Embedded newform data - 17.10.b.a.16.6

Formats: - HTML - YAML - JSON - 2024-05-04T04:17:06.174325

• 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
  conrey_indexes	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_polredabs	boolean
  is_rm	boolean
  is_self_dual	boolean
  is_self_twist	boolean
  is_twist_minimal	boolean
  label	text
  level	integer
  level_is_prime	boolean
  level_is_prime_power	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': 1700, 'analytic_conductor': 8.755609214785844, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 17, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': 1, 'char_values': [17, 2, [3], [1]], 'cm_discs': [], 'conrey_index': 16, 'conrey_indexes': [16], 'dim': 12, 'field_disc': 47817246510572553233122426668594215454469778813367612273818549018127779772383232, 'field_disc_factorization': [[2, 14], [3, 4], [19, 1], [67, 1], [97, 2], [15121, 1], [38239, 2], [5859524375273, 2], [62949852760511, 2]], 'field_poly': [203949399568932198678528, 0, 1335826553351738886144, 0, 612743619071665152, 0, 87983684680032, 0, 5157152560, 0, 122690, 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': [], 'hecke_orbit': 1, 'hecke_orbit_code': 68887248913, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 1179648, 'hecke_ring_index_factorization': [[2, 17], [3, 2]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 17, 2, 1, 2, 0]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '17.10.b.a', 'level': 17, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [17], 'level_radical': 17, 'minimal_twist': '17.10.b.a', 'prim_orbit_index': 2, 'qexp_display': 'q+(2+\\beta _{2})q^{2}+\\beta _{1}q^{3}+(154+4\\beta _{2}+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 12, 'rm_discs': [], 'sato_tate_group': '9.2.3.c2', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '17.10.b', 'trace_display': [30, 0, 0, 0], 'trace_hash': 1444224159895566908, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.038', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.689', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.218', 'prec': 17}, {'__RealLiteral__': 0, 'data': '497.727', 'prec': 24}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '37199.159', 'prec': 30}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.513', 'prec': 17}, 'traces': [12, 30, 0, 1874, 0, 0, 0, 23550, -9184, 0, 0, 0, -63204, 0, -243480, 38978, -105960, 547706, 1110672, 0, -172580, 0, 0, 0, -4441796, 1336332, 0, 0, 0, -500496, 0, -1934850, -6557404, -15085546, 3519864, 30244102, 0, 28748136, 0, 0, 0, -11901296, 10004616, 0, 0, 0, -112552440, 0, 121354720, -164889018, -52506472, -59093180, 76804272, 0, 300732568, 0, 0, 0, 11618904, 101609232, 0, 0, 0, -260062974, 0, 18429632, -304208752, -444301206, -211308236, 460311456, 0, 493218954, 0, 0, 0, 416024248, 138357828, 0, 0, 0, -363335792, 0, -845042136, 958037984, -388949632, 127952904, 610860648, 0, -938223804, 0, 0, 0, 1635779524, -238629952, 0, 0, 0, -152046078, 0, -4960437622, 4915894380, -2076662608, -2275654432, -3143291652, 0, 8127540, 0, 0, 0, 12237720144, 1969447336, 0, 0, 0, -3521305784, 0, -4517104028, 12390004968, -1725523320, -10637648016, -1716369664, 0, -5427217600, 0, 0, 0, 15362470704, 7246433790, 0, 0, 0, -18213112208, 0, -17944180824, 19404662592, -16237499898, -14316954684, 12028805104, 0, 3152682432, 0, 0, 0, 38326059382, 20636408704, 0, 0, 0, -43162699896, 0, -22862387872, 52662169416, -36026506372, -47633630128, 26872214280, 0, 12777747472, 0, 0, 0, 42409898916, 63773240110, 0, 0, 0, -114436825896, 0, -35682970944, 73983329196, -74769190320, -69423169856, 63315875704, 0, -4643125968, 0, 0, 0, 109196229412, 81371383008, 