Embedded newform data - 289.10.a.c.1.10

Formats: - HTML - YAML - JSON - 2024-05-20T20:03:19.030130

• 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_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': 28900, 'analytic_conductor': 148.84535665135934, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[17, 1]], 'atkin_lehner_string': '+', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [289, 1, [3], [1]], 'cm_discs': [], 'conrey_index': 1, '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, 'fricke_eigenval': 1, 'has_non_self_twist': 1, 'hecke_cutters': [[2, [-66364416, 3195840, 770176, -20460, -1892, 15, 1]], [3, [203949399568932198678528, 0, -1335826553351738886144, 0, 612743619071665152, 0, -87983684680032, 0, 5157152560, 0, -122690, 0, 1]]], 'hecke_orbit': 3, 'hecke_orbit_code': 9007199422513441, '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': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '289.10.a.c', 'level': 289, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [17], 'level_radical': 17, 'minimal_twist': '17.10.b.a', 'prim_orbit_index': 1, '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.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '289.10.a', 'trace_display': [-30, 0, 0, 0], 'trace_hash': 2261901614912641243, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.689', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', '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': '0.514', 'prec': 17}, 'traces': [12, -30, 0, 1874, 0, 0, 0, -23550, 9184, 0, 0, 0, -63204, 0, 243480, 38978, 0, 547706, -1110672, 0, -172580, 0, 0, 0, 4441796, -1336332, 0, 0, 0, -500496, 0, 1934850, -6557404, 0, 3519864, -30244102, 0, 28748136, 0, 0, 0, 11901296, -10004616, 0, 0, 0, -112552440, 0, -121354720, -164889018, 0, -59093180, -76804272, 0, 300732568, 0, 0, 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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-0.12740839801580167, -0.2705172447877363, -0.23090616850910645, -0.39601738215920407, None, -0.3509907326721772, -0.33559659471390896, -0.3462032289070999, -0.19551541909444975, -0.2910394065750567, -0.3640301934433265, -0.1574952236423104, -0.35023187081701734, -0.09079697281011409, -0.27034001912168387, -0.2819779682015633, -0.23308042888480382, -0.3686052192155302, -0.0772231316262818, -0.1579121747904496, -0.26829176931659565, -0.325330462036104, -0.12714730544598585, -0.14819397747532706, -0.24584394627655182, -0.315246963842009, -0.3303789835856796, -0.2308181833864088, -0.2588978457762311, -0.2412649343121199, -0.21901154460220923, -0.12403731360022514, -0.3473011052458594, -0.12858262021663316, -0.24273794041406208, -0.15069049127359946, -0.3390898694479908, -0.21332872750809265, -0.183933915853442, -0.31262008021019766, -0.18807884486042808, -0.23238977499900287, -0.4242262049590092, -0.2814303096834752, -0.3698748693016827, -0.2556111464737652, -0.40534644963620664, 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-0.2938099852988205, -0.09605684019751363, -0.3076737406016774, -0.36970483618036176, -0.2588713124807556, -0.24981142578727492, -0.308233014744066, -0.19223622368655577, -0.2231660247549839, -0.23954753924575647, -0.30069612821806474, -0.41671846850479805, -0.17393906091369546, -0.2980410079994664, -0.1902272142052835, -0.2628117334430623, -0.20126956637205126, -0.34773302649138566, -0.306440175415551, -0.3212783705037306, -0.27899214695216473, -0.4529463283880608, -0.2746146039382859, -0.2806682850134638, -0.2604305664757616, -0.3535867476648918, -0.31557318348241226], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 10, 'dual_embedding_m': 10, 'embedding_index': 10, 'embedding_m': 10, 'embedding_root_imag': 0.0, 'embedding_root_real': -206.6668113812402, 'hecke_orbit': 3, 'hecke_orbit_code': 9007199422513441, 'label': '289.10.a.c.1.10', 'level': 289, 'weight': 10}
