Newform data - 75.22.b.d

Formats: - HTML - YAML - JSON - 2023-10-04T09:49:47.827368

• 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': 36300, 'analytic_conductor': 209.60800821529656, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 5, 'char_degree': 1, 'char_is_minimal': False, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': 1, 'char_values': [75, 2, [26, 52], [2, 1]], 'cm_discs': [], 'conrey_index': 49, 'conrey_indexes': [49], 'dim': 4, 'field_disc': 6739216, 'field_disc_factorization': [[2, 4], [11, 2], [59, 2]], 'field_poly': [26244, 0, 325, 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': [[2, [6076185560064, 0, 5373540, 0, 1]]], 'hecke_orbit': 4, 'hecke_orbit_code': 13510867970687051, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 15876, 'hecke_ring_index_factorization': [[2, 2], [3, 4], [7, 2]], '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_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '75.22.b.d', 'level': 75, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 5], 'level_radical': 15, 'minimal_twist': '3.22.a.c', 'nf_label': '4.0.6739216.3', 'prim_orbit_index': 2, 'qexp_display': 'q+(333\\beta _{1}+\\beta _{2})q^{2}-3^{10}\\beta _{1}q^{3}+(-589618+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 4, 'rm_discs': [], 'sato_tate_group': '21.2.3.c2', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '75.22.b', 'trace_display': [0, 0, 0, 0], 'trace_hash': 635133392188021251, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.128', 'prec': 17}, {'__RealLiteral__': 0, 'data': '3.810', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.214', 'prec': 17}, {'__RealLiteral__': 0, 'data': '73.588', 'prec': 20}, {'__RealLiteral__': 0, 'data': '20.944', 'prec': 20}, {'__RealLiteral__': 0, 'data': '2088.942', 'prec': 27}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.508', 'prec': 17}, 'traces': [4, 0, 0, -2358472, 0, 78653268, 0, 0, -13947137604, 0, 439738245936, 0, 0, 1422595413792, 0, -16577472881120, 0, 0, -23921170023248, 0, 80294371034976, 0, 0, -286630441537104, 0, -4928894727939432, 0, 0, 3597040087348104, 0, 22338215053889984, 0, 0, -9734014974827304, 0, 8223483379795272, 0, 0, 5724081327983688, 0, 245944041232936104, 0, 0, -473810478271184736, 0, -856055962790322336, 0, 0, 1430570793882941340, 0, -1338467112735508728, 0, 0, -274246987950072468, 0, 4061460640101137280, 0, 0, 7047646661807714448, 0, -3558046256902027720, 0, 0, -10423384026926965888, 0, 27667662691008290544, 0, 0, 17302347849719695392, 0, 34758454262300841888, 0, 0, -163428852787350574968, 0, -139500225872185580128, 0, 0, 108111571188381182080, 0, 48630661836227715204, 0, 0, 26410407726770964288, 0, 317193734530493170416, 0, 0, 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0, 0, -5244567980813609212841790951576, 0], 'weight': 22, 'weight_parity': 1}
• mf_hecke_nf •

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

  
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8988956469692469728568942080, 0], [0, -19415491271521022758157476233048, -14803111863223513100330985472, 0], [19583512957150657863414533526512, 0, 0, 9268524177427097015512561920], [0, 10170984098237417637516482911958, 16239918961036804581354157056, 0]], 'char_orbit_index': 2, 'field_poly': [26244, 0, 325, 0, 1], 'hecke_orbit_code': 13510867970687051, 'hecke_ring_character_values': [[26, [1, 0, 0, 0]], [52, [-1, 0, 0, 0]]], 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 162, 18, 1], 'hecke_ring_inverse_denominators': [1, 126, 126, 126], 'hecke_ring_inverse_numerators': [[1, 0, 0, 0], [0, -63, 1, 0], [-20475, 0, 0, 1], [0, 30681, -163, 0]], 'hecke_ring_numerators': [[1, 0, 0, 0], [0, 163, 0, 1], [0, 3409, 0, 7], [20475, 0, 126, 0]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 4, 'label': '75.22.b.d', 'level': 75, 'maxp': 997, 'weight': 22}
• 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': 36300, 'analytic_conductor': 209.60800821529656, 'char_conductor': 5, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': 1, 'char_values': [75, 2, [26, 52], [2, 1]], 'conrey_index': 49, 'cusp_dim': 204, 'dim': 64, 'eis_dim': 12, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 69088575563, 'hecke_orbit_dims': [2, 2, 2, 4, 6, 6, 6, 8, 12, 16], 'label': '75.22.b', 'level': 75, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 5], 'level_radical': 15, 'mf_dim': 216, 'mf_new_dim': 64, 'num_forms': 10, 'prim_orbit_index': 2, 'relative_dim': 64, 'sturm_bound': 220, 'trace_bound': 4, 'trace_display': [0, 0, 0, 0], 'traces': [64, 0, 0, -66781932, 0, 31414068, 0, 0, -223154201664, 0, -119566210064, 0, 0, 2024808384492, 0, 83961995679540, 0, 0, -180551235585468, 0, 93267553251996, 0, 0, 306221028356196, 0, 