0, 0, 0, -143817796792, 0, -27775001376, 181448122960, -68351489688, -162419316864, 48447779600, 0, -4179072120, 0, 0, 0, 187613064000, 156020119390, 0, 0, 0, -312081485754, 0, -115763672676, 207711200760, -141006207056, -232617968864, 42091330032, 0, -56515530812, 0, 0, 0, 326921309484, 209116680540, 0, 0, 0, -236685207404, 0, -200165742720, 571494366832, -138344052516, -312253807856, 83981249704, 0, -144428927552, 0, 0, 0, 271096568812, 386900151744, 0, 0, 0, -518985631196, 0, -223664105064, 533976104164, -206090720320, -303917606664, 116264415888, 0, -234303640470, 0, 0, 0, 526471983776, 173878496400, 0, 0, 0, -388220422368, 0, -322323238548, 735631622112, -298901677608, -538656696318, 113644682676, 0, -96260669288, 0, 0, 0, 601296953520, 446387308848, 0, 0, 0, -743143981000, 0, -389283613536, 628944538184, -389138339334, -377766858448, 256715602036, 0, 25688320064, 0, 0, 0, 546410233728, 484490514072, 0, 0, 0, -623045092128, 0, 7699528800, 618929823178, -284163206324, -645995037456, 252957143840, 0, 122602745160, 0, 0, 0, 355516443280, 342176420148, 0, 0, 0, -754379532240, 0, -198911616968, -241700519808, -451038317662, -520824602296, -114885045408, 0, 646003545888, 0, 0, 0, 611751559716, 282272128632, 0, 0, 0, -85182249704, 0, 24291093132, -78755490128, -52537413024, 493675047218, 781674195692, 0, 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• mf_hecke_cc •

  Column	Type
  an_normalized	double precision[]
  angles	double precision[]
  char_orbit_index	smallint
  conrey_index	integer
  dual_conrey_index	integer
  dual_embedding_index	integer
  dual_embedding_m	integer
  embedding_index	integer
  embedding_m	integer
  embedding_root_imag	double precision
  embedding_root_real	double precision
  hecke_orbit	integer
  hecke_orbit_code	bigint
  label	text
  level	integer
  weight	smallint

  
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-0.271448791135894, -0.15014326498670533, -0.40041982638032314, -0.48989579996094046, -0.36197081516253027, 0.18320142073736537, 0.07567840952971165, -0.3333847338724407, -0.09891171041400705, -0.35737187643800544, -0.17312948608623432, 0.13779667691799707, 0.0977131500938626, -0.2973765641304512, -0.2381746664846595, -0.2930993665368406, -0.40595904539069594, -0.4525879122577449, -0.4832991810215696, 0.08028320612836803], 'char_orbit_index': 2, 'conrey_index': 16, 'dual_conrey_index': 16, 'dual_embedding_index': 5, 'dual_embedding_m': 5, 'embedding_index': 6, 'embedding_m': 6, 'embedding_root_imag': 105.75884505051548, 'embedding_root_real': 0.0, 'hecke_orbit': 1, 'hecke_orbit_code': 68887248913, 'label': '17.10.b.a.16.6', 'level': 17, 'weight': 10}
• mf_newspaces •

  Column	Type
  AL_dims	jsonb
  ALdims	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_prime	boolean
  level_is_prime_power	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': 1700, 'analytic_conductor': 8.755609214785844, 'char_conductor': 17, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': 1, 'char_values': [17, 2, [3], [1]], 'conrey_index': 16, 'cusp_dim': 12, 'dim': 12, 'eis_dim': 2, 'eis_new_dim': 2, 'hecke_cutter_primes': [], 'hecke_orbit_code': 68887248913, 'hecke_orbit_dims': [12], 'label': '17.10.b', 'level': 17, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [17], 'level_radical': 17, 'mf_dim': 14, 'mf_new_dim': 14, 'num_forms': 1, 'prim_orbit_index': 2, 'relative_dim': 12, 'sturm_bound': 15, 'trace_bound': 0, 'trace_display': [30, 0, 0, 0], 'traces': [12, 30, 0, 1874, 0, 0, 0, 23550, -9184, 0, 0, 0, -63204, 0, -243480, 38978, -105960, 547706, 1110672, 0, -172580, 0, 0, 0, -4441796, 1336332, 0, 0, 0, -500496, 0, -1934850, -6557404, -15085546, 3519864, 30244102, 0, 28748136, 0, 0, 0, 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-9265024837712, -100821609907216, 0, 313367550695664, 0, 0, 0, -80231577839952, -119193272197176, 0, 0, 0, 271915084450304, 0], 'weight': 10, '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: 711133