• mf_newspaces •

  Column	Type
  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_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': [96, 100], 'Nk2': 28900, 'analytic_conductor': 148.84535665135934, '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': [289, 1, [3], [1]], 'conrey_index': 1, 'cusp_dim': 220, 'dim': 196, 'eis_dim': 18, 'eis_new_dim': 15, 'hecke_cutter_primes': [2, 3], 'hecke_orbit_code': 167772449, 'hecke_orbit_dims': [5, 7, 12, 12, 12, 24, 36, 36, 52], 'label': '289.10.a', 'level': 289, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [17], 'level_radical': 17, 'mf_dim': 238, 'mf_new_dim': 211, 'num_forms': 9, 'plus_dim': 96, 'prim_orbit_index': 1, 'relative_dim': 196, 'sturm_bound': 255, 'trace_bound': 3, 'trace_display': [34, 148, -2842, 3814], 'traces': [196, 34, 148, 47958, -2842, 4142, 3814, 25602, 1167312, -64898, -67500, 207850, 10812, -362552, 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• 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: 40527826
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 12, 'source_embedding_index': 10, 'source_hecke_orbit_code': 9007199422513441, 'source_is_minimal': False, 'source_label': '289.10.a.c.1.10', 'source_level': 289, 'target_conrey_index': 1, 'target_dim': 12, 'target_embedding_index': 10, 'target_hecke_orbit_code': 9007199422513441, 'target_is_minimal': False, 'target_label': '289.10.a.c.1.10', 'target_level': 289, 'twist_class_label': '17.10.b.a.16.3', 'twist_class_level': 17, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 10}
  • id: 40527827
    {'conductor': 17, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 12, 'source_embedding_index': 10, 'source_hecke_orbit_code': 9007199422513441, 'source_is_minimal': False, 'source_label': '289.10.a.c.1.10', 'source_level': 289, 'target_conrey_index': 16, 'target_dim': 12, 'target_embedding_index': 3, 'target_hecke_orbit_code': 68887248913, 'target_is_minimal': True, 'target_label': '17.10.b.a.16.3', 'target_level': 17, 'twist_class_label': '17.10.b.a.16.3', 'twist_class_level': 17, 'twisting_char_label': '17.4', 'twisting_conrey_index': 4, 'weight': 10}
  • id: 40527828
    {'conductor': 17, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 12, 'source_embedding_index': 10, 'source_hecke_orbit_code': 9007199422513441, 'source_is_minimal': False, 'source_label': '289.10.a.c.1.10', 'source_level': 289, 'target_conrey_index': 16, 'target_dim': 12, 'target_embedding_index': 4, 'target_hecke_orbit_code': 68887248913, 'target_is_minimal': True, 'target_label': '17.10.b.a.16.4', 'target_level': 17, 'twist_class_label': '17.10.b.a.16.3', 'twist_class_level': 17, 'twisting_char_label': '17.13', 'twisting_conrey_index': 13, 'weight': 10}
  • id: 40527829
    {'conductor': 17, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 12, 'source_embedding_index': 10, 'source_hecke_orbit_code': 9007199422513441, 'source_is_minimal': False, 'source_label': '289.10.a.c.1.10', 'source_level': 289, 'target_conrey_index': 1, 'target_dim': 12, 'target_embedding_index': 9, 'target_hecke_orbit_code': 9007199422513441, 'target_is_minimal': False, 'target_label': '289.10.a.c.1.9', 'target_level': 289, 'twist_class_label': '17.10.b.a.16.3', 'twist_class_level': 17, 'twisting_char_label': '17.16', 'twisting_conrey_index': 16, 'weight': 10}
