Embedded newform data - 90.18.c.b.19.8

Formats: - HTML - YAML - JSON - 2026-04-16T02:26:29.753079

• 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': 29160, 'analytic_conductor': 164.8998786101037, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 5, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 2, 'char_parity': 1, 'char_values': [90, 2, [11, 37], [2, 1]], 'cm_discs': [], 'conrey_index': 19, 'dim': 8, 'field_disc': 5320328144996183217813788607407479101696, 'field_disc_factorization': [[2, 8], [3, 2], [53, 2], [27268981, 2], [1051436849, 2]], 'field_poly': [78074963590050625, 0, 1868329791349729, 0, 76870744104, 0, 556201, 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': [[7, [109606704845880133480111011880082260161884601613626808576, 0, 5182493866606252322341021576826455374685696, 0, 84257993870763264018245468256, 0, 531917583928096, 0, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503737368313946, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 39137889484800000000000, 'hecke_ring_index_factorization': [[2, 40], [3, 6], [5, 11]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 5, 2, 1, 2, 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': '90.18.c.b', 'level': 90, '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, 3, 5], 'level_radical': 30, 'minimal_twist': '10.18.b.a', 'prim_orbit_index': 2, 'qexp_display': 'q-\\beta _{1}q^{2}-2^{16}q^{4}+(153195-272\\beta _{1}+\\cdots)q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 8, 'rm_discs': [], 'sato_tate_group': '17.2.3.c2', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '90.18.c', 'trace_display': [0, 0, 1225560, 0], 'trace_hash': 2170625280473150312, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '7.312', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '281.472', 'prec': 24}, {'__RealLiteral__': 0, 'data': '100.897', 'prec': 24}, {'__RealLiteral__': 0, 'data': '15875.738', 'prec': 30}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.507', 'prec': 17}, 'traces': [8, 0, 0, -524288, 1225560, 0, 0, 0, 0, -140779520, -146232096, 0, 0, -14260494336, 0, 34359738368, 0, 0, -54264178080, -80318300160, 0, 0, 0, 0, 1013225778600, 2693383569408, 0, 0, -1660243083120, 0, -6055476993664, 0, 0, 14158246445056, 8725233780960, 0, 0, 0, 0, 9226126622720, 219921829971984, 0, 0, 9583466643456, 0, -136753191067648, 0, 0, 797208944041464, -535409908531200, 0, 0, 0, 0, 1370380127176480, 934575756804096, 0, 0, 155410557761760, 0, -6350444068968944, 0, 0, -2251799813685248, 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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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-0.4114528172372434, -0.32587409476781565, -0.2895807764399322, -0.48868538988487104, -0.48654670167408914, -0.47656108274499837, -0.4321781898860392, -0.3291036450848737, -0.34532737033396427, -0.48902990830833604, 0.10685403994283409, -0.44490029895739236, -0.2442104383280383, -0.26923834630998467, 0.016443906188949663, 0.04212527172425368, 0.16200226732953207, -0.1591439454390765, -0.14110493734992718, -0.32477892236413325, -0.117046700886665, 0.02654640596667783, -0.4002868952140314, -0.2471391498160255, -0.482666193207049, -0.33934589419495487, -0.34774444512649844, -0.10191331965237771, -0.23844749446496383, -0.4399586300311448, 0.08882288518594628, -0.47438344201912047, -0.279361833033293, -0.32517385850634306, -0.28868241722352056, -0.35017500446744615, -0.4359596862304614, -0.2810612596088827, -0.23942371938732634, -0.39533931488481183, 0.10308508288319972, -0.15484271289765678, -0.37113201124712025, 0.0007401740895620475, -0.15166349521229508, -0.3437094985645964, -0.4342727098726379, 0.13269790549736543, -0.2937896159513963, -0.14263216018794436, -0.15379523602849735, -0.3795612405421444, -0.34553313009175657, 0.07046949130996036, -0.47470322722471664, 0.0354745922079305, -0.17868269693140393, 0.04138839813283343, -0.46119671221825886, -0.09710330072165461, 0.03393992975641995], 'char_orbit_index': 3, 'conrey_index': 19, 'dual_conrey_index': 19, 'dual_embedding_index': 4, 'dual_embedding_m': 4, 'embedding_index': 8, 'embedding_m': 8, 'embedding_root_imag': -594.9061306675442, 'embedding_root_real': 0.0, 'hecke_orbit': 2, 'hecke_orbit_code': 4503737368313946, 'label': '90.18.c.b.19.8', 'level': 90, 'weight': 18}
