Embedded newform data - 36.23.d.c.19.4

Formats: - HTML - YAML - JSON - 2024-05-22T06:07:39.339487

• 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': 19044, 'analytic_conductor': 110.41467654306618, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 4, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 2, 'char_parity': -1, 'char_values': [36, 2, [19, 29], [1, 2]], 'cm_discs': [], 'conrey_index': 19, 'dim': 10, 'field_disc': -10288523472515165735670372964038866370760022727819144811776677362105560180784734375, 'field_disc_factorization': [[-1, 1], [3, 5], [5, 6], [7, 4], [11, 5], [13, 3], [17, 1], [19, 1], [42226040221, 2], [74419875128033715229, 2]], 'field_poly': [1168838172864011361183920640, -1820809561188275535801600, -95573988251584922880, -404504858109047040, 13335465927292608, 12622768560288, 34835133568, -45742928, -63342, -5, 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': [[5, [82621673006770209865932934618262500000, 8966985282192589845406227250000, 114069773482326113098000, -7851495219539480, -8545550, 1]]], 'hecke_orbit': 3, 'hecke_orbit_code': 9007405799047204, 'hecke_ring_generator_nbound': 11, 'hecke_ring_index': 53289259485846804072485903614869504, 'hecke_ring_index_factorization': [[2, 90], [3, 16]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 4, 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': '36.23.d.c', 'level': 36, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'minimal_twist': '4.23.b.a', 'prim_orbit_index': 2, 'qexp_display': 'q+(-154+\\beta _{1})q^{2}+(226446-147\\beta _{1}+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 10, 'rm_discs': [], 'sato_tate_group': '22.2.3.c2', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '36.23.d', 'trace_display': [-1540, 0, 17091100, 0], 'trace_hash': 2183679716103784730, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '8.764', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '416.728', 'prec': 24}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '29162.005', 'prec': 30}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.504', 'prec': 17}, 'traces': [10, -1540, 0, 2264464, 17091100, 0, 0, -9804431680, 0, 159414035240, 0, 0, -531230356540, 5894008940736, 0, -27717620084480, -14058178115540, 0, 0, -233643631625120, 0, 120589650366240, 0, 0, 7710175817606670, 3953973318046744, 0, 1177952265288960, 14464474185570172, 0, 0, 73831192092953600, 0, -26625976920357496, 0, 0, 324587767823538020, -369140808808591200, 0, -1158049295468479360, 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-1864018742935638390808535346314140, 5417873299969089798406611182747040, 0, 1864427124713772454648236147155200], 'weight': 23, 'weight_parity': -1}
• 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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[-0.04869243925087436, -0.08629551730814156], [0.0, 0.0], [0.5159269702195386, 0.015295363528176663], [-1.5506758267894376, 0.0], [0.0, 0.0], [0.0, -1.5183929448285203], [0.9350357686199419, 0.5647638375530535], [0.0, 0.0], [-0.418600022795903, -0.741866829185881], [0.0, 1.3233002524168562], [0.0, 0.0], [-1.9399276442862357, 0.0], [1.0815112484455587, -0.6102451483781106], [0.0, 0.0], [-0.03746167375309868, 0.0620223934012553], [1.473099566442202, 0.0], [0.0, 0.0], [0.0, -0.3731751933058771], [0.004413830440763905, -0.14888264421901948], [0.0, 0.0], [-0.6558550480255216, 0.37006768230299575], [0.0, -0.2711747069097592], [0.0, 0.0], [0.6679502087736614, 0.0], [-0.1965372110842958, -0.34831445213569096], [0.0, 0.0], [1.7146659764064063, -0.9015886915797913], [-0.5053595472125794, 0.0], [0.0, 0.0], [0.0, 0.06901146294911467], [-0.027356461789187582, 0.045291976176453023], [0.0, 0.0], [-0.14441941784201826, -0.2559483271685516], [0.0, -1.8873173649070718], [0.0, 0.0], [0.23676111340316575, 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[0.9206197139555269, 0.0], [-0.44725563449820865, -0.792651938202314], [0.0, 0.0], [0.058861410137724404, 0.03797750305536201], [0.991512647373637, 0.0], [0.0, 0.0], [0.0, 1.124051919597555], [0.24044185390365616, -0.3980809653948308], [0.0, 0.0], [-0.36867756932011214, -0.6533914105323034], [0.0, 0.21204991640693321], [0.0, 0.0], [-0.3768866558240495, 0.0], [0.09544049761735088, -0.05385251490771971], [0.0, 0.0], [-2.3034246655217623, -1.3912739996401078], [-0.09676283522215626, 0.0], [0.0, 0.0], [0.0, -0.1293919991584154], [1.0242681617222624, -0.5385705463692796], [0.0, 0.0], [0.5969848968139854, -0.33685006740277107], [0.0, 0.17156270827995831], [0.0, 0.0], [0.6448662614899506, 0.0], [-1.176653921359553, -2.08533317284064], [0.0, 0.0], [-0.015531319108684404, -0.00046044728334004083], [0.45082336772190396, 0.0], [0.0, 0.0], [0.0, -1.2395041441767725], [-1.6769671291964576, -1.0128921514234357], [0.0, 0.0], [-0.05831391833890705, -0.10334725116960214], [0.0, -0.16726804474547796], [0.0, 0.0], [0.7394576953345011, 0.0], [0.1856939504737341, -0.10477822817158212], [0.0, 0.0], [-0.607185667133388, 1.0052703080688066], [1.6009567751128033, 0.0], [0.0, 0.0], [0.0, 0.05752614644694851], [0.006390047525101768, -0.21554230163352142], [0.0, 0.0], [-0.522828551065802, 0.2950071829396451], [0.0, 0.8576819015593058], [0.0, 0.0], [0.060009851380553085, 0.0], [0.6720546008655859, 1.191053484550395], [0.0, 0.0], [-0.3248510564838386, -0.6178106038314456], [0.27159809927676976, 