  • id: 40527830
    {'conductor': 51, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 12, 'source_embedding_index': 10, 'source_hecke_orbit_code': 9007199422513441, 'source_is_minimal': False, 'source_label': '289.10.a.c.1.10', 'source_level': 289, 'target_conrey_index': 118, 'target_dim': 12, 'target_embedding_index': 10, 'target_hecke_orbit_code': 4503805953573017, 'target_is_minimal': False, 'target_label': '153.10.d.b.118.10', 'target_level': 153, 'twist_class_label': '17.10.b.a.16.3', 'twist_class_level': 17, 'twisting_char_label': '51.38', 'twisting_conrey_index': 38, 'weight': 10}
  • id: 40527831
    {'conductor': 51, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 12, 'source_embedding_index': 10, 'source_hecke_orbit_code': 9007199422513441, 'source_is_minimal': False, 'source_label': '289.10.a.c.1.10', 'source_level': 289, 'target_conrey_index': 118, 'target_dim': 12, 'target_embedding_index': 9, 'target_hecke_orbit_code': 4503805953573017, 'target_is_minimal': False, 'target_label': '153.10.d.b.118.9', 'target_level': 153, 'twist_class_label': '17.10.b.a.16.3', 'twist_class_level': 17, 'twisting_char_label': '51.47', 'twisting_conrey_index': 47, 'weight': 10}
  • id: 40527832
    {'conductor': 68, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 12, 'source_embedding_index': 10, 'source_hecke_orbit_code': 9007199422513441, 'source_is_minimal': False, 'source_label': '289.10.a.c.1.10', 'source_level': 289, 'target_conrey_index': 33, 'target_dim': 12, 'target_embedding_index': 2, 'target_hecke_orbit_code': 9007268141990160, 'target_is_minimal': False, 'target_label': '272.10.b.c.33.2', 'target_level': 272, 'twist_class_label': '17.10.b.a.16.3', 'twist_class_level': 17, 'twisting_char_label': '68.47', 'twisting_conrey_index': 47, 'weight': 10}
  • id: 40527833
    {'conductor': 68, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 12, 'source_embedding_index': 10, 'source_hecke_orbit_code': 9007199422513441, 'source_is_minimal': False, 'source_label': '289.10.a.c.1.10', 'source_level': 289, 'target_conrey_index': 33, 'target_dim': 12, 'target_embedding_index': 11, 'target_hecke_orbit_code': 9007268141990160, 'target_is_minimal': False, 'target_label': '272.10.b.c.33.11', 'target_level': 272, 'twist_class_label': '17.10.b.a.16.3', 'twist_class_level': 17, 'twisting_char_label': '68.55', 'twisting_conrey_index': 55, 'weight': 10}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 651050
    {'charpoly_factorization': [[[-66364416, 3195840, 770176, -20460, -1892, 15, 1], 2]], 'hecke_orbit_code': 9007199422513441, 'p': 2}
  • id: 651051
    {'charpoly_factorization': [[[203949399568932198678528, 0, -1335826553351738886144, 0, 612743619071665152, 0, -87983684680032, 0, 5157152560, 0, -122690, 0, 1], 1]], 'hecke_orbit_code': 9007199422513441, 'p': 3}
  • id: 651052
    {'charpoly_factorization': [[[213202160733331266611086098432000000, 0, -23873047875692895959460126720000, 0, 103030638845234136672153600, 0, -136905662805154384896, 0, 67854209805568, 0, -13939648, 0, 1], 1]], 'hecke_orbit_code': 9007199422513441, 'p': 5}
  • id: 651053
    {'charpoly_factorization': [[[1967676585788509591285949532270066715852800, 0, -2318685324256549381944604148484046848, 0, 922072716536803810905054408448, 0, -145015964651608425915232, 0, 8551923317087424, 0, -181444282, 0, 1], 1]], 'hecke_orbit_code': 9007199422513441, 'p': 7}