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15248471204611384584169963530816, 0, 0, -71545228039807722924433024635216, 0, 6906316088784593746505908047352, 0, 0, 22186609863142545587846874385744, 0, 7691466181833980281669641754848, 0, 0, -10441434709893855229765066746368, 0, -1453645982165437740355057653264, 0, 0, -52975381688137246238065033074864, 0, 22711954887234142416798513493800, 0, 0, 119009756968365162521409891537960, 0, 44688767966162452944695999154704, 0, 0, -129624041339476082371405708450392, 0, 79389936699854311847976353067996, 0, 0, -10811619764227930853904310757376, 0, 34532570169037282295883837276568, 0, 0, 129099167858816687185562887780112, 0, -15888172833681000551145932121752, 0, 0, 30176097505218239272625618503860, 0, 15443407239121134606178572129180, 0, 0, -166077317411127834095391854232384, 0, -49747339076930306227109002898904, 0, 0, 101696016566390554990377684187312, 0, 121321403327859298320664837404184, 0, 0, -101334961434649547866373092496872, 0, -60337197405852428824955856434592, 0, 0, 29238773393398065450692814616284, 0, 56090562192183355822321465110104, 0, 0, 130334032768106614452008069794792, 0, -116920617362162776055618134523560, 0, 0, -38498219551536351034765172761912, 0, 6822825878269299471042837339720, 0, 0, -20469822210394339696728348791664, 0, -324352698076355687235389054465008, 0, 0, 100713147327396435625367841567672, 0, -116469560149722602590074774116996, 0, 0, 246930502061684708909411841718024, 0, -77949105636948907811292522612648, 0, 0, -18224473786141067686312549325064, 0, -63191315015687809885515948549936, 0, 0, 350817585466712356649301987551956, 0, -32297952614461273750830999813832, 0, 0, -5297287097124801554460994816368, 0, 59191032925194340167505620552708, 0, 0, 29557722774832196170836977622360, 0, 16574031623119497359164184410208, 0, 0, -181891796988898968651890075760792, 0, -132891421440829769408976227675932, 0, 0, -134089749147364265847955469471136, 0, -12561769460378399294882109780000, 0, 0, -39989036467696472998541024342256, 0], 'weight': 22, '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: 66367
    {'conductor': 5, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 4, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '75.22.b.d', 'source_level': 75, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': True, 'target_label': '3.22.a.c', 'target_level': 3, 'twist_class_label': '3.22.a.c', 'twist_class_level': 3, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 22}
  • id: 66368
    {'conductor': 15, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 4, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '75.22.b.d', 'source_level': 75, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '9.22.a.e', 'target_level': 9, 'twist_class_label': '3.22.a.c', 'twist_class_level': 3, 'twisting_char_label': '15.e', 'twisting_char_orbit': 5, 'weight': 22}
  • id: 66369
    {'conductor': 20, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 4, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '75.22.b.d', 'source_level': 75, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '48.22.a.g', 'target_level': 48, 'twist_class_label': '3.22.a.c', 'twist_class_level': 3, 'twisting_char_label': '20.e', 'twisting_char_orbit': 5, 'weight': 22}
  • id: 66370
    {'conductor': 5, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 4, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '75.22.b.d', 'source_level': 75, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '75.22.a.d', 'target_level': 75, 'twist_class_label': '3.22.a.c', 'twist_class_level': 3, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 22}
  • id: 66371
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 2, 'source_dim': 4, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '75.22.b.d', 'source_level': 75, 'target_char_orbit': 2, 'target_dim': 4, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '75.22.b.d', 'target_level': 75, 'twist_class_label': '3.22.a.c', 'twist_class_level': 3, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 22}
  • id: 66372
    {'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 4, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '75.22.b.d', 'source_level': 75, 'target_char_orbit': 2, 'target_dim': 4, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '75.22.b.d', 'target_level': 75, 'twist_class_label': '3.22.a.c', 'twist_class_level': 3, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 22}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 239150
    {'charpoly_factorization': [[[6076185560064, 0, 5373540, 0, 1], 1]], 'hecke_orbit_code': 13510867970687051, 'p': 2}
  • id: 239151
    {'charpoly_factorization': [[[3486784401, 0, 1], 2]], 'hecke_orbit_code': 13510867970687051, 'p': 3}
  • id: 239152