0.0], [0.0, 0.0], [0.0, 2.0673365332557143], [-0.8901112745644922, 1.473688335598332], [0.0, 0.0], [0.3044604535628881, 0.5395821762946297], [0.0, 1.9017051155811444], [0.0, 0.0], [1.6971291250005862, 0.0], [-0.006677869067937269, 0.003768002603828775], [0.0, 0.0], [-0.4746748558291703, -0.2867047466683481], [-0.40811531790852673, 0.0], [0.0, 0.0], [0.0, -0.9144483718102042], [-0.2767320342438986, 0.42890754934919556], [0.0, 0.0], [-0.14725049283679995, 0.08308642094947775], [0.0, -1.3117597920193291], [0.0, 0.0], [0.9833915922829588, 0.0], [0.3348825185188785, 0.5934978944913092], [0.0, 0.0], [0.05660868614110623, -1.9094641245425386]], 'angles': [None, None, -0.42073583780357915, 0.011305827668367997, -0.4070698707249116, -0.2888524868089266, -0.24128516062037114, 0.09722372684280207, -0.4467748596753118, -0.24442448398935332, 0.04107340954484787, -0.2146095024495359, -0.23428906544784633, -0.44969304809170807, 0.13882061951731592, -0.13661788469402003, 0.09820339381420747, -0.19325979797095955, 0.06307006142911559, -0.398471965771019, -0.3662133320197718, 0.11643248978947217, 0.007905375306255345, -0.44344081040558775, -0.27732254837557185, -0.09709085782064235, -0.41049939592083967, -0.45845561615312697, -0.2618638939877626, -0.19947645959289975, -0.3430406711703403, -0.37317037499898087, -0.35027137078761167, -0.4661035681679317, -0.27817886491804583, -0.4962639368065802, -0.2477709587312719, -0.433471846267988, -0.48128723143732355, -0.15692452941821375, -0.4208116166526488, 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-0.24090927830542955, -0.4146079582311627, -0.3639380866211776, -0.39080055492491284, -0.3355498190599477, -0.32038636611137417, -0.3738547379091894, -0.13855195661073127, 0.04997002374825564, -0.4869117032255815, -0.16139602379234755, -0.35161792533728814, -0.29008206263210723, -0.3912102194932895, -0.36279607836248395, 0.11507178483525102, -0.19580492603913083, -0.29065595618662077, 0.005492848102932448, -0.3036795769256716, 0.0561992002519387, -0.43913065903531867, -0.40393350393168365, -0.16744545680667927, -0.28017209032999585, -0.25770314896794333, 0.013669325774646201, -0.2138136449224778, 0.004578416728406779, 0.0705389623158114, -0.22831992337591583, 0.19989506045233474, -0.4244218504679288, -0.16818860444703793], 'char_orbit_index': 4, 'conrey_index': 19, 'dual_conrey_index': 19, 'dual_embedding_index': 3, 'dual_embedding_m': 3, 'embedding_index': 4, 'embedding_m': 4, 'embedding_root_imag': 251.60707826656935, 'embedding_root_real': 407.9124108680543, 'hecke_orbit': 3, 'hecke_orbit_code': 9007405799047204, 'label': '36.23.d.c.19.4', 'level': 36, 'weight': 23}
• 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

  
  {'Nk2': 19044, 'analytic_conductor': 110.41467654306618, 'char_conductor': 4, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 2, 'char_parity': -1, 'char_values': [36, 2, [19, 29], [1, 2]], 'conrey_index': 19, 'cusp_dim': 128, 'dim': 54, 'eis_dim': 8, 'eis_new_dim': 2, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 206544306212, 'hecke_orbit_dims': [1, 1, 10, 20, 22], 'label': '36.23.d', 'level': 36, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'mf_dim': 136, 'mf_new_dim': 56, 'num_forms': 5, 'prim_orbit_index': 2, 'relative_dim': 54, 'sturm_bound': 138, 'trace_bound': 2, 'trace_display': [1542, 0, -17091096, 0], 'traces': [54, 1542, 0, -3475692, -17091096, 0, 0, 15508284624, 0, 54480365532, 0, 0, -116318919276, -1843153159272, 0, 49010048648208, 52717773823440, 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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: 40796991
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 19, 'source_dim': 10, 'source_embedding_index': 4, 'source_hecke_orbit_code': 9007405799047204, 'source_is_minimal': False, 'source_label': '36.23.d.c.19.4', 'source_level': 36, 'target_conrey_index': 19, 'target_dim': 10, 'target_embedding_index': 4, 'target_hecke_orbit_code': 9007405799047204, 'target_is_minimal': False, 'target_label': '36.23.d.c.19.4', 'target_level': 36, 'twist_class_label': '4.23.b.a.3.7', 'twist_class_level': 4, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 23}
  • id: 40796992
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 19, 'source_dim': 10, 'source_embedding_index': 4, 'source_hecke_orbit_code': 9007405799047204, 'source_is_minimal': False, 'source_label': '36.23.d.c.19.4', 'source_level': 36, 'target_conrey_index': 3, 'target_dim': 10, 'target_embedding_index': 7, 'target_hecke_orbit_code': 69105352708, 'target_is_minimal': True, 'target_label': '4.23.b.a.3.7', 'target_level': 4, 'twist_class_label': '4.23.b.a.3.7', 'twist_class_level': 4, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 23}
  • id: 40796993
    {'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 19, 'source_dim': 10, 'source_embedding_index': 4, 'source_hecke_orbit_code': 9007405799047204, 'source_is_minimal': False, 'source_label': '36.23.d.c.19.4', 'source_level': 36, 'target_conrey_index': 19, 'target_dim': 10, 'target_embedding_index': 3, 'target_hecke_orbit_code': 9007405799047204, 'target_is_minimal': False, 'target_label': '36.23.d.c.19.3', 'target_level': 36, 'twist_class_label': '4.23.b.a.3.7', 'twist_class_level': 4, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 23}