  • id: 651054
    {'charpoly_factorization': [[[7220249174491510912213605976618514988572667766467788800, 0, -75879105770764712827610316564547117119051450368, 0, 189698612242646680411449274688537145344, 0, -185395167063031124135180337248, 0, 79438649347703918384, 0, -15005870978, 0, 1], 1]], 'hecke_orbit_code': 9007199422513441, 'p': 11}
  • id: 651055
    {'charpoly_factorization': [[[-63592376659715773011344182400, 31543165664943369839069472, 587072388898707361104, -2221336902733840, -49809987216, 31602, 1], 2]], 'hecke_orbit_code': 9007199422513441, 'p': 13}
  • id: 651056
    {'charpoly_factorization': [[[0, 1], 12]], 'hecke_orbit_code': 9007199422513441, 'p': 17}
  • id: 651057
    {'charpoly_factorization': [[[8310249459085677495903698594713600, 51428860905855934991383627776, -897958266799860046080, -490191387006094592, -677476788432, 555336, 1], 2]], 'hecke_orbit_code': 9007199422513441, 'p': 19}
  • id: 651058
    {'charpoly_factorization': [[[163928254550134655754114830983555645437529074252143076654358888546828288, 0, -3644550336092579036024479360832825354105726417453149247406080, 0, 23104083542331698873361780727102287312196602605312, 0, -38647805461226615009024848635815525216, 0, 27221760310312754493282944, 0, -8617041961994, 0, 1], 1]], 'hecke_orbit_code': 9007199422513441, 'p': 23}
  • id: 651059
    {'charpoly_factorization': [[[8985336245319147789392336401087908588709114399099696888743215202293149335552, 0, -46049453755623180713136103268957002613913476735255180628912832512, 0, 47882513062622335886094450026865190793522700792508416, 0, -17053333497914071676603001179938557631488, 0, 1871687144040444656004973312, 0, -76963053057856, 0, 1], 1]], 'hecke_orbit_code': 9007199422513441, 'p': 29}
  • id: 651060
    {'charpoly_factorization': [[[533181553947526475105715371044995043208478046540686643651902586035480835601203200, 0, -149258697101938062932588727616878613973757454384919719320943211347968, 0, 15723917985082401738457824096704568777691130817272286976, 0, -784919629975352658623716171434441908501344, 0, 19476886564590619664201773632, 0, -227940215668474, 0, 1], 1]], 'hecke_orbit_code': 9007199422513441, 'p': 31}
  • id: 651061
    {'charpoly_factorization': [[[815468962787178471549915556714523639701783448318520214858187971539658832758702080000, 0, -66984478453988597799953476247904421191872159583120795163916351577587712, 0, 2100638275156033354215169420874731938339218564032972533760, 0, -31846177414854435287706517865167056055081984, 0, 239832741740451712901893955328, 0, -816609714898240, 0, 1], 1]], 'hecke_orbit_code': 9007199422513441, 'p': 37}
  • id: 651062
    {'charpoly_factorization': [[[5556347876371420207489037113212282558447734060012460871656353487857515329589729243955200, 0, -98001498323966459300184433261979039202932083279273688247495124312924356608, 0, 634015055522356128086792715335833354916614924553844263223296, 0, -2019771231975921617808630809358302385075027968, 0, 3411442509687170530206047544320, 0, -2925882681979232, 0, 1], 1]], 'hecke_orbit_code': 9007199422513441, 'p': 41}
  • id: 651063
    {'charpoly_factorization': [[[7727457540814968274617186735466062555111424, 3493868888775555482901366211705365504, 268177276305499630366767488256, -9052187857998598378112, -1059207796303296, 5002308, 1], 2]], 'hecke_orbit_code': 9007199422513441, 'p': 43}
  • id: 651064