• 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': 29160, 'analytic_conductor': 164.8998786101037, 'char_conductor': 5, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 2, 'char_parity': 1, 'char_values': [90, 2, [11, 37], [2, 1]], 'conrey_index': 19, 'cusp_dim': 298, 'dim': 42, 'eis_dim': 16, 'eis_new_dim': 0, 'hecke_cutter_primes': [7], 'hecke_orbit_code': 137740943450, 'hecke_orbit_dims': [8, 8, 10, 16], 'label': '90.18.c', 'level': 90, '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, 3, 5], 'level_radical': 30, 'mf_dim': 314, 'mf_new_dim': 42, 'num_forms': 4, 'prim_orbit_index': 2, 'relative_dim': 42, 'sturm_bound': 324, 'trace_bound': 5, 'trace_display': [0, 0, 876724, 0], 'traces': [42, 0, 0, -2752512, 876724, 0, 0, 0, 0, -306258432, 1241884124, 0, 0, -7367517184, 0, 180388626432, 0, 0, 33850254816, -57456984064, 0, 0, 0, 0, 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102058958444425951816065600, 0, 65448205513929336049663968, 0, 0, 1657817283814785567129600, -90580832387953848732964844, 0, 0, 0, 0, 8130576445920372244611072, -14561221857079075929167724, 0, 0, 27068286695984245306294272, 0, -52242497709640193929881600, 0, 0, -99563452288863949888901736, -53138143675190409558830080, 0, 0, 0, 0, 14548693892621691356661000, 2073771727781757875912704, 0, 0, 147277255990251085959145536, 0, -58306890969335353505033736, 0, 0, 12515214375382794727587840, -98569986685642651871579992, 0, 0, 0, 0, -29791713943738172083083264, -6589533162771589245011232, 0, 0, 38755317424304721696014336, 0, 41307577386314647320920064, 0, 0, 42049605015021100493370240, -9275322756867274074750976, 0, 0, 0, 0, 106235788391737556374929264, 40614894401341614494002176, 0, 0, 134102393228122950502795212, 0, -10366151797489681903186656, 0, 0, -86711963468394128744761344, -69702147488275379640274568, 0, 0, 0, 0, 24733057089867948890259456, -38817012286846291753075240, 0, 0, 13925973366365908128235520, 0, -13211370239072310094884864, 0, 0, -4424609765398367727738000, -33887645371686891559649280, 0, 0, 0, 0, 16818251103923834451567312, -27061480688874558077796352, 0, 0, 123069429815558160688929720, 0, 213597390468454847046849258, 0, 0, 31843120445612172712869888, -52209002449525876741345448, 0, 0, 0, 0, 76356573786868623056904192, -73092099429884105448086268, 0, 0, 52528650458098385838916608, 0, 9706084912920477824974848, 0, 0, -287471937843990709176428952, -32986816076014376143552512, 0, 0, 0, 0, 22262043202394042197589244, 4945657728069876808876032, 0, 0, 51531398630557201436105888, 0, -135534342548723091650694480, 0, 0, -97251593659850855713001472, 29896040151233237606599200, 0, 0, 0, 0, -11127116935570790471958528], 'weight': 18, '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: 34836784
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 19, 'source_dim': 8, 'source_embedding_index': 8, 'source_hecke_orbit_code': 4503737368313946, 'source_is_minimal': False, 'source_label': '90.18.c.b.19.8', 'source_level': 90, 'target_conrey_index': 19, 'target_dim': 8, 'target_embedding_index': 8, 'target_hecke_orbit_code': 4503737368313946, 'target_is_minimal': False, 'target_label': '90.18.c.b.19.8', 'target_level': 90, 'twist_class_label': '10.18.b.a.9.1', 'twist_class_level': 10, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 18}
  • id: 34836785
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 19, 'source_dim': 8, 'source_embedding_index': 8, 'source_hecke_orbit_code': 4503737368313946, 'source_is_minimal': False, 'source_label': '90.18.c.b.19.8', 'source_level': 90, 'target_conrey_index': 9, 'target_dim': 8, 'target_embedding_index': 1, 'target_hecke_orbit_code': 69021466634, 'target_is_minimal': True, 'target_label': '10.18.b.a.9.1', 'target_level': 10, 'twist_class_label': '10.18.b.a.9.1', 'twist_class_level': 10, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 18}