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 16, 'source_dim': 12, 'source_embedding_index': 6, 'source_hecke_orbit_code': 68887248913, 'source_is_minimal': True, 'source_label': '17.10.b.a.16.6', 'source_level': 17, 'target_conrey_index': 16, 'target_dim': 12, 'target_embedding_index': 6, 'target_hecke_orbit_code': 68887248913, 'target_is_minimal': True, 'target_label': '17.10.b.a.16.6', 'target_level': 17, 'twist_class_label': '17.10.b.a.16.5', 'twist_class_level': 17, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 10}
  • id: 711134
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 16, 'source_dim': 12, 'source_embedding_index': 6, 'source_hecke_orbit_code': 68887248913, 'source_is_minimal': True, 'source_label': '17.10.b.a.16.6', 'source_level': 17, 'target_conrey_index': 118, 'target_dim': 12, 'target_embedding_index': 8, 'target_hecke_orbit_code': 4503805953573017, 'target_is_minimal': False, 'target_label': '153.10.d.b.118.8', 'target_level': 153, 'twist_class_label': '17.10.b.a.16.5', 'twist_class_level': 17, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 10}
  • id: 711135
    {'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 16, 'source_dim': 12, 'source_embedding_index': 6, 'source_hecke_orbit_code': 68887248913, 'source_is_minimal': True, 'source_label': '17.10.b.a.16.6', 'source_level': 17, 'target_conrey_index': 33, 'target_dim': 12, 'target_embedding_index': 4, 'target_hecke_orbit_code': 9007268141990160, 'target_is_minimal': False, 'target_label': '272.10.b.c.33.4', 'target_level': 272, 'twist_class_label': '17.10.b.a.16.5', 'twist_class_level': 17, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 10}
  • id: 711136
    {'conductor': 17, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 16, 'source_dim': 12, 'source_embedding_index': 6, 'source_hecke_orbit_code': 68887248913, 'source_is_minimal': True, 'source_label': '17.10.b.a.16.6', 'source_level': 17, 'target_conrey_index': 1, 'target_dim': 12, 'target_embedding_index': 8, 'target_hecke_orbit_code': 9007199422513441, 'target_is_minimal': False, 'target_label': '289.10.a.c.1.8', 'target_level': 289, 'twist_class_label': '17.10.b.a.16.5', 'twist_class_level': 17, 'twisting_char_label': '17.4', 'twisting_conrey_index': 4, 'weight': 10}
  • id: 711137
    {'conductor': 17, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 16, 'source_dim': 12, 'source_embedding_index': 6, 'source_hecke_orbit_code': 68887248913, 'source_is_minimal': True, 'source_label': '17.10.b.a.16.6', 'source_level': 17, 'target_conrey_index': 1, 'target_dim': 12, 'target_embedding_index': 7, 'target_hecke_orbit_code': 9007199422513441, 'target_is_minimal': False, 'target_label': '289.10.a.c.1.7', 'target_level': 289, 'twist_class_label': '17.10.b.a.16.5', 'twist_class_level': 17, 'twisting_char_label': '17.13', 'twisting_conrey_index': 13, 'weight': 10}
  • id: 711138
    {'conductor': 17, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 16, 'source_dim': 12, 'source_embedding_index': 6, 'source_hecke_orbit_code': 68887248913, 'source_is_minimal': True, 'source_label': '17.10.b.a.16.6', 'source_level': 17, 'target_conrey_index': 16, 'target_dim': 12, 'target_embedding_index': 5, 'target_hecke_orbit_code': 68887248913, 'target_is_minimal': True, 'target_label': '17.10.b.a.16.5', 'target_level': 17, 'twist_class_label': '17.10.b.a.16.5', 'twist_class_level': 17, 'twisting_char_label': '17.16', 'twisting_conrey_index': 16, 'weight': 10}