  • id: 40796994
    {'conductor': 12, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 19, 'source_dim': 10, 'source_embedding_index': 4, 'source_hecke_orbit_code': 9007405799047204, 'source_is_minimal': False, 'source_label': '36.23.d.c.19.4', 'source_level': 36, 'target_conrey_index': 3, 'target_dim': 10, 'target_embedding_index': 8, 'target_hecke_orbit_code': 69105352708, 'target_is_minimal': True, 'target_label': '4.23.b.a.3.8', 'target_level': 4, 'twist_class_label': '4.23.b.a.3.7', 'twist_class_level': 4, 'twisting_char_label': '12.11', 'twisting_conrey_index': 11, 'weight': 23}
  • id: 40796995
    {'conductor': 24, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 19, 'source_dim': 10, 'source_embedding_index': 4, 'source_hecke_orbit_code': 9007405799047204, 'source_is_minimal': False, 'source_label': '36.23.d.c.19.4', 'source_level': 36, 'target_conrey_index': 63, 'target_dim': 10, 'target_embedding_index': 9, 'target_hecke_orbit_code': 18014536334311488, 'target_is_minimal': False, 'target_label': '64.23.c.e.63.9', 'target_level': 64, 'twist_class_label': '4.23.b.a.3.7', 'twist_class_level': 4, 'twisting_char_label': '24.5', 'twisting_conrey_index': 5, 'weight': 23}
  • id: 40796996
    {'conductor': 24, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 19, 'source_dim': 10, 'source_embedding_index': 4, 'source_hecke_orbit_code': 9007405799047204, 'source_is_minimal': False, 'source_label': '36.23.d.c.19.4', 'source_level': 36, 'target_conrey_index': 63, 'target_dim': 10, 'target_embedding_index': 2, 'target_hecke_orbit_code': 18014536334311488, 'target_is_minimal': False, 'target_label': '64.23.c.e.63.2', 'target_level': 64, 'twist_class_label': '4.23.b.a.3.7', 'twist_class_level': 4, 'twisting_char_label': '24.11', 'twisting_conrey_index': 11, 'weight': 23}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 131025
    {'charpoly_factorization': [[[1298074214633706907132624082305024, 476606915124871405836162826240, 3952620746161893043863552, 37527955262923058708480, 48213835566628732928, -3549806576271360, 11495074168832, 2133217280, 53568, 1540, 1], 1]], 'hecke_orbit_code': 9007405799047204, 'p': 2}
  • id: 131026
    {'charpoly_factorization': [[[0, 1], 10]], 'hecke_orbit_code': 9007405799047204, 'p': 3}
  • id: 131027
    {'charpoly_factorization': [[[82621673006770209865932934618262500000, 8966985282192589845406227250000, 114069773482326113098000, -7851495219539480, -8545550, 1], 2]], 'hecke_orbit_code': 9007405799047204, 'p': 5}
  • id: 131028
    {'charpoly_factorization': [[[8308448867760664367870331710928277323694892820879974965282731618006170107063578918912000000, 0, 123973151908917349984697208867585871589670289683534755721332370545049600000, 0, 243994361579847821834197974032068340882004804064247808000, 0, 115226404919964866398100963041728921600, 0, 19457328392584164096, 0, 1], 1]], 'hecke_orbit_code': 9007405799047204, 'p': 7}
  • id: 131029
    {'charpoly_factorization': [[[124122134492705079517315530362002929244126812338928601378595829276147132810983238163915760811784373302858874880000, 0, 32060809802166660259818211042746701008540119342328923855710608338385246629862877912943820800, 0, 2068880052231123669127899925827041714480900108013684742038544121856000, 0, 46010252245385352800056282047545392072050647040, 0, 384428022300240301521600, 0, 1], 1]], 'hecke_orbit_code': 9007405799047204, 'p': 11}
  • id: 131030
    {'charpoly_factorization': [[[4110171649517022937470292822303955076580231556229971596394080, 5675364442604126647557715586785701221342946253136, -2879217502497861704366652000984041360, -5084364272430714983124632, 265615178270, 1], 2]], 'hecke_orbit_code': 9007405799047204, 'p': 13}
  • id: 131031
    {'charpoly_factorization': [[[-2744827211048232204981253363708106478888962432289310934807780065760, 776933516332034818643427089743664952681788886112296016, -5415918519033638695355572806683425043120, -1811979291741919754656004312, 7029089057770, 1], 2]], 'hecke_orbit_code': 9007405799047204, 'p': 17}
  • id: 131032
    {'charpoly_factorization': [[[154468435552553115923149820106892741245239360836960558156462647392025427971369155979861245290854802742504779347191339911553451294720000, 0, 7386155614683344797789780588746026170403849596415899219072675067737403829966928638054952472278865923591372800, 0, 99028350990986841944525599733357999909361101192258505833783216412811973763622502400, 0, 256837043340051802563841772593787552868193330711201751040, 0, 31930963224118277314089965760, 0, 1], 1]], 'hecke_orbit_code': 9007405799047204, 'p': 19}
  • id: 131033
    {'charpoly_factorization': [[[24848002066033134696242067474505587656934103002764289755522243051427838737765541335390644817134934370912188241242236523864207202909651839799315660800, 0, 833790693751709391859398674901100304853945482049705493138323300333451896413288191190117716208518112587509385962455040000, 0, 3800682003419742056350895462514844681686175015767465764589585977236039773045136077713571840, 0, 6160305912882030280508564652471804395944314819927222581329920, 0, 4169445806757950023451816368896, 0, 1], 1]], 'hecke_orbit_code': 9007405799047204, 'p': 23}
  • id: 131034
