503737200541794, 'n': 52, 'trace_an': 284928}
  • id: 21263873
    {'hecke_orbit_code': 4503737200541794, 'n': 53, 'trace_an': -1603278}
  • id: 21263874
    {'hecke_orbit_code': 4503737200541794, 'n': 54, 'trace_an': -9504}
  • id: 21263875
    {'hecke_orbit_code': 4503737200541794, 'n': 55, 'trace_an': -32000}
  • id: 21263876
    {'hecke_orbit_code': 4503737200541794, 'n': 56, 'trace_an': 0}
  • id: 21263877
    {'hecke_orbit_code': 4503737200541794, 'n': 57, 'trace_an': 6101304}
  • id: 21263878
    {'hecke_orbit_code': 4503737200541794, 'n': 58, 'trace_an': 1010672}
  • id: 21263879
    {'hecke_orbit_code': 4503737200541794, 'n': 59, 'trace_an': 1171894}
  • id: 21263880
    {'hecke_orbit_code': 4503737200541794, 'n': 60, 'trace_an': -1689600}
  • id: 21263881
    {'hecke_orbit_code': 4503737200541794, 'n': 61, 'trace_an': 2068872}
  • id: 21263882
    {'hecke_orbit_code': 4503737200541794, 'n': 62, 'trace_an': -2735424}
  • id: 21263883
    {'hecke_orbit_code': 4503737200541794, 'n': 63, 'trace_an': 0}
  • id: 21263884
    {'hecke_orbit_code': 4503737200541794, 'n': 64, 'trace_an': 524288}
  • id: 21263885
    {'hecke_orbit_code': 4503737200541794, 'n': 65, 'trace_an': -1780800}
  • id: 21263886
    {'hecke_orbit_code': 4503737200541794, 'n': 66, 'trace_an': 21120}
  • id: 21263887
    {'hecke_orbit_code': 4503737200541794, 'n': 67, 'trace_an': 994268}
  • id: 21263888
    {'hecke_orbit_code': 4503737200541794, 'n': 68, 'trace_an': -2336128}
  • id: 21263889
    {'hecke_orbit_code': 4503737200541794, 'n': 69, 'trace_an': 13886400}
  • id: 21263890
    {'hecke_orbit_code': 4503737200541794, 'n': 70, 'trace_an': 0}
  • id: 21263891
    {'hecke_orbit_code': 4503737200541794, 'n': 71, 'trace_an': 66560}
  • id: 21263892
    {'hecke_orbit_code': 4503737200541794, 'n': 72, 'trace_an': -1110528}
  • id: 21263893
    {'hecke_orbit_code': 4503737200541794, 'n': 73, 'trace_an': 2971454}
  • id: 21263894
    {'hecke_orbit_code': 4503737200541794, 'n': 74, 'trace_an': -167632}
  • id: 21263895
    {'hecke_orbit_code': 4503737200541794, 'n': 75, 'trace_an': 5403750}
  • id: 21263896
    {'hecke_orbit_code': 4503737200541794, 'n': 76, 'trace_an': -5916416}
  • id: 21263897
    {'hecke_orbit_code': 4503737200541794, 'n': 77, 'trace_an': 0}
  • id: 21263898
    {'hecke_orbit_code': 4503737200541794, 'n': 78, 'trace_an': 4701312}
  • id: 21263899
    {'hecke_orbit_code': 4503737200541794, 'n': 79, 'trace_an': 2376168}
  • id: 21263900
    {'hecke_orbit_code': 4503737200541794, 'n': 80, 'trace_an': 1638400}
  • id: 21263901
    {'hecke_orbit_code': 4503737200541794, 'n': 81, 'trace_an': 4822011}
  • id: 21263902
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