  • id: 711139
    {'conductor': 51, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 16, 'source_dim': 12, 'source_embedding_index': 6, 'source_hecke_orbit_code': 68887248913, 'source_is_minimal': True, 'source_label': '17.10.b.a.16.6', 'source_level': 17, 'target_conrey_index': 118, 'target_dim': 12, 'target_embedding_index': 7, 'target_hecke_orbit_code': 4503805953573017, 'target_is_minimal': False, 'target_label': '153.10.d.b.118.7', 'target_level': 153, 'twist_class_label': '17.10.b.a.16.5', 'twist_class_level': 17, 'twisting_char_label': '51.50', 'twisting_conrey_index': 50, 'weight': 10}
  • id: 711140
    {'conductor': 68, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 16, 'source_dim': 12, 'source_embedding_index': 6, 'source_hecke_orbit_code': 68887248913, 'source_is_minimal': True, 'source_label': '17.10.b.a.16.6', 'source_level': 17, 'target_conrey_index': 33, 'target_dim': 12, 'target_embedding_index': 9, 'target_hecke_orbit_code': 9007268141990160, 'target_is_minimal': False, 'target_label': '272.10.b.c.33.9', 'target_level': 272, 'twist_class_label': '17.10.b.a.16.5', 'twist_class_level': 17, 'twisting_char_label': '68.67', 'twisting_conrey_index': 67, 'weight': 10}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 69975
    {'charpoly_factorization': [[[-66364416, -3195840, 770176, 20460, -1892, -15, 1], 2]], 'hecke_orbit_code': 68887248913, 'p': 2}
  • id: 69976
    {'charpoly_factorization': [[[203949399568932198678528, 0, 1335826553351738886144, 0, 612743619071665152, 0, 87983684680032, 0, 5157152560, 0, 122690, 0, 1], 1]], 'hecke_orbit_code': 68887248913, 'p': 3}
  • id: 69977
    {'charpoly_factorization': [[[213202160733331266611086098432000000, 0, 23873047875692895959460126720000, 0, 103030638845234136672153600, 0, 136905662805154384896, 0, 67854209805568, 0, 13939648, 0, 1], 1]], 'hecke_orbit_code': 68887248913, 'p': 5}
  • id: 69978
    {'charpoly_factorization': [[[1967676585788509591285949532270066715852800, 0, 2318685324256549381944604148484046848, 0, 922072716536803810905054408448, 0, 145015964651608425915232, 0, 8551923317087424, 0, 181444282, 0, 1], 1]], 'hecke_orbit_code': 68887248913, 'p': 7}
  • id: 69979
    {'charpoly_factorization': [[[7220249174491510912213605976618514988572667766467788800, 0, 75879105770764712827610316564547117119051450368, 0, 189698612242646680411449274688537145344, 0, 185395167063031124135180337248, 0, 79438649347703918384, 0, 15005870978, 0, 1], 1]], 'hecke_orbit_code': 68887248913, 'p': 11}
  • id: 69980
    {'charpoly_factorization': [[[-63592376659715773011344182400, 31543165664943369839069472, 587072388898707361104, -2221336902733840, -49809987216, 31602, 1], 2]], 'hecke_orbit_code': 68887248913, 'p': 13}
  • id: 69981
    {'charpoly_factorization': [[[2781261054089634417978685260068829533776361098661640987380359813729, 2485097380918132513080086122430343339238680541108293819951720, 29209762983163097412328205085110149796268053571384636922, 138582096675176296070140004470717231438734253696776, 362560667815200721711977441224875671268915407, 866201982790601545470870405850969468944, 5638571895382798833700615951338092, 7304304692668263265080686352, 25781020447608324035823, 83097173253560712, 147695363962, 105960, 1], 1]], 'hecke_orbit_code': 68887248913, 'p': 17}
  • id: 69982
    {'charpoly_factorization': [[[8310249459085677495903698594713600, -51428860905855934991383627776, -897958266799860046080, 490191387006094592, -677476788432, -555336, 1], 2]], 'hecke_orbit_code': 68887248913, 'p': 19}
  • id: 69983