    {'charpoly_factorization': [[[-79265192304987352868068298607965579035032459556068330400667572088069263264888928, 91125020780198653773643427884241220199183115642321793569893528912, 2412153657188162808986568254931320533847108442256, -596747062255211171244225699659672, -7232237092785086, 1], 2]], 'hecke_orbit_code': 9007405799047204, 'p': 29}
  • id: 131035
    {'charpoly_factorization': [[[249819404843948388626855591095809311713379392545254204988636322318847501091940844960791167521820673402046972141000423485078437036001229784277816811313574308741120000, 0, 2467152022856680768787419132371070287479136785798580630556893744350413183142185053730898805567706533180324999617762568318655188172800, 0, 7230124385519313595374034022975761545544763587155103884032281137967112532221342287735277062874726400, 0, 9106537590766609820620093046896004168980739539251854630565068144640, 0, 5094853641787517444102760883138560, 0, 1], 1]], 'hecke_orbit_code': 9007405799047204, 'p': 31}
  • id: 131036
    {'charpoly_factorization': [[[-2273618625176127950412873353764128839942066752392250533770986476550277143720759836320, -246811801759740412804475365374460095621153211589997148037332404374704, 6973216373722513442712820910841585508808256286090480, -37499030181655307602722722124443672, -162293883911769010, 1], 2]], 'hecke_orbit_code': 9007405799047204, 'p': 37}
  • id: 131037
    {'charpoly_factorization': [[[-8089063349317071332514635219899181696397990610856492852804035818485297935658906282471648, 56536292000298465576193645257552821163620481277333411397844440226444880, 223951407208029639950443145452291318756448448283310800, -470125020716613222344693982912865880, -677728672907116550, 1], 2]], 'hecke_orbit_code': 9007405799047204, 'p': 41}
  • id: 131038
    {'charpoly_factorization': [[[12827041156125836929719570712391179968820540968512426289544949931092479777718586347048857863714205446240930331430509067140102715815152943585346626439194165151345057508360192000000, 0, 196261045530110911788043489062904301627138495653548274382062869777048557293246101546416941356273998985447855372594717971844996066156006604800000, 0, 1087427333096861401433015942463020404013365036709308239095183442738557946269136415300989111659456177307648000, 0, 2676458744841849069220604409358473307629455804254374195991873558383206400, 0, 2836107386308690658370534930943010496, 0, 1], 1]], 'hecke_orbit_code': 9007405799047204, 'p': 43}
  • id: 131039
    {'charpoly_factorization': [[[159136462231027579455239772290520949809762560033903536209946037064229583937955979509951163882325949879049510326887285182793759430317274276111318095752916525748038607003571144412364800, 0, 511377917919134707304377155922474605308125067531329182638888435434879355335981936328224798596082324375310390950875188887895570941312712846396620800, 0, 560118224747843258439606003351761037162336040139806366505306728411840546476340493500143443628016234578302730240, 0, 236210404044849033698829911602509783409470448318178948954571684541932503040, 0, 28257038110837840207377093217730497536, 0, 1], 1]], 'hecke_orbit_code': 9007405799047204, 'p': 47}
  • id: 131040
    {'charpoly_factorization': [[[-46602680304382590991170105878616812602054996517993132489281271678330723917573018989123568511840, 5102953041419408866817737535058088101844188227949037334429481921774814236496, 1919478796812842443658750420552704521612381658502402110480, -244582881897610909146225698312288469272, -5712172383113009390, 1], 2]], 'hecke_orbit_code': 9007405799047204, 'p': 53}
  • id: 131041
    {'charpoly_factorization': [[[27024828710329019866696755916197990184103304219452490944243480206788385541198801233379683270673327585172734350254407787377642290008162653338667574614952575491340269817970704548579057839636480000, 0, 612343880258762431996645693602270341141323014017904289475356371898762265227439993178042448584676406595238293762762940020597569557402990898866631868206284800, 0, 3118923207018550468308438526121983384959957864366629656846342664696664424046016975579670462206678767990170066236211200, 0, 5504370933593922958938280070856103900322939355178350636370660303755984956989440, 0, 3961429220487149649385111934984790847680, 0, 1], 1]], 'hecke_orbit_code': 9007405799047204, 'p': 59}
  • id: 131042
    {'charpoly_factorization': [[[16395974280641709627440341204557813269021376927824186885319825517398258863380172984838087413189728, -2879623285431035253882938405388107288648039936943823893776205410054165226197680, 164324594107177199397650851816634460926968647140731290801520, -2911932111573616406445708635547232551320, -29120859073091610370, 1], 2]], 'hecke_orbit_code': 9007405799047204, 'p': 61}
  • id: 131043
    {'charpoly_factorization': [[[767611633959383012863165289336127847629707502859690189489877557300587157850994196453931017937395059548583239210413803763890921586076962357817139771896805378504795324905347262862353499215326176136396800, 0, 334208461742698216129223674734125293963390000443672190973932827670886655373791641320789832575848471226736402912290207244647050282719020604246045298971496362803200, 0, 50051711007470726923772675199387288283753447169505128363276795754101219267445353814109299835025736763729030665488278487040, 0, 3254159670055159088529558468737266713853559243567318293432417548924952525671014400, 0, 94413118207286964091037925917147814695616, 0, 1], 1]], 'hecke_orbit_code': 9007405799047204, 'p': 67}
  • id: 131044