  • id: 34836786
    {'conductor': 5, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 19, 'source_dim': 8, 'source_embedding_index': 8, 'source_hecke_orbit_code': 4503737368313946, 'source_is_minimal': False, 'source_label': '90.18.c.b.19.8', 'source_level': 90, 'target_conrey_index': 19, 'target_dim': 8, 'target_embedding_index': 4, 'target_hecke_orbit_code': 4503737368313946, 'target_is_minimal': False, 'target_label': '90.18.c.b.19.4', 'target_level': 90, 'twist_class_label': '10.18.b.a.9.1', 'twist_class_level': 10, 'twisting_char_label': '5.4', 'twisting_conrey_index': 4, 'weight': 18}
  • id: 34836787
    {'conductor': 12, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 19, 'source_dim': 8, 'source_embedding_index': 8, 'source_hecke_orbit_code': 4503737368313946, 'source_is_minimal': False, 'source_label': '90.18.c.b.19.8', 'source_level': 90, 'target_conrey_index': 49, 'target_dim': 8, 'target_embedding_index': 8, 'target_hecke_orbit_code': 137740943440, 'target_is_minimal': False, 'target_label': '80.18.c.a.49.8', 'target_level': 80, 'twist_class_label': '10.18.b.a.9.1', 'twist_class_level': 10, 'twisting_char_label': '12.11', 'twisting_conrey_index': 11, 'weight': 18}
  • id: 34836788
    {'conductor': 15, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 19, 'source_dim': 8, 'source_embedding_index': 8, 'source_hecke_orbit_code': 4503737368313946, 'source_is_minimal': False, 'source_label': '90.18.c.b.19.8', 'source_level': 90, 'target_conrey_index': 1, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 45035996575694898, 'target_is_minimal': False, 'target_label': '50.18.a.k.1.1', 'target_level': 50, 'twist_class_label': '10.18.b.a.9.1', 'twist_class_level': 10, 'twisting_char_label': '15.2', 'twisting_conrey_index': 2, 'weight': 18}
  • id: 34836789
    {'conductor': 15, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 19, 'source_dim': 8, 'source_embedding_index': 8, 'source_hecke_orbit_code': 4503737368313946, 'source_is_minimal': False, 'source_label': '90.18.c.b.19.8', 'source_level': 90, 'target_conrey_index': 1, 'target_dim': 4, 'target_embedding_index': 4, 'target_hecke_orbit_code': 40532396948324402, 'target_is_minimal': False, 'target_label': '50.18.a.j.1.4', 'target_level': 50, 'twist_class_label': '10.18.b.a.9.1', 'twist_class_level': 10, 'twisting_char_label': '15.8', 'twisting_conrey_index': 8, 'weight': 18}
  • id: 34836790
    {'conductor': 15, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 19, 'source_dim': 8, 'source_embedding_index': 8, 'source_hecke_orbit_code': 4503737368313946, 'source_is_minimal': False, 'source_label': '90.18.c.b.19.8', 'source_level': 90, 'target_conrey_index': 9, 'target_dim': 8, 'target_embedding_index': 8, 'target_hecke_orbit_code': 69021466634, 'target_is_minimal': True, 'target_label': '10.18.b.a.9.8', 'target_level': 10, 'twist_class_label': '10.18.b.a.9.1', 'twist_class_level': 10, 'twisting_char_label': '15.14', 'twisting_conrey_index': 14, 'weight': 18}
  • id: 34836791
    {'conductor': 60, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 19, 'source_dim': 8, 'source_embedding_index': 8, 'source_hecke_orbit_code': 4503737368313946, 'source_is_minimal': False, 'source_label': '90.18.c.b.19.8', 'source_level': 90, 'target_conrey_index': 49, 'target_dim': 8, 'target_embedding_index': 1, 'target_hecke_orbit_code': 137740943440, 'target_is_minimal': False, 'target_label': '80.18.c.a.49.1', 'target_level': 80, 'twist_class_label': '10.18.b.a.9.1', 'twist_class_level': 10, 'twisting_char_label': '60.59', 'twisting_conrey_index': 59, 'weight': 18}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 275650
    {'charpoly_factorization': [[[65536, 0, 1], 4]], 'hecke_orbit_code': 4503737368313946, 'p': 2}
  • id: 275651
    {'charpoly_factorization': [[[0, 1], 8]], 'hecke_orbit_code': 4503737368313946, 'p': 3}
  • id: 275652
