Newform data - 315.10.b.a

Formats: - HTML - YAML - JSON - 2024-12-26T12:24:03.024524

• 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': 31500, 'analytic_conductor': 162.23628839162004, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 21, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': 1, 'char_values': [315, 2, [281, 127, 136], [1, 2, 1]], 'cm_discs': [], 'conrey_index': 251, 'dim': 48, 'has_non_self_twist': 1, 'hecke_orbit': 1, 'hecke_orbit_code': 68887249211, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 21, 3, 1, 2, 0]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '315.10.b.a', 'level': 315, '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': [3, 5, 7], 'level_radical': 105, 'minimal_twist': '315.10.b.a', 'prim_orbit_index': 3, 'related_objects': [], 'relative_dim': 48, 'rm_discs': [], 'sato_tate_group': '9.2.3.c2', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '315.10.b', 'trace_display': [0, 0, -30000, 1824], 'traces': [48, 0, 0, -12288, -30000, 0, 1824, 0, 0, 0, 0, 0, 0, 442908, 0, 3258948, 0, 0, 0, 7680000, 0, -2860668, 0, 0, 18750000, -5432976, 0, -3685092, 0, 0, 0, 0, 0, 0, -1140000, 0, 7750344, 17423136, 0, 0, -70626600, 0, 16073832, 0, 0, -15083820, -33200856, 0, -39367500, 0, 0, 0, 0, 0, 0, -318486852, 0, 293819940, 342990864, 0, 0, 896801400, 0, -1639789824, 0, 0, -980229936, -438669576, 0, -276817500, 0, 0, 0, 0, 0, 0, -900236484, 0, 325977144, -2036842500, 0, 0, 1415370096, 0, 0, 0, 0, 3319557300, -1132967016, 0, -1162515060, 0, 0, 0, 0, 0, 0, -2546372484, 0, -4800000000, -2093326200, 0, 0, 7210049400, 0, 2520593676, 0, 0, -728536416, 1787917500, 0, 8628168696, 0, 0, 0, 0, 0, 0, -3739230000, 0, -6398699592, -13606608600, 0, 0, -11718750000, 0, 3872334120, 0, 0, 3395610000, 9294792696, 0, -8329487832, 0, 0, 0, 0, 0, 0, 2303182500, 0, -19626485292, -33219172728, 0, 0, -1891139544, 0, -16244110848, 0, 0, -28696879968, -1157553000, 0, 33839076816, 0, 0, 0, 0, 0, 0, 26417768400, 0, -29215005312, 10421638848, 0, 0, 31829992992, 0, 10172118072, 0, 0, 38789596464, -13794851016, 0, 712500000, 0, 0, 0, 0, 0, 0, -67930514676, 0, -69664772052, -4843965000, 0, 0, -139473773136, 0, -10889460000, 0, 0, 90033176784, 87893703504, 0, 129198424164, 0, 0, 0, 0, 0, 0, 126723213000, 0, 44141625000, 123812515800, 0, 0, -52089370992, 0, -99067238664, 0, 0, 134896055148, -10046145000, 0, 31962728232, 0, 0, 0, 0, 0, 0, 275006783412, 0, -50172762348, 97757007984, 0, 0, 9427387500, 0, -245253339540, 0, 0, 20750535000, -19477670616, 0, 158076788544, 0, 0, 0, 0, 0, 0, 24604687500, 0, 55084421232, -815212956816, 0, 0, -88207885224, 0, -517295309904, 0, 0, 1126236225612, 158214374352, 0, 62904950052, 0, 0, 0, 0, 0, 0, 69770987136, 0, 830688192336, -413469324792, 0, 0, -10341316512, 0, -1192743625572, 0, 0, 318644375496, 1213697656512, 0, 199054282500, 0, 0, 0, 0, 0, 0, 443202311700, 0, 542594036136, -183637462500, 0, 0, -208990350000, 0, -214369290000, 0, 0, 748821098772, 