    {'charpoly_factorization': [[[58355595512041382070570129268034643376766691480948157888879857570523772879997973512688346711027355749501698472514544460554970878101168503673741403279772377325683762621874946591397260724121071905669120000, 0, 14025850546876180493917209480164429553435111428565016123620483392941376934179751274787483714509448644545519335180346172171423315823812973863180326335172190194892800, 0, 1010664207947960617718856518467539026777365636705316453340337951727011709573723769364393199878398994365167830250448066969600, 0, 27532324349932597371584526566354226458141724564395463981589789391681427374374256640, 0, 293566638690262765108942154220764217680640, 0, 1], 1]], 'hecke_orbit_code': 9007405799047204, 'p': 71}
  • id: 131045
    {'charpoly_factorization': [[[-269477062817655885944250284361776487108345388629535926869841200587259920921473173934994321718741576480, 10380338603310737391112538092186418027352066279104617806034397390144786011107995216, 8963998617188925501621884741554246410014830554918469158099760, -234052965770269223968845207429656628250712, -41515211112437941690, 1], 2]], 'hecke_orbit_code': 9007405799047204, 'p': 73}
  • id: 131046
    {'charpoly_factorization': [[[177497727356926941386715332393330327288474346297409282890807323854946880576560539031570082497519857886857856219605161086445789356825736527481653552839586144476300436763506939575958135119582225201314995896320000, 0, 1529902384375598204522910729309189618494357603888560655045095277716403300056077012653006398454139520292784191120620927508131675121783376584532556901271380812809161932800, 0, 4556633209340946375215851436504698851254382386274566201068488388132103310850972535768230726780053153970748014011289054897766400, 0, 6236948496549057160852915650904012892496885624168293021521058566671388029535062589440, 0, 4032724150863588448132893822077257060469760, 0, 1], 1]], 'hecke_orbit_code': 9007405799047204, 'p': 79}
  • id: 131047
    {'charpoly_factorization': [[[114688573363857174297168462199251399437619851610618905311424055956835313759827967309400226802630292185286843149384914230733125987996138517890365879096088306477673444715622634427246699611648769498147831205068800, 0, 7456497165224793499236818778859858401118731433915913217267586817242720188504413008584732780074413393306242144816148508297803362838229013069839786458793550551709646848000, 0, 27599010768836414581049856446484231275093480165947531775667028367421605721911084319978907721533154069488629206602816707915939840, 0, 28990903916089918142949174003018428141537137572027827923777342491713765741897227345920, 0, 10147260470759844262751420603737301684895936, 0, 1], 1]], 'hecke_orbit_code': 9007405799047204, 'p': 83}
  • id: 131048
    {'charpoly_factorization': [[[-22016396403555568687770501226557885383658438016358832826513458571708191748861013298219686238986271365727968, 67558821761030653951276455538013798419456583116750082723242853935822306537137255844432, 72336099084206191050811703125050530283485299606928595926546896, -20814508784574814656169261532583815340454232, 1710334603264252807834, 1], 2]], 'hecke_orbit_code': 9007405799047204, 'p': 89}
  • id: 131049
    {'charpoly_factorization': [[[361234361337403357765919935211042502349735653273236676385174780671992722813912160285594124839982652101430240, -618697873588920410491419740867668741103252362048709205566035761364728918056867604240304, -564942853316615937149787389519846538553734419144640387450971205200, -83836434697897506675180532157181245239813592, 10214955373223098073270, 1], 2]], 'hecke_orbit_code': 9007405799047204, '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': 4, 'hecke_orbit': 3, 'label': '36.23.d.c', 'level': 36, 'portrait': 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', 'weight': 23}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 117800000
    {'hecke_orbit_code': 9007405799047204, 'n': 1, 'trace_an': 10}
  • id: 117800001
    {'hecke_orbit_code': 9007405799047204, 'n': 2, 'trace_an': -1540}
  • id: 117800002
    {'hecke_orbit_code': 9007405799047204, 'n': 3, 'trace_an': 0}
  • id: 117800003
    {'hecke_orbit_code': 9007405799047204, 'n': 4, 'trace_an': 2264464}
  • id: 117800004
    {'hecke_orbit_code': 9007405799047204, 'n': 5, 'trace_an': 17091100}
  • id: 117800005
    {'hecke_orbit_code': 9007405799047204, 'n': 6, 'trace_an': 0}
  • id: 117800006
    {'hecke_orbit_code': 9007405799047204, 'n': 7, 'trace_an': 0}
  • id: 117800007
    {'hecke_orbit_code': 9007405799047204, 'n': 8, 'trace_an': -9804431680}
  • id: 117800008
    {'hecke_orbit_code': 9007405799047204, 'n': 9, 'trace_an': 0}
  • id: 117800009
    {'hecke_orbit_code': 9007405799047204, 'n': 10, 'trace_an': 159414035240}
  • id: 117800010
    {'hecke_orbit_code': 9007405799047204, 'n': 11, 'trace_an': 0}
  • id: 117800011
    {'hecke_orbit_code': 9007405799047204, 'n': 12, 'trace_an': 0}
  • id: 117800012
    {'hecke_orbit_code': 9007405799047204, 'n': 13, 'trace_an': -531230356540}
  • id: 117800013
    {'hecke_orbit_code': 9007405799047204, 'n': 14, 'trace_an': 5894008940736}
  • id: 117800014
    {'hecke_orbit_code': 9007405799047204, 'n': 15, 'trace_an': 0}
  • id: 117800015
    {'hecke_orbit_code': 9007405799047204, 'n': 16, 'trace_an': -27717620084480}
  • id: 117800016
    {'hecke_orbit_code': 9007405799047204, 'n': 17, 'trace_an': -14058178115540}
  • id: 117800017
    {'hecke_orbit_code': 9007405799047204, 'n': 18, 'trace_an': 0}