    {'charpoly_factorization': [[[163928254550134655754114830983555645437529074252143076654358888546828288, 0, 3644550336092579036024479360832825354105726417453149247406080, 0, 23104083542331698873361780727102287312196602605312, 0, 38647805461226615009024848635815525216, 0, 27221760310312754493282944, 0, 8617041961994, 0, 1], 1]], 'hecke_orbit_code': 68887248913, 'p': 23}
  • id: 69984
    {'charpoly_factorization': [[[8985336245319147789392336401087908588709114399099696888743215202293149335552, 0, 46049453755623180713136103268957002613913476735255180628912832512, 0, 47882513062622335886094450026865190793522700792508416, 0, 17053333497914071676603001179938557631488, 0, 1871687144040444656004973312, 0, 76963053057856, 0, 1], 1]], 'hecke_orbit_code': 68887248913, 'p': 29}
  • id: 69985
    {'charpoly_factorization': [[[533181553947526475105715371044995043208478046540686643651902586035480835601203200, 0, 149258697101938062932588727616878613973757454384919719320943211347968, 0, 15723917985082401738457824096704568777691130817272286976, 0, 784919629975352658623716171434441908501344, 0, 19476886564590619664201773632, 0, 227940215668474, 0, 1], 1]], 'hecke_orbit_code': 68887248913, 'p': 31}
  • id: 69986
    {'charpoly_factorization': [[[815468962787178471549915556714523639701783448318520214858187971539658832758702080000, 0, 66984478453988597799953476247904421191872159583120795163916351577587712, 0, 2100638275156033354215169420874731938339218564032972533760, 0, 31846177414854435287706517865167056055081984, 0, 239832741740451712901893955328, 0, 816609714898240, 0, 1], 1]], 'hecke_orbit_code': 68887248913, 'p': 37}
  • id: 69987
    {'charpoly_factorization': [[[5556347876371420207489037113212282558447734060012460871656353487857515329589729243955200, 0, 98001498323966459300184433261979039202932083279273688247495124312924356608, 0, 634015055522356128086792715335833354916614924553844263223296, 0, 2019771231975921617808630809358302385075027968, 0, 3411442509687170530206047544320, 0, 2925882681979232, 0, 1], 1]], 'hecke_orbit_code': 68887248913, 'p': 41}
  • id: 69988
    {'charpoly_factorization': [[[7727457540814968274617186735466062555111424, -3493868888775555482901366211705365504, 268177276305499630366767488256, 9052187857998598378112, -1059207796303296, -5002308, 1], 2]], 'hecke_orbit_code': 68887248913, 'p': 43}
  • id: 69989
    {'charpoly_factorization': [[[484811699674799372579689432129248620483444736, 52886121193847479195257614656644710400, -186413182226734234907684188160, -114575540116356989064960, -1459509409573760, 56276220, 1], 2]], 'hecke_orbit_code': 68887248913, 'p': 47}
  • id: 69990
    {'charpoly_factorization': [[[1177141632546536696903192171452145167177595328, -526316396883008265602878618785862081152, 18224127148115752514726949543600, 318460191872375021760000, -12314076983638092, -38402136, 1], 2]], 'hecke_orbit_code': 68887248913, 'p': 53}
  • id: 69991
    {'charpoly_factorization': [[[1979397414597053400770132773558015491039559680, -11177530464246218522882636285888400384, -17319561345232655983162031552256, 922688916383418695404416, -13956799765468320, -5809452, 1], 2]], 'hecke_orbit_code': 68887248913, 'p': 59}
  • id: 69992
    {'charpoly_factorization': [[[122677261904161233047616298126729692534252971364925689576770771134564949610761951693908947763200, 0, 270527456434582354158716868426216678736411297332867572773420820864867839768854528, 0, 172579355477275243462202816119790747905348144088990207598255222784, 0, 38883123822445729586598112603598310624525473029120, 0, 2969214366231737118881037056917248, 0, 91863601051868224, 0, 1], 1]], 'hecke_orbit_code': 68887248913, 'p': 61}
  • id: 69993