    {'charpoly_factorization': [[[484811699674799372579689432129248620483444736, 52886121193847479195257614656644710400, -186413182226734234907684188160, -114575540116356989064960, -1459509409573760, 56276220, 1], 2]], 'hecke_orbit_code': 9007199422513441, 'p': 47}
  • id: 651065
    {'charpoly_factorization': [[[1177141632546536696903192171452145167177595328, 526316396883008265602878618785862081152, 18224127148115752514726949543600, -318460191872375021760000, -12314076983638092, 38402136, 1], 2]], 'hecke_orbit_code': 9007199422513441, 'p': 53}
  • id: 651066
    {'charpoly_factorization': [[[1979397414597053400770132773558015491039559680, 11177530464246218522882636285888400384, -17319561345232655983162031552256, -922688916383418695404416, -13956799765468320, 5809452, 1], 2]], 'hecke_orbit_code': 9007199422513441, 'p': 59}
  • id: 651067
    {'charpoly_factorization': [[[122677261904161233047616298126729692534252971364925689576770771134564949610761951693908947763200, 0, -270527456434582354158716868426216678736411297332867572773420820864867839768854528, 0, 172579355477275243462202816119790747905348144088990207598255222784, 0, -38883123822445729586598112603598310624525473029120, 0, 2969214366231737118881037056917248, 0, -91863601051868224, 0, 1], 1]], 'hecke_orbit_code': 9007199422513441, 'p': 61}
  • id: 651068
    {'charpoly_factorization': [[[-2058294116944778628255932367166681584412074455040, 40534180093216516741595408100920312936448, 756604320220520744528841732253440, -5092722492743371018915584, -52635985628963408, 152104376, 1], 2]], 'hecke_orbit_code': 9007199422513441, 'p': 67}
  • id: 651069
    {'charpoly_factorization': [[[27471642897478252383692039065620009838502473507138692919864048849007239753351766899773664896437452800, 0, -9642856483409540528097079243669160938317829712404265195704581390470990610747333967872, 0, 501634498570842269903231802295798105217181698509741647199184877616896, 0, -10484069771630315904081816667672663270988609971084896, 0, 106251122439561946059255055669541632, 0, -522268204322304826, 0, 1], 1]], 'hecke_orbit_code': 9007199422513441, 'p': 71}
  • id: 651070
    {'charpoly_factorization': [[[15911240764963050478609219757545999215925874381908609567927548991535748039488714728263260131295232, 0, -86929823969748590924350412906209049462776964908896671218037084449035966153983262720, 0, 22453485496166442864791442608662982527748999158589003086200846680064, 0, -1501473084616087808049190770949215796120177274781696, 0, 35857062326620266416654500728926208, 0, -338151556053131904, 0, 1], 1]], 'hecke_orbit_code': 9007199422513441, 'p': 73}
  • id: 651071
    {'charpoly_factorization': [[[23368672052536685780361339002229943012315111151889682781463257231322343165420688979306963429069422592, 0, -4816130865866620435501220642234991671718786664559021034185357250361197041227803230208, 0, 351656347538251526053999982586286188072986658029116933052926343253760, 0, -10781678867601383196718367202881473474955026915876960, 0, 129262812035089709404279041813589632, 0, -628759136375969242, 0, 1], 1]], 'hecke_orbit_code': 9007199422513441, 'p': 79}
  • id: 651072
    {'charpoly_factorization': [[[-80612758853016317940702970460453601504394587930624, -129112650310064880913355161387002953935872, 21647452611886382109633220085338368, 118496568440408065186013568, -356920811451371808, -422521068, 1], 2]], 'hecke_orbit_code': 9007199422513441, 'p': 83}
  • id: 651073