  • id: 117800018
    {'hecke_orbit_code': 9007405799047204, 'n': 19, 'trace_an': 0}
  • id: 117800019
    {'hecke_orbit_code': 9007405799047204, 'n': 20, 'trace_an': -233643631625120}
  • id: 117800020
    {'hecke_orbit_code': 9007405799047204, 'n': 21, 'trace_an': 0}
  • id: 117800021
    {'hecke_orbit_code': 9007405799047204, 'n': 22, 'trace_an': 120589650366240}
  • id: 117800022
    {'hecke_orbit_code': 9007405799047204, 'n': 23, 'trace_an': 0}
  • id: 117800023
    {'hecke_orbit_code': 9007405799047204, 'n': 24, 'trace_an': 0}
  • id: 117800024
    {'hecke_orbit_code': 9007405799047204, 'n': 25, 'trace_an': 7710175817606670}
  • id: 117800025
    {'hecke_orbit_code': 9007405799047204, 'n': 26, 'trace_an': 3953973318046744}
  • id: 117800026
    {'hecke_orbit_code': 9007405799047204, 'n': 27, 'trace_an': 0}
  • id: 117800027
    {'hecke_orbit_code': 9007405799047204, 'n': 28, 'trace_an': 1177952265288960}
  • id: 117800028
    {'hecke_orbit_code': 9007405799047204, 'n': 29, 'trace_an': 14464474185570172}
  • id: 117800029
    {'hecke_orbit_code': 9007405799047204, 'n': 30, 'trace_an': 0}
  • id: 117800030
    {'hecke_orbit_code': 9007405799047204, 'n': 31, 'trace_an': 0}
  • id: 117800031
    {'hecke_orbit_code': 9007405799047204, 'n': 32, 'trace_an': 73831192092953600}
  • id: 117800032
    {'hecke_orbit_code': 9007405799047204, 'n': 33, 'trace_an': 0}
  • id: 117800033
    {'hecke_orbit_code': 9007405799047204, 'n': 34, 'trace_an': -26625976920357496}
  • id: 117800034
    {'hecke_orbit_code': 9007405799047204, 'n': 35, 'trace_an': 0}
  • id: 117800035
    {'hecke_orbit_code': 9007405799047204, 'n': 36, 'trace_an': 0}
  • id: 117800036
    {'hecke_orbit_code': 9007405799047204, 'n': 37, 'trace_an': 324587767823538020}
  • id: 117800037
    {'hecke_orbit_code': 9007405799047204, 'n': 38, 'trace_an': -369140808808591200}
  • id: 117800038
    {'hecke_orbit_code': 9007405799047204, 'n': 39, 'trace_an': 0}
  • id: 117800039
    {'hecke_orbit_code': 9007405799047204, 'n': 40, 'trace_an': -1158049295468479360}
  • id: 117800040
    {'hecke_orbit_code': 9007405799047204, 'n': 41, 'trace_an': 1355457345814233100}
  • id: 117800041
    {'hecke_orbit_code': 9007405799047204, 'n': 42, 'trace_an': 0}
  • id: 117800042
    {'hecke_orbit_code': 9007405799047204, 'n': 43, 'trace_an': 0}
  • id: 117800043
    {'hecke_orbit_code': 9007405799047204, 'n': 44, 'trace_an': 1919761520625210240}
  • id: 117800044
    {'hecke_orbit_code': 9007405799047204, 'n': 45, 'trace_an': 0}
  • id: 117800045
    {'hecke_orbit_code': 9007405799047204, 'n': 46, 'trace_an': 6132624002565203904}
  • id: 117800046
    {'hecke_orbit_code': 9007405799047204, 'n': 47, 'trace_an': 0}
  • id: 117800047
    {'hecke_orbit_code': 9007405799047204, 'n': 48, 'trace_an': 0}
  • id: 117800048
    {'hecke_orbit_code': 9007405799047204, 'n': 49, 'trace_an': 183553700661552298}
  • id: 117800049
    {'hecke_orbit_code': 9007405799047204, 'n': 50, 'trace_an': -29084394113996178540}
  • id: 117800050
    {'hecke_orbit_code': 9007405799047204, 'n': 51, 'trace_an': 0}
  • id: 117800051
    {'hecke_orbit_code': 9007405799047204, 'n': 52, 'trace_an': -38492433127521128800}
  • id: 117800052
    {'hecke_orbit_code': 9007405799047204, 'n': 53, 'trace_an': 11424344766226018780}
  • id: 117800053
    {'hecke_orbit_code': 9007405799047204, 'n': 54, 'trace_an': 0}
  • id: 117800054
    {'hecke_orbit_code': 9007405799047204, 'n': 55, 'trace_an': 0}
  • id: 117800055
    {'hecke_orbit_code': 9007405799047204, 'n': 56, 'trace_an': 102844865827678657536}
  • id: 117800056
    {'hecke_orbit_code': 9007405799047204, 'n': 57, 'trace_an': 0}
  • id: 117800057
    {'hecke_orbit_code': 9007405799047204, 'n': 58, 'trace_an': 173059696836432320360}
  • id: 117800058
    {'hecke_orbit_code': 9007405799047204, 'n': 59, 'trace_an': 0}
  • id: 117800059
    {'hecke_orbit_code': 9007405799047204, 'n': 60, 'trace_an': 0}
  • id: 117800060
    {'hecke_orbit_code': 9007405799047204, 'n': 61, 'trace_an': 58241718146183220740}
  • id: 117800061
    {'hecke_orbit_code': 9007405799047204, 'n': 62, 'trace_an': -317897221476923285760}
  • id: 117800062
    {'hecke_orbit_code': 9007405799047204, 'n': 63, 'trace_an': 0}
  • id: 117800063
    {'hecke_orbit_code': 9007405799047204, 'n': 64, 'trace_an': -412080172429987966976}
  • id: 117800064
    {'hecke_orbit_code': 9007405799047204, 'n': 65, 'trace_an': 121531695066047433560}
  • id: 117800065
    {'hecke_orbit_code': 9007405799047204, 'n': 66, 'trace_an': 0}
  • id: 117800066
    {'hecke_orbit_code': 9007405799047204, 'n': 67, 'trace_an': 0}
  • id: 117800067
    {'hecke_orbit_code': 9007405799047204, 'n': 68, 'trace_an': 667890522330713878240}
  • id: 117800068
    {'hecke_orbit_code': 9007405799047204, 'n': 69, 'trace_an': 0}
  • id: 117800069
    {'hecke_orbit_code': 9007405799047204, 'n': 70, 'trace_an': 1014396282552321513600}
  • id: 117800070
    {'hecke_orbit_code': 9007405799047204, 'n': 71, 'trace_an': 0}
  • id: 117800071
    {'hecke_orbit_code': 9007405799047204, 'n': 72, 'trace_an': 0}
  • id: 117800072
    {'hecke_orbit_code': 9007405799047204, 'n': 73, 'trace_an': 83030422224875883380}
  • id: 117800073
    {'hecke_orbit_code': 9007405799047204, 'n': 74, 'trace_an': -801906083011176262184}
  • id: 117800074