    {'charpoly_factorization': [[[-2058294116944778628255932367166681584412074455040, 40534180093216516741595408100920312936448, 756604320220520744528841732253440, -5092722492743371018915584, -52635985628963408, 152104376, 1], 2]], 'hecke_orbit_code': 68887248913, 'p': 67}
  • id: 69994
    {'charpoly_factorization': [[[27471642897478252383692039065620009838502473507138692919864048849007239753351766899773664896437452800, 0, 9642856483409540528097079243669160938317829712404265195704581390470990610747333967872, 0, 501634498570842269903231802295798105217181698509741647199184877616896, 0, 10484069771630315904081816667672663270988609971084896, 0, 106251122439561946059255055669541632, 0, 522268204322304826, 0, 1], 1]], 'hecke_orbit_code': 68887248913, 'p': 71}
  • id: 69995
    {'charpoly_factorization': [[[15911240764963050478609219757545999215925874381908609567927548991535748039488714728263260131295232, 0, 86929823969748590924350412906209049462776964908896671218037084449035966153983262720, 0, 22453485496166442864791442608662982527748999158589003086200846680064, 0, 1501473084616087808049190770949215796120177274781696, 0, 35857062326620266416654500728926208, 0, 338151556053131904, 0, 1], 1]], 'hecke_orbit_code': 68887248913, 'p': 73}
  • id: 69996
    {'charpoly_factorization': [[[23368672052536685780361339002229943012315111151889682781463257231322343165420688979306963429069422592, 0, 4816130865866620435501220642234991671718786664559021034185357250361197041227803230208, 0, 351656347538251526053999982586286188072986658029116933052926343253760, 0, 10781678867601383196718367202881473474955026915876960, 0, 129262812035089709404279041813589632, 0, 628759136375969242, 0, 1], 1]], 'hecke_orbit_code': 68887248913, 'p': 79}
  • id: 69997
    {'charpoly_factorization': [[[-80612758853016317940702970460453601504394587930624, 129112650310064880913355161387002953935872, 21647452611886382109633220085338368, -118496568440408065186013568, -356920811451371808, 422521068, 1], 2]], 'hecke_orbit_code': 68887248913, 'p': 83}
  • id: 69998
    {'charpoly_factorization': [[[1776911784672135570069300211113896442316716324017280, 52088675301234310098676935069246062910910176, 448025409008435144349177807014992, -664095071872785353127096624, -959717591512590944, 469111902, 1], 2]], 'hecke_orbit_code': 68887248913, 'p': 89}
  • id: 69999
    {'charpoly_factorization': [[[483282574439790743152696549037225368376765881105901920726896309112965408120901384871275954456670017161265152, 0, 3539298119703781442705423236658537849047601079099876146921612557106685071626928488206827520, 0, 10439292967978836091259073181294192546428568692977132532693774259864993792, 0, 15896324130580059409961853294876537843870350679794679808, 0, 13216327258384858814352162101840593920, 0, 5703274637121469792, 0, 1], 1]], 'hecke_orbit_code': 68887248913, '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': 2, 'hecke_orbit': 1, 'label': '17.10.b.a', 'level': 17, 'portrait': 'data:image/png;base64,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', 'weight': 10}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 19705000
    {'hecke_orbit_code': 68887248913, 'n': 1, 'trace_an': 12}
  • id: 19705001
    {'hecke_orbit_code': 68887248913, 'n': 2, 'trace_an': 30}
  • id: 19705002
    {'hecke_orbit_code': 68887248913, 'n': 3, 'trace_an': 0}
  • id: 19705003
    {'hecke_orbit_code': 68887248913, 'n': 4, 'trace_an': 1874}
  • id: 19705004
    {'hecke_orbit_code': 68887248913, 'n': 5, 'trace_an': 0}
  • id: 19705005
    {'hecke_orbit_code': 68887248913, 'n': 6, 'trace_an': 0}
  • id: 19705006
    {'hecke_orbit_code': 68887248913, 'n': 7, 'trace_an': 0}
  • id: 19705007