    {'charpoly_factorization': [[[338813178901720135627329000271856784820556640625, -544257972023842739872634410858154296875000, 142251238867174834012985229492187500, 674751405179500579833984375000, -954776128639221191406250, 884410161796875000, 244385767500, -1225560, 1], 1]], 'hecke_orbit_code': 4503737368313946, 'p': 5}
  • id: 275653
    {'charpoly_factorization': [[[109606704845880133480111011880082260161884601613626808576, 0, 5182493866606252322341021576826455374685696, 0, 84257993870763264018245468256, 0, 531917583928096, 0, 1], 1]], 'hecke_orbit_code': 4503737368313946, 'p': 7}
  • id: 275654
    {'charpoly_factorization': [[[55594796061068310492422626548295936, -107752835411220704394885888, -651745099900322336, 73116048, 1], 2]], 'hecke_orbit_code': 4503737368313946, 'p': 11}
  • id: 275655
    {'charpoly_factorization': [[[22760689357278431720592081529984370806957176610624834435110900397566604148736, 0, 15951816263209528630478509231785702408111056692263456374784, 0, 1845598745480334238999043298984812852736, 0, 74754928721377736064, 0, 1], 1]], 'hecke_orbit_code': 4503737368313946, 'p': 13}
  • id: 275656
    {'charpoly_factorization': [[[541291352286371306561258725877896899772473157874339470404708826163476637179168423936, 0, 3419219895499653573259976235575682773336539520078549190984073216, 0, 6227394874284582911303224451502683822555136, 0, 4346538727788972238336, 0, 1], 1]], 'hecke_orbit_code': 4503737368313946, 'p': 17}
  • id: 275657
    {'charpoly_factorization': [[[-6333175410415472098747644862301854293600000, -575119764039625100048538432864000, -11617417581762810765600, 27132089040, 1], 2]], 'hecke_orbit_code': 4503737368313946, 'p': 19}
  • id: 275658
    {'charpoly_factorization': [[[519127643889957125200427277164624188097314981585806226120914579605320996266820183063699077376, 0, 18795182626651213763931767531685870639732299609590133826797697548168704, 0, 217935565179891987943234142664408287174588290656, 0, 868932160953041316908704, 0, 1], 1]], 'hecke_orbit_code': 4503737368313946, 'p': 23}
  • id: 275659
    {'charpoly_factorization': [[[-8524280317894645051233253457608055598411853590000, -16185432115116430588123400919620916000, -8017744057625610311236200, 830121541560, 1], 2]], 'hecke_orbit_code': 4503737368313946, 'p': 29}
  • id: 275660
    {'charpoly_factorization': [[[-25452437988052167096313528358423544453618942869504, -32750059908095845393349100565448753152, -7736677495456232195337216, 3027738496832, 1], 2]], 'hecke_orbit_code': 4503737368313946, 'p': 31}
  • id: 275661
    {'charpoly_factorization': [[[4486348658952933648111128982293527056042898541037661057962240608057077719203737165892066271075969335296, 0, 13594076585023826869422564192890016616479521635806170566012674727561407624871936, 0, 344098256906704852454160722781801175992292711208879616, 0, 1430140362315834737379803776, 0, 1], 1]], 'hecke_orbit_code': 4503737368313946, 'p': 37}
  • id: 275662
    {'charpoly_factorization': [[[-2486324420323431239506363639913038249430934950195299184, 188747412128190845346491839653455499764832, 467775274937311252729535224, -109960914985992, 1], 2]], 'hecke_orbit_code': 4503737368313946, 'p': 41}
  • id: 275663
    {'charpoly_factorization': [[[2616871515192558313258755329433151968914421362697828070834859424708554368191447620305886364636100638733117696, 0, 103500729118038890182469157687654511691705440685720291512065522515558760121509220864, 0, 73215949005443076063746360920684106576258884486800050016, 0, 15328734928181605290881456224, 0, 1], 1]], 'hecke_orbit_code': 4503737368313946, 'p': 43}
  • id: 275664
    {'charpoly_factorization': [[[1250040299521221576471133480403582433852816809242725124478918855957539532960142117277268367914805507146132797696, 0, 1608463654154158576926983690534576268637259523604803061937889863328329846322599220736, 0, 474043692614760337930502818614080134829187206002197726816, 0, 39592694005607351441101305376, 0, 1], 1]], 'hecke_orbit_code': 4503737368313946, 'p': 47}
  • id: 275665