    {'hecke_orbit_code': 9007405799047204, 'n': 75, 'trace_an': 0}
  • id: 117800075
    {'hecke_orbit_code': 9007405799047204, 'n': 76, 'trace_an': 286747421140990627200}
  • id: 117800076
    {'hecke_orbit_code': 9007405799047204, 'n': 77, 'trace_an': 704201825495570814720}
  • id: 117800077
    {'hecke_orbit_code': 9007405799047204, 'n': 78, 'trace_an': 0}
  • id: 117800078
    {'hecke_orbit_code': 9007405799047204, 'n': 79, 'trace_an': 0}
  • id: 117800079
    {'hecke_orbit_code': 9007405799047204, 'n': 80, 'trace_an': -1509611955050789726720}
  • id: 117800080
    {'hecke_orbit_code': 9007405799047204, 'n': 81, 'trace_an': 0}
  • id: 117800081
    {'hecke_orbit_code': 9007405799047204, 'n': 82, 'trace_an': -2389572513290905036600}
  • id: 117800082
    {'hecke_orbit_code': 9007405799047204, 'n': 83, 'trace_an': 0}
  • id: 117800083
    {'hecke_orbit_code': 9007405799047204, 'n': 84, 'trace_an': 0}
  • id: 117800084
    {'hecke_orbit_code': 9007405799047204, 'n': 85, 'trace_an': -1796890366112110859960}
  • id: 117800085
    {'hecke_orbit_code': 9007405799047204, 'n': 86, 'trace_an': 8221838255181360278496}
  • id: 117800086
    {'hecke_orbit_code': 9007405799047204, 'n': 87, 'trace_an': 0}
  • id: 117800087
    {'hecke_orbit_code': 9007405799047204, 'n': 88, 'trace_an': 11178210842814940531200}
  • id: 117800088
    {'hecke_orbit_code': 9007405799047204, 'n': 89, 'trace_an': -3420669206528505615668}
  • id: 117800089
    {'hecke_orbit_code': 9007405799047204, 'n': 90, 'trace_an': 0}
  • id: 117800090
    {'hecke_orbit_code': 9007405799047204, 'n': 91, 'trace_an': 0}
  • id: 117800091
    {'hecke_orbit_code': 9007405799047204, 'n': 92, 'trace_an': -21476264197983864733440}
  • id: 117800092
    {'hecke_orbit_code': 9007405799047204, 'n': 93, 'trace_an': 0}
  • id: 117800093
    {'hecke_orbit_code': 9007405799047204, 'n': 94, 'trace_an': -20874543047091388369536}
  • id: 117800094
    {'hecke_orbit_code': 9007405799047204, 'n': 95, 'trace_an': 0}
  • id: 117800095
    {'hecke_orbit_code': 9007405799047204, 'n': 96, 'trace_an': 0}
  • id: 117800096
    {'hecke_orbit_code': 9007405799047204, 'n': 97, 'trace_an': -20429910746446196146540}
  • id: 117800097
    {'hecke_orbit_code': 9007405799047204, 'n': 98, 'trace_an': 23110416876469762175420}
  • id: 117800098
    {'hecke_orbit_code': 9007405799047204, 'n': 99, 'trace_an': 0}
  • id: 117800099
    {'hecke_orbit_code': 9007405799047204, 'n': 100, 'trace_an': 30736235391151635052080}
  • id: 117800100
    {'hecke_orbit_code': 9007405799047204, 'n': 101, 'trace_an': 20451181288120097707420}
  • id: 117800101
    {'hecke_orbit_code': 9007405799047204, 'n': 102, 'trace_an': 0}
  • id: 117800102
    {'hecke_orbit_code': 9007405799047204, 'n': 103, 'trace_an': 0}
  • id: 117800103
    {'hecke_orbit_code': 9007405799047204, 'n': 104, 'trace_an': -19622060855605077375104}
  • id: 117800104
    {'hecke_orbit_code': 9007405799047204, 'n': 105, 'trace_an': 0}
  • id: 117800105
    {'hecke_orbit_code': 9007405799047204, 'n': 106, 'trace_an': 10819709415785396181416}
  • id: 117800106
    {'hecke_orbit_code': 9007405799047204, 'n': 107, 'trace_an': 0}
  • id: 117800107
    {'hecke_orbit_code': 9007405799047204, 'n': 108, 'trace_an': 0}
  • id: 117800108
    {'hecke_orbit_code': 9007405799047204, 'n': 109, 'trace_an': 3608970935944738391108}
  • id: 117800109
    {'hecke_orbit_code': 9007405799047204, 'n': 110, 'trace_an': -101417173500156631191360}
  • id: 117800110
    {'hecke_orbit_code': 9007405799047204, 'n': 111, 'trace_an': 0}
  • id: 117800111
    {'hecke_orbit_code': 9007405799047204, 'n': 112, 'trace_an': -141532491766064928829440}
  • id: 117800112
    {'hecke_orbit_code': 9007405799047204, 'n': 113, 'trace_an': 26117671669453415340460}
  • id: 117800113
    {'hecke_orbit_code': 9007405799047204, 'n': 114, 'trace_an': 0}
  • id: 117800114
    {'hecke_orbit_code': 9007405799047204, 'n': 115, 'trace_an': 0}
  • id: 117800115
    {'hecke_orbit_code': 9007405799047204, 'n': 116, 'trace_an': 117107523093784046965600}
  • id: 117800116
    {'hecke_orbit_code': 9007405799047204, 'n': 117, 'trace_an': 0}
  • id: 117800117
    {'hecke_orbit_code': 9007405799047204, 'n': 118, 'trace_an': 236249295345554599877280}
  • id: 117800118
    {'hecke_orbit_code': 9007405799047204, 'n': 119, 'trace_an': 0}
  • id: 117800119
    {'hecke_orbit_code': 9007405799047204, 'n': 120, 'trace_an': 0}
  • id: 117800120
    {'hecke_orbit_code': 9007405799047204, 'n': 121, 'trace_an': 45171449267917008090010}
  • id: 117800121
    {'hecke_orbit_code': 9007405799047204, 'n': 122, 'trace_an': -348306168992777067726440}
  • id: 117800122
    {'hecke_orbit_code': 9007405799047204, 'n': 123, 'trace_an': 0}
  • id: 117800123
    {'hecke_orbit_code': 9007405799047204, 'n': 124, 'trace_an': -465000036644636543155200}
  • id: 117800124
    {'hecke_orbit_code': 9007405799047204, 'n': 125, 'trace_an': -362095184670655347829000}
  • id: 117800125
    {'hecke_orbit_code': 9007405799047204, 'n': 126, 'trace_an': 0}
  • id: 117800126
    {'hecke_orbit_code': 9007405799047204, 'n': 127, 'trace_an': 0}
  • id: 117800127
    {'hecke_orbit_code': 9007405799047204, 'n': 128, 'trace_an': 622070880844756642611200}
  • id: 117800128
    {'hecke_orbit_code': 9007405799047204, 'n': 129, 'trace_an': 0}
  • id: 117800129