455773320576, 0, 55621448016, 0, 0, 0, 0, 0, 0, 802530550908, 0, -560500875000, -1670751974448, 0, 0, -342523665432, 0, -2117874542712, 0, 0, 975876307560, 1024868640000, 0, 1945968562476, 0, 0, 0, 0, 0, 0, 710013868344, 0, -970670921424, -3355237394424, 0, 0, 612643710000, 0, -930697976832, 0, 0, 274168485000, 460621320336, 0, 1582116974808, 0, 0, 0, 0, 0, 0, 173010937500, 0, -2640849064884, -2355314235120, 0, 0, -790368790392, 0, -2575869876180, 0, 0, -654194119560, 3296270418192, 0, 1690990385724, 0, 0, 0, 0, 0, 0, 518816160432, 0, -2979607242072, -1071309347928, 0, 0, -2000815997184, 0, -2334001409592, 0, 0, 1879228650348, 1815155801784, 0, 562647802500, 0, 0, 0, 0, 0, 0, 2455921227996, 0, -1850421512628, -203735715000, 0, 0, -1681574869584, 0, 1273026562500, 0, 0, 4192171881984, 2640272723568, 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515572785432, 0, -6440580520320, -18485799426216, 0, 0, 455335260000, 0, 19775905626048, 0, 0, -1117448437500, 20905502716224, 0, -10660069754232, 0, 0, 0, 0, 0, 0, -5392605435000, 0, -21731864560380, -10081088730144, 0, 0, -7565466770280, 0, 6479187488388, 0, 0, -2529346540152, 14529377065680, 0, -16252145529516, 0, 0, 0, 0, 0, 0, -7441188836904, 0, 11620883991096, 4549767012000, 0, 0, 4055423783328, 0, 6864169919760, 0, 0, -9385322606448, 7573751728272, 0, 2337018750000, 0, 0, 0, 0, 0, 0, 13522607430048, 0, 38422454567424, 3999187245000, 0, 0, 9837007524720, 0, 8504130375000, 0, 0, -15054429886536, 2807427257352, 0, -8471766030768, 0, 0, 0, 0, 0, 0, -7036433561916, 0, 7324218750000, -15163590935952, 0, 0, -18258029980488, 0, 16924806591504, 0, 0, -3988282225572, -2420208825000, 0, -22739724911664, 0, 0, 0, 0, 0, 0, -33928815798504, 0, -1595933559720, 20944693686888, 0, 0, -2122256250000, 0, 42932550993600, 0, 0, -5809245435000, -17937912982824, 0, -5604855061824, 0, 0, 0, 0, 0, 0, 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-58272342176520, 0, 42456571672500, 0, 0, 0, 0, 0, 0, -16546211925804, 0, -72099225700008, 43540482532500, 0, 0, -44619056986752, 0, 3027478125000, 0, 0, -206863587191988, 184796018289720, 0, 20791333677024, 0, 0, 0, 0, 0, 0, -294628508298000, 0, 87171108210000, 213584462367336, 0, 0, 110829143999304, 0, -212979867957432, 0, 0, 270901361569680, 6805912500000, 0, -35457416257680, 0, 0, 0, 0, 0, 0, -217634437084392, 0, -177843017512464, 43496021512584, 0, 0, -56270735490000, 0, -99201063403416, 0, 0, -54933564690000, 91602223144488, 0, 39195185908824, 0, 0, 0, 0, 0, 0, -80749015102500, 0, 167131363959972, 34252112537496, 0, 0, -354465413704584, 0, -172743031091376, 0, 0, 148109980568088, 705536399829816, 0, 212775561676836, 0, 0, 0, 0, 0, 0], 'weight': 10, 'weight_parity': 1}
• label 315.10.b.a does not appear in mf_hecke_nf