    {'charpoly_factorization': [[[0, 1], 4]], 'hecke_orbit_code': 13510867970687051, 'p': 5}
  • id: 239153
    {'charpoly_factorization': [[[913622921233571915720561052160000, 0, 401806331225097344, 0, 1], 1]], 'hecke_orbit_code': 13510867970687051, 'p': 7}
  • id: 239154
    {'charpoly_factorization': [[[9567968315029628871312, -219869122968, 1], 2]], 'hecke_orbit_code': 13510867970687051, 'p': 11}
  • id: 239155
    {'charpoly_factorization': [[[337765093307376390030318270320123621963138562064, 0, 1164700461510122897382920, 0, 1], 1]], 'hecke_orbit_code': 13510867970687051, 'p': 13}
  • id: 239156
    {'charpoly_factorization': [[[618286420532360716762730674710202488455989540943376, 0, 78718148765589211209619848, 0, 1], 1]], 'hecke_orbit_code': 13510867970687051, 'p': 17}
  • id: 239157
    {'charpoly_factorization': [[[-1254902738782871092923486320, 11960585011624, 1], 2]], 'hecke_orbit_code': 13510867970687051, 'p': 19}
  • id: 239158
    {'charpoly_factorization': [[[73830947264401073310682873118864240993716207407229440000, 0, 38649695675189637257874700416, 0, 1], 1]], 'hecke_orbit_code': 13510867970687051, 'p': 23}
  • id: 239159
    {'charpoly_factorization': [[[-2678625580534482741391902181500, -1798520043674052, 1], 2]], 'hecke_orbit_code': 13510867970687051, 'p': 29}
  • id: 239160
    {'charpoly_factorization': [[[23459030795921047816036853920000, -11169107526944992, 1], 2]], 'hecke_orbit_code': 13510867970687051, 'p': 31}
  • id: 239161
    {'charpoly_factorization': [[[293738176437243414418153188273471395649176461135450938159925488400, 0, 1246164796553089523082818895792584, 0, 1], 1]], 'hecke_orbit_code': 13510867970687051, 'p': 37}
  • id: 239162
    {'charpoly_factorization': [[[-3236320683504071416217415206788380, -122972020616468052, 1], 2]], 'hecke_orbit_code': 13510867970687051, 'p': 41}
  • id: 239163
    {'charpoly_factorization': [[[417058657942396260744336891193153037598521383118690638683459587911936, 0, 42362500163056915955817750238836512, 0, 1], 1]], 'hecke_orbit_code': 13510867970687051, 'p': 43}
  • id: 239164
    {'charpoly_factorization': [[[30675908039899025924475330574082406609024812289781919019606408660320256, 0, 350686307490199781446993650546221568, 0, 1], 1]], 'hecke_orbit_code': 13510867970687051, 'p': 47}
  • id: 239165
    {'charpoly_factorization': [[[42861441875774679086694987178486042436114867918685125590904201635875600, 0, 415909786286072941348660010657219016, 0, 1], 1]], 'hecke_orbit_code': 13510867970687051, 'p': 53}
  • id: 239166
    {'charpoly_factorization': [[[-8330218510901569204890916469617236720, -3523823330903857224, 1], 2]], 'hecke_orbit_code': 13510867970687051, 'p': 59}
  • id: 239167
    {'charpoly_factorization': [[[-7499211833306953514709935971949729084, 1779023128451013860, 1], 2]], 'hecke_orbit_code': 13510867970687051, 'p': 61}
  • id: 239168
    {'charpoly_factorization': [[[1476568087177131150128315754042053941969249902408814718879968422652853084416, 0, 193884099573539221727431273294922559008, 0, 1], 1]], 'hecke_orbit_code': 13510867970687051, 'p': 67}
  • id: 239169
    {'charpoly_factorization': [[[73731940006249948459840818142158840384, -17379227131150420944, 1], 2]], 'hecke_orbit_code': 13510867970687051, 'p': 71}
  • id: 239170
    {'charpoly_factorization': [[[1386447500360904018592264327596775233011309383541624217669039129853510608163600, 0, 4944858874454287984299185365277791347656, 0, 1], 1]], 'hecke_orbit_code': 13510867970687051, 'p': 73}
  • id: 239171
    {'charpoly_factorization': [[[696870771172646553940685208956000896000, -54055785594190591040, 1], 2]], 'hecke_orbit_code': 13510867970687051, 'p': 79}
  • id: 239172
    {'charpoly_factorization': [[[1143898578976061361944031480381082053039617248610292995573517132475467788544, 0, 12277439917091002493250378162037512786720, 0, 1], 1]], 'hecke_orbit_code': 13510867970687051, 'p': 83}
  • id: 239173
    {'charpoly_factorization': [[[-1799807783379772542206757843646509935580, 226920767965448065524, 1], 2]], 'hecke_orbit_code': 13510867970687051, 'p': 89}
  • id: 239174
    {'charpoly_factorization': [[[75395607712991392566192050018704873663624012428023042763574781642542650125716546576, 0, 565634178711624684366243428163036297488648, 0, 1], 1]], 'hecke_orbit_code': 13510867970687051, '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': 4, 'label': '75.22.b.d', 'level': 75, 'portrait': 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', 'weight': 22}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 139413000
    {'hecke_orbit_code': 13510867970687051, 'n': 1, 'trace_an': 4}
  • id: 139413001
    {'hecke_orbit_code': 13510867970687051, 'n': 2, 'trace_an': 0}
  • id: 139413002
    {'hecke_orbit_code': 13510867970687051, 'n': 3, 'trace_an': 0}