    {'charpoly_factorization': [[[1776911784672135570069300211113896442316716324017280, 52088675301234310098676935069246062910910176, 448025409008435144349177807014992, -664095071872785353127096624, -959717591512590944, 469111902, 1], 2]], 'hecke_orbit_code': 9007199422513441, 'p': 89}
  • id: 651074
    {'charpoly_factorization': [[[483282574439790743152696549037225368376765881105901920726896309112965408120901384871275954456670017161265152, 0, -3539298119703781442705423236658537849047601079099876146921612557106685071626928488206827520, 0, 10439292967978836091259073181294192546428568692977132532693774259864993792, 0, -15896324130580059409961853294876537843870350679794679808, 0, 13216327258384858814352162101840593920, 0, -5703274637121469792, 0, 1], 1]], 'hecke_orbit_code': 9007199422513441, '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': 3, 'label': '289.10.a.c', 'level': 289, 'portrait': 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', 'weight': 10}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 113302000
    {'hecke_orbit_code': 9007199422513441, 'n': 1, 'trace_an': 12}
  • id: 113302001
    {'hecke_orbit_code': 9007199422513441, 'n': 2, 'trace_an': -30}
  • id: 113302002
    {'hecke_orbit_code': 9007199422513441, 'n': 3, 'trace_an': 0}
  • id: 113302003
    {'hecke_orbit_code': 9007199422513441, 'n': 4, 'trace_an': 1874}
  • id: 113302004
    {'hecke_orbit_code': 9007199422513441, 'n': 5, 'trace_an': 0}
  • id: 113302005
    {'hecke_orbit_code': 9007199422513441, 'n': 6, 'trace_an': 0}
  • id: 113302006
    {'hecke_orbit_code': 9007199422513441, 'n': 7, 'trace_an': 0}
  • id: 113302007
    {'hecke_orbit_code': 9007199422513441, 'n': 8, 'trace_an': -23550}
  • id: 113302008
    {'hecke_orbit_code': 9007199422513441, 'n': 9, 'trace_an': 9184}
  • id: 113302009
    {'hecke_orbit_code': 9007199422513441, 'n': 10, 'trace_an': 0}
  • id: 113302010
    {'hecke_orbit_code': 9007199422513441, 'n': 11, 'trace_an': 0}
  • id: 113302011
    {'hecke_orbit_code': 9007199422513441, 'n': 12, 'trace_an': 0}
  • id: 113302012
    {'hecke_orbit_code': 9007199422513441, 'n': 13, 'trace_an': -63204}
  • id: 113302013
    {'hecke_orbit_code': 9007199422513441, 'n': 14, 'trace_an': 0}
  • id: 113302014
    {'hecke_orbit_code': 9007199422513441, 'n': 15, 'trace_an': 243480}
  • id: 113302015
    {'hecke_orbit_code': 9007199422513441, 'n': 16, 'trace_an': 38978}
  • id: 113302016
    {'hecke_orbit_code': 9007199422513441, 'n': 17, 'trace_an': 0}
  • id: 113302017
    {'hecke_orbit_code': 9007199422513441, 'n': 18, 'trace_an': 547706}
  • id: 113302018
    {'hecke_orbit_code': 9007199422513441, 'n': 19, 'trace_an': -1110672}
  • id: 113302019
    {'hecke_orbit_code': 9007199422513441, 'n': 20, 'trace_an': 0}
  • id: 113302020
    {'hecke_orbit_code': 9007199422513441, 'n': 21, 'trace_an': -172580}
  • id: 113302021
    {'hecke_orbit_code': 9007199422513441, 'n': 22, 'trace_an': 0}
  • id: 113302022
    {'hecke_orbit_code': 9007199422513441, 'n': 23, 'trace_an': 0}
  • id: 113302023
    {'hecke_orbit_code': 9007199422513441, 'n': 24, 'trace_an': 0}
  • id: 113302024
    {'hecke_orbit_code': 9007199422513441, 'n': 25, 'trace_an': 4441796}
  • id: 113302025
    {'hecke_orbit_code': 9007199422513441, 'n': 26, 'trace_an': -1336332}
  • id: 113302026
    {'hecke_orbit_code': 9007199422513441, 'n': 27, 'trace_an': 0}
  • id: 113302027
    {'hecke_orbit_code': 9007199422513441, 'n': 28, 'trace_an': 0}
  • id: 113302028
    {'hecke_orbit_code': 9007199422513441, 'n': 29, 'trace_an': 0}
  • id: 113302029
    {'hecke_orbit_code': 9007199422513441, 'n': 30, 'trace_an': -500496}
  • id: 113302030
    {'hecke_orbit_code': 9007199422513441, 'n': 31, 'trace_an': 0}
  • id: 113302031
    {'hecke_orbit_code': 9007199422513441, 'n': 32, 'trace_an': 1934850}
  • id: 113302032
    {'hecke_orbit_code': 9007199422513441, 'n': 33, 'trace_an': -6557404}
  • id: 113302033
    {'hecke_orbit_code': 9007199422513441, 'n': 34, 'trace_an': 0}
  • id: 113302034
    {'hecke_orbit_code': 9007199422513441, 'n': 35, 'trace_an': 3519864}
  • id: 113302035
    {'hecke_orbit_code': 9007199422513441, 'n': 36, 'trace_an': -30244102}
  • id: 113302036
    {'hecke_orbit_code': 9007199422513441, 'n': 37, 'trace_an': 0}
  • id: 113302037
    {'hecke_orbit_code': 9007199422513441, 'n': 38, 'trace_an': 28748136}
  • id: 113302038
    {'hecke_orbit_code': 9007199422513441, 'n': 39, 'trace_an': 0}
  • id: 113302039
    {'hecke_orbit_code': 9007199422513441, 'n': 40, 'trace_an': 0}
  • id: 113302040
    {'hecke_orbit_code': 9007199422513441, 'n': 41, 'trace_an': 0}
  • id: 113302041
    {'hecke_orbit_code': 9007199422513441, 'n': 42, 'trace_an': 11901296}
  • id: 113302042
    {'hecke_orbit_code': 9007199422513441, 'n': 43, 'trace_an': -10004616}
  • id: 113302043
    {'hecke_orbit_code': 9007199422513441, 'n': 44, 'trace_an': 0}
  • id: 113302044
    {'hecke_orbit_code': 9007199422513441, 'n': 45, 'trace_an': 0}
  • id: 113302045
    {'hecke_orbit_code': 9007199422513441, 'n': 46, 'trace_an': 0}
  • id: 113302046
    {'hecke_orbit_code': 9007199422513441, 'n': 47, 'trace_an': -112552440}
  • id: 113302047
    {'hecke_orbit_code': 9007199422513441, 'n': 48, 'trace_an': 0}
  • id: 113302048
    {'hecke_orbit_code': 9007199422513441, 'n': 49, 'trace_an': -121354720}
  • id: 113302049
    {'hecke_orbit_code': 9007199422513441, 'n': 50, 'trace_an': -164889018}
  • id: 113302050
    {'hecke_orbit_code': 9007199422513441, 'n': 51, 'trace_an': 0}
  • id: 113302051
    {'hecke_orbit_code': 9007199422513441, 'n': 52, 'trace_an': -59093180}
  • id: 113302052
    {'hecke_orbit_code': 9007199422513441, 'n': 53, 'trace_an': -76804272}
  • id: 113302053
    {'hecke_orbit_code': 9007199422513441, 'n': 54, 'trace_an': 0}
  • id: 113302054
    {'hecke_orbit_code': 9007199422513441, 'n': 55, 'trace_an': 300732568}
  • id: 113302055
    {'hecke_orbit_code': 9007199422513441, 'n': 56, 'trace_an': 0}
  • id: 113302056
    {'hecke_orbit_code': 9007199422513441, 'n': 57, 'trace_an': 0}
  • id: 113302057
    {'hecke_orbit_code': 9007199422513441, 'n': 58, 'trace_an': 0}
  • id: 113302058
    {'hecke_orbit_code': 9007199422513441, 'n': 59, 'trace_an': -11618904}
  • id: 113302059
    {'hecke_orbit_code': 9007199422513441, 'n': 60, 'trace_an': -101609232}
  • id: 113302060
    {'hecke_orbit_code': 9007199422513441, 'n': 61, 'trace_an': 0}
  • id: 113302061
    {'hecke_orbit_code': 9007199422513441, 'n': 62, 'trace_an': 0}
  • id: 113302062
    {'hecke_orbit_code': 9007199422513441, 'n': 63, 'trace_an': 0}
  • id: 113302063
    {'hecke_orbit_code': 9007199422513441, 'n': 64, 'trace_an': -260062974}
  • id: 113302064
    {'hecke_orbit_code': 9007199422513441, 'n': 65, 'trace_an': 0}
  • id: 113302065
    {'hecke_orbit_code': 9007199422513441, 'n': 66, 'trace_an': -18429632}
  • id: 113302066
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    {'hecke_orbit_code': 9007199422513441, 'n': 999, 'trace_an': 271915084450304}
  • id: 113302999
    {'hecke_orbit_code': 9007199422513441, 'n': 1000, 'trace_an': 0}