• 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': 31500, 'analytic_conductor': 162.23628839162004, 'char_conductor': 21, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': 1, 'char_values': [315, 2, [281, 127, 136], [1, 2, 1]], 'conrey_index': 251, 'cusp_dim': 424, 'dim': 96, 'eis_dim': 16, 'eis_new_dim': 0, 'hecke_orbit_code': 68887249211, 'hecke_orbit_dims': [48, 48], 'label': '315.10.b', 'level': 315, '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': [3, 5, 7], 'level_radical': 105, 'mf_dim': 440, 'mf_new_dim': 96, 'num_forms': 2, 'prim_orbit_index': 3, 'relative_dim': 96, 'sturm_bound': 480, 'trace_bound': 5, 'trace_display': [0, 0, 0, 3648], 'traces': [96, 0, 0, -24576, 0, 0, 3648, 0, 0, 0, 0, 0, 0, 0, 0, 6517896, 0, 0, 0, 0, 0, -5721336, 0, 0, 37500000, 0, 0, -7370184, 0, 0, 0, 0, 0, 0, 0, 0, 15500688, 0, 0, 0, 0, 0, 32147664, 0, 0, -30167640, 0, 0, -78735000, 0, 0, 0, 0, 0, 0, 0, 0, 587639880, 0, 0, 0, 0, 0, -3279579648, 0, 0, -1960459872, 0, 0, -553635000, 0, 0, 0, 0, 0, 0, 0, 0, 651954288, 0, 0, 0, 0, 0, 0, 0, 0, 6639114600, 0, 0, -2325030120, 0, 0, 0, 0, 0, 0, 0, 0, -9600000000, 0, 0, 0, 0, 0, 5041187352, 0, 0, -1457072832, 0, 0, 17256337392, 0, 0, 0, 0, 0, 0, 0, 0, -12797399184, 0, 0, 0, 0, 0, 7744668240, 0, 0, 6791220000, 0, 0, -16658975664, 0, 0, 0, 0, 0, 0, 0, 0, -39252970584, 0, 0, 0, 0, 0, -32488221696, 0, 0, -57393759936, 0, 0, 67678153632, 0, 0, 0, 0, 0, 0, 0, 0, -58430010624, 0, 0, 0, 0, 0, 20344236144, 0, 0, 77579192928, 0, 0, 1425000000, 0, 0, 0, 0, 0, 0, 0, 0, -139329544104, 0, 0, 0, 0, 0, -21778920000, 0, 0, 180066353568, 0, 0, 258396848328, 0, 0, 0, 0, 0, 0, 0, 0, 88283250000, 0, 0, 0, 0, 0, -198134477328, 0, 0, 269792110296, 0, 0, 63925456464, 0, 0, 0, 0, 0, 0, 0, 0, -100345524696, 0, 0, 0, 0, 0, -490506679080, 0, 0, 41501070000, 0, 0, 316153577088, 0, 0, 0, 0, 0, 0, 0, 0, 110168842464, 0, 0, 0, 0, 0, -1034590619808, 0, 0, 2252472451224, 0, 0, 125809900104, 0, 0, 0, 0, 0, 0, 0, 0, 1661376384672, 0, 0, 0, 0, 0, -2385487251144, 0, 0, 637288750992, 0, 0, 398108565000, 0, 0, 0, 0, 0, 0, 0, 0, 1085188072272, 0, 0, 0, 0, 0, -428738580000, 0, 0, 1497642197544, 0, 0, 111242896032, 0, 0, 0, 0, 0, 0, 0, 0, -1121001750000, 0, 0, 0, 0, 0, -4235749085424, 0, 0, 1951752615120, 0, 0, 3891937124952, 0, 0, 0, 0, 0, 0, 0, 0, -1941341842848, 0, 0, 0, 0, 0, -1861395953664, 0, 0, 548336970000, 0, 0, 3164233949616, 0, 0, 0, 0, 0, 0, 0, 0, -5281698129768, 0, 0, 0, 0, 0, -5151739752360, 0, 0, -1308388239120, 0, 0, 3381980771448, 0, 0, 0, 0, 0, 0, 0, 0, -5959214484144, 0, 0, 0, 0, 0, -4668002819184, 0, 0, 3758457300696, 0, 0, 1125295605000, 0, 0, 0, 0, 0, 0, 0, 0, -3700843025256, 0, 0, 0, 0, 0, 2546053125000, 0, 0, 8384343763968, 0, 0, 5779165903992, 0, 0, 0, 0, 0, 0, 0, 0, -1769212620000, 0, 0, 0, 0, 0, -7615583090304, 0, 0, 3540635709336, 0, 0, 3795573184992, 0, 0, 0, 0, 0, 0, 0, 0, 3329644251072, 0, 0, 0, 0, 0, -9499269455136, 0, 0, 1416208770000, 0, 0, 43758604824, 0, 0, 0, 0, 0, 0, 0, 0, -6369317795424, 0, 0, 0, 0, 0, -3758490993552, 0, 0, 11645693669448, 0, 0, -2930220208272, 0, 0, 0, 0, 0, 0, 0, 0, 22479197735448, 0, 0, 0, 0, 0, -19011770266512, 0, 0, -12323322518304, 0, 0, 3182965605