    {'hecke_orbit_code': 9007405799047204, 'n': 130, 'trace_an': 276459746797100080975120}
  • id: 117800130
    {'hecke_orbit_code': 9007405799047204, 'n': 131, 'trace_an': 0}
  • id: 117800131
    {'hecke_orbit_code': 9007405799047204, 'n': 132, 'trace_an': 0}
  • id: 117800132
    {'hecke_orbit_code': 9007405799047204, 'n': 133, 'trace_an': 23839672459236145908480}
  • id: 117800133
    {'hecke_orbit_code': 9007405799047204, 'n': 134, 'trace_an': 187005274047402829775136}
  • id: 117800134
    {'hecke_orbit_code': 9007405799047204, 'n': 135, 'trace_an': 0}
  • id: 117800135
    {'hecke_orbit_code': 9007405799047204, 'n': 136, 'trace_an': 574523252604211082132096}
  • id: 117800136
    {'hecke_orbit_code': 9007405799047204, 'n': 137, 'trace_an': 94308196423583204491660}
  • id: 117800137
    {'hecke_orbit_code': 9007405799047204, 'n': 138, 'trace_an': 0}
  • id: 117800138
    {'hecke_orbit_code': 9007405799047204, 'n': 139, 'trace_an': 0}
  • id: 117800139
    {'hecke_orbit_code': 9007405799047204, 'n': 140, 'trace_an': -912321617852426606092800}
  • id: 117800140
    {'hecke_orbit_code': 9007405799047204, 'n': 141, 'trace_an': 0}
  • id: 117800141
    {'hecke_orbit_code': 9007405799047204, 'n': 142, 'trace_an': -1326514170205026374604480}
  • id: 117800142
    {'hecke_orbit_code': 9007405799047204, 'n': 143, 'trace_an': 0}
  • id: 117800143
    {'hecke_orbit_code': 9007405799047204, 'n': 144, 'trace_an': 0}
  • id: 117800144
    {'hecke_orbit_code': 9007405799047204, 'n': 145, 'trace_an': -39603429537868934568920}
  • id: 117800145
    {'hecke_orbit_code': 9007405799047204, 'n': 146, 'trace_an': 3334440367920606446087224}
  • id: 117800146
    {'hecke_orbit_code': 9007405799047204, 'n': 147, 'trace_an': 0}
  • id: 117800147
    {'hecke_orbit_code': 9007405799047204, 'n': 148, 'trace_an': 2627668896935172591681440}
  • id: 117800148
    {'hecke_orbit_code': 9007405799047204, 'n': 149, 'trace_an': -1454195906537661356481188}
  • id: 117800149
    {'hecke_orbit_code': 9007405799047204, 'n': 150, 'trace_an': 0}
  • id: 117800150
    {'hecke_orbit_code': 9007405799047204, 'n': 151, 'trace_an': 0}
  • id: 117800151
    {'hecke_orbit_code': 9007405799047204, 'n': 152, 'trace_an': -4200678601783315543457280}
  • id: 117800152
    {'hecke_orbit_code': 9007405799047204, 'n': 153, 'trace_an': 0}
  • id: 117800153
    {'hecke_orbit_code': 9007405799047204, 'n': 154, 'trace_an': -3915048846029723676341760}
  • id: 117800154
    {'hecke_orbit_code': 9007405799047204, 'n': 155, 'trace_an': 0}
  • id: 117800155
    {'hecke_orbit_code': 9007405799047204, 'n': 156, 'trace_an': 0}
  • id: 117800156
    {'hecke_orbit_code': 9007405799047204, 'n': 157, 'trace_an': 2702828985869795625625220}
  • id: 117800157
    {'hecke_orbit_code': 9007405799047204, 'n': 158, 'trace_an': -66453575982216666998400}
  • id: 117800158
    {'hecke_orbit_code': 9007405799047204, 'n': 159, 'trace_an': 0}
  • id: 117800159
    {'hecke_orbit_code': 9007405799047204, 'n': 160, 'trace_an': 1083108318733789710387200}
  • id: 117800160
    {'hecke_orbit_code': 9007405799047204, 'n': 161, 'trace_an': 1185315414364229711012352}
  • id: 117800161
    {'hecke_orbit_code': 9007405799047204, 'n': 162, 'trace_an': 0}
  • id: 117800162
    {'hecke_orbit_code': 9007405799047204, 'n': 163, 'trace_an': 0}
  • id: 117800163
    {'hecke_orbit_code': 9007405799047204, 'n': 164, 'trace_an': -421817555874960760690208}
  • id: 117800164
    {'hecke_orbit_code': 9007405799047204, 'n': 165, 'trace_an': 0}
  • id: 117800165
    {'hecke_orbit_code': 9007405799047204, 'n': 166, 'trace_an': -3074757568480685488518816}
  • id: 117800166
    {'hecke_orbit_code': 9007405799047204, 'n': 167, 'trace_an': 0}
  • id: 117800167
    {'hecke_orbit_code': 9007405799047204, 'n': 168, 'trace_an': 0}
  • id: 117800168
    {'hecke_orbit_code': 9007405799047204, 'n': 169, 'trace_an': -11639828843970883358689362}
  • id: 117800169
    {'hecke_orbit_code': 9007405799047204, 'n': 170, 'trace_an': -10034906877049040849020240}
  • id: 117800170
    {'hecke_orbit_code': 9007405799047204, 'n': 171, 'trace_an': 0}
  • id: 117800171
    {'hecke_orbit_code': 9007405799047204, 'n': 172, 'trace_an': -11572495096908366384447360}
  • id: 117800172
    {'hecke_orbit_code': 9007405799047204, 'n': 173, 'trace_an': -2778614312508628925851460}
  • id: 117800173
    {'hecke_orbit_code': 9007405799047204, 'n': 174, 'trace_an': 0}
  • id: 117800174
    {'hecke_orbit_code': 9007405799047204, 'n': 175, 'trace_an': 0}
  • id: 117800175
    {'hecke_orbit_code': 9007405799047204, 'n': 176, 'trace_an': 13705046064708251461908480}
  • id: 117800176
    {'hecke_orbit_code': 9007405799047204, 'n': 177, 'trace_an': 0}
  • id: 117800177
    {'hecke_orbit_code': 9007405799047204, 'n': 178, 'trace_an': 32755780815647761928384840}
  • id: 117800178
    {'hecke_orbit_code': 9007405799047204, 'n': 179, 'trace_an': 0}
  • id: 117800179
    {'hecke_orbit_code': 9007405799047204, 'n': 180, 'trace_an': 0}
  • id: 117800180
    {'hecke_orbit_code': 9007405799047204, 'n': 181, 'trace_an': 12885457958712825312226340}
  • id: 117800181
    {'hecke_orbit_code': 9007405799047204, 'n': 182, 'trace_an': -17369759914053833132864640}
  • id: 117800182
    {'hecke_orbit_code': 9007405799047204, 'n': 183, 'trace_an': 0}
  • id: 117800183
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