  • id: 139413003
    {'hecke_orbit_code': 13510867970687051, 'n': 4, 'trace_an': -2358472}
  • id: 139413004
    {'hecke_orbit_code': 13510867970687051, 'n': 5, 'trace_an': 0}
  • id: 139413005
    {'hecke_orbit_code': 13510867970687051, 'n': 6, 'trace_an': 78653268}
  • id: 139413006
    {'hecke_orbit_code': 13510867970687051, 'n': 7, 'trace_an': 0}
  • id: 139413007
    {'hecke_orbit_code': 13510867970687051, 'n': 8, 'trace_an': 0}
  • id: 139413008
    {'hecke_orbit_code': 13510867970687051, 'n': 9, 'trace_an': -13947137604}
  • id: 139413009
    {'hecke_orbit_code': 13510867970687051, 'n': 10, 'trace_an': 0}
  • id: 139413010
    {'hecke_orbit_code': 13510867970687051, 'n': 11, 'trace_an': 439738245936}
  • id: 139413011
    {'hecke_orbit_code': 13510867970687051, 'n': 12, 'trace_an': 0}
  • id: 139413012
    {'hecke_orbit_code': 13510867970687051, 'n': 13, 'trace_an': 0}
  • id: 139413013
    {'hecke_orbit_code': 13510867970687051, 'n': 14, 'trace_an': 1422595413792}
  • id: 139413014
    {'hecke_orbit_code': 13510867970687051, 'n': 15, 'trace_an': 0}
  • id: 139413015
    {'hecke_orbit_code': 13510867970687051, 'n': 16, 'trace_an': -16577472881120}
  • id: 139413016
    {'hecke_orbit_code': 13510867970687051, 'n': 17, 'trace_an': 0}
  • id: 139413017
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  • id: 139413938
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  • id: 139413939
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  • id: 139413940
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  • id: 139413941
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  • id: 139413942
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  • id: 139413943
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  • id: 139413944
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  • id: 139413945
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  • id: 139413946
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  • id: 139413947
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  • id: 139413948
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  • id: 139413949
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  • id: 139413950
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  • id: 139413951
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  • id: 139413952
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  • id: 139413953
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  • id: 139413954
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  • id: 139413955
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  • id: 139413956
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  • id: 139413957
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  • id: 139413958
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  • id: 139413959
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  • id: 139413960
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  • id: 139413961
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  • id: 139413962
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  • id: 139413963
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  • id: 139413964
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  • id: 139413966
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  • id: 139413968
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  • id: 139413969
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  • id: 139413971
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  • id: 139413974
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  • id: 139413975
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  • id: 139413976
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  • id: 139413977
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  • id: 139413978
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  • id: 139413979
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  • id: 139413980
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  • id: 139413981
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  • id: 139413984
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  • id: 139413986
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  • id: 139413991
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  • id: 139413992
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  • id: 139413993
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  • id: 139413994
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  • id: 139413996
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  • id: 139413998
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  • id: 139413999
    {'hecke_orbit_code': 13510867970687051, 'n': 1000, 'trace_an': 0}