    {'hecke_orbit_code': 68887248913, 'n': 8, 'trace_an': 23550}
  • id: 19705008
    {'hecke_orbit_code': 68887248913, 'n': 9, 'trace_an': -9184}
  • id: 19705009
    {'hecke_orbit_code': 68887248913, 'n': 10, 'trace_an': 0}
  • id: 19705010
    {'hecke_orbit_code': 68887248913, 'n': 11, 'trace_an': 0}
  • id: 19705011
    {'hecke_orbit_code': 68887248913, 'n': 12, 'trace_an': 0}
  • id: 19705012
    {'hecke_orbit_code': 68887248913, 'n': 13, 'trace_an': -63204}
  • id: 19705013
    {'hecke_orbit_code': 68887248913, 'n': 14, 'trace_an': 0}
  • id: 19705014
    {'hecke_orbit_code': 68887248913, 'n': 15, 'trace_an': -243480}
  • id: 19705015
    {'hecke_orbit_code': 68887248913, 'n': 16, 'trace_an': 38978}
  • id: 19705016
    {'hecke_orbit_code': 68887248913, 'n': 17, 'trace_an': -105960}
  • id: 19705017
    {'hecke_orbit_code': 68887248913, 'n': 18, 'trace_an': 547706}
  • id: 19705018
    {'hecke_orbit_code': 68887248913, 'n': 19, 'trace_an': 1110672}
  • id: 19705019
    {'hecke_orbit_code': 68887248913, 'n': 20, 'trace_an': 0}
  • id: 19705020
    {'hecke_orbit_code': 68887248913, 'n': 21, 'trace_an': -172580}
  • id: 19705021
    {'hecke_orbit_code': 68887248913, 'n': 22, 'trace_an': 0}
  • id: 19705022
    {'hecke_orbit_code': 68887248913, 'n': 23, 'trace_an': 0}
  • id: 19705023
    {'hecke_orbit_code': 68887248913, 'n': 24, 'trace_an': 0}
  • id: 19705024
    {'hecke_orbit_code': 68887248913, 'n': 25, 'trace_an': -4441796}
  • id: 19705025
    {'hecke_orbit_code': 68887248913, 'n': 26, 'trace_an': 1336332}
  • id: 19705026
    {'hecke_orbit_code': 68887248913, 'n': 27, 'trace_an': 0}
  • id: 19705027
    {'hecke_orbit_code': 68887248913, 'n': 28, 'trace_an': 0}
  • id: 19705028
    {'hecke_orbit_code': 68887248913, 'n': 29, 'trace_an': 0}
  • id: 19705029
    {'hecke_orbit_code': 68887248913, 'n': 30, 'trace_an': -500496}
  • id: 19705030
    {'hecke_orbit_code': 68887248913, 'n': 31, 'trace_an': 0}
  • id: 19705031
    {'hecke_orbit_code': 68887248913, 'n': 32, 'trace_an': -1934850}
  • id: 19705032
    {'hecke_orbit_code': 68887248913, 'n': 33, 'trace_an': -6557404}
  • id: 19705033
    {'hecke_orbit_code': 68887248913, 'n': 34, 'trace_an': -15085546}
  • id: 19705034
    {'hecke_orbit_code': 68887248913, 'n': 35, 'trace_an': 3519864}
  • id: 19705035
    {'hecke_orbit_code': 68887248913, 'n': 36, 'trace_an': 30244102}
  • id: 19705036
    {'hecke_orbit_code': 68887248913, 'n': 37, 'trace_an': 0}
  • id: 19705037
    {'hecke_orbit_code': 68887248913, 'n': 38, 'trace_an': 28748136}
  • id: 19705038
    {'hecke_orbit_code': 68887248913, 'n': 39, 'trace_an': 0}
  • id: 19705039
    {'hecke_orbit_code': 68887248913, 'n': 40, 'trace_an': 0}
  • id: 19705040
    {'hecke_orbit_code': 68887248913, 'n': 41, 'trace_an': 0}
  • id: 19705041
    {'hecke_orbit_code': 68887248913, 'n': 42, 'trace_an': -11901296}
  • id: 19705042
    {'hecke_orbit_code': 68887248913, 'n': 43, 'trace_an': 10004616}
  • id: 19705043
    {'hecke_orbit_code': 68887248913, 'n': 44, 'trace_an': 0}
  • id: 19705044
    {'hecke_orbit_code': 68887248913, 'n': 45, 'trace_an': 0}
  • id: 19705045
    {'hecke_orbit_code': 68887248913, 'n': 46, 'trace_an': 0}
  • id: 19705046
    {'hecke_orbit_code': 68887248913, 'n': 47, 'trace_an': -112552440}
  • id: 19705047
    {'hecke_orbit_code': 68887248913, 'n': 48, 'trace_an': 0}
  • id: 19705048
    {'hecke_orbit_code': 68887248913, 'n': 49, 'trace_an': 121354720}
  • id: 19705049
    {'hecke_orbit_code': 68887248913, 'n': 50, 'trace_an': -164889018}
  • id: 19705050
    {'hecke_orbit_code': 68887248913, 'n': 51, 'trace_an': -52506472}
  • id: 19705051
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