    {'charpoly_factorization': [[[2597068572443524160458707148451358230313660806827821902409664201250305858093819284732355474515315883031373919984091136, 0, 47925056530849663035634890865385313432005889613991597620118696244009796855230834393513984, 0, 324319175573094216364524702357166725885054638845979171943936, 0, 948108216418680967369555630464, 0, 1], 1]], 'hecke_orbit_code': 4503737368313946, 'p': 53}
  • id: 275666
    {'charpoly_factorization': [[[973254000062670176861308067483350994669604817443324691360000, -732152899997718588295011081916857842251488000, -2966727273986328628372442208800, -77705278880880, 1], 2]], 'hecke_orbit_code': 4503737368313946, 'p': 59}
  • id: 275667
    {'charpoly_factorization': [[[-3000471772912363046128563732878703747171018990685194355847024, -4846323719020887862597800756245059405301255072, 416033714993118466100171620344, 3175222034484472, 1], 2]], 'hecke_orbit_code': 4503737368313946, 'p': 61}
  • id: 275668
    {'charpoly_factorization': [[[404353666553153380104357871773117284712817349747377072460427291868460177500854169045845777416255387606553424905394132715776, 0, 2559417437937496196675104657416284762833536780124125796560704690134634118492917434582412202496, 0, 681275868487296910863943999439365283169590587968505910134729056, 0, 53906932524015938763355501043296, 0, 1], 1]], 'hecke_orbit_code': 4503737368313946, 'p': 67}
  • id: 275669
    {'charpoly_factorization': [[[-331122997660587049475216522654441532876582925012914109030723584, 92343502719083169651336882526525070752668076032, 61078764240360851046682390948224, -16574513271866592, 1], 2]], 'hecke_orbit_code': 4503737368313946, 'p': 71}
  • id: 275670
    {'charpoly_factorization': [[[1698099074150544602310038934519310783192752119982714608158035504870637396254100327796190315854185091242594727278717885046849536, 0, 225372947394286248112436419101223846439069537353583114957225105130162222226766094791407707357184, 0, 10194808888135157962538277488067854912600663933378104080717275136, 0, 181470051284108399176577371876864, 0, 1], 1]], 'hecke_orbit_code': 4503737368313946, 'p': 73}
  • id: 275671
    {'charpoly_factorization': [[[-11389629263022484672471849660633665928160281986326969687040000000, -3807634780312918524729078015202514016323051520000, -273204285440556819755685967372800, 9677334395854080, 1], 2]], 'hecke_orbit_code': 4503737368313946, 'p': 79}
  • id: 275672
    {'charpoly_factorization': [[[41038283727481177929994906893688959804492171857673516320953405974509101804106322922546791806555014420986960483632773582718794844416, 0, 404537903816243878108521124343954238418139058310541571560097681952005797101354756837384821233857024, 0, 1403118728760075343986066488459951204465455490955061659567538894176, 0, 2019463043912529722133487386830944, 0, 1], 1]], 'hecke_orbit_code': 4503737368313946, 'p': 83}
  • id: 275673
    {'charpoly_factorization': [[[-140939252540270891997604042454507983034916606061130427220723190000, 28271893431683407645239744901680272627085549444000, -985629727498245618240633775615400, -21784615149779160, 1], 2]], 'hecke_orbit_code': 4503737368313946, 'p': 89}
  • id: 275674
    {'charpoly_factorization': [[[871902864595440006693904192315996227887362288277695307298400427934888230016202890860756355789597454062453182253547599928135098340212736, 0, 1022349914649611353344825360884576846816644316114587737508059319304511265222494763292500925474475606016, 0, 314853896908833673703783264096331367576414703623578772376450406875136, 0, 32220350101106942796883843263156736, 0, 1], 1]], 'hecke_orbit_code': 4503737368313946, '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': '90.18.c.b', 'level': 90, 'portrait': 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', 'weight': 18}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 21346639
    {'hecke_orbit_code': 4503737368313946, 'n': 1, 'trace_an': 8}
  • id: 21346640
    {'hecke_orbit_code': 4503737368313946, 'n': 2, 'trace_an': 0}
  • id: 21346641
    {'hecke_orbit_code': 4503737368313946, 'n': 3, 'trace_an': 0}
  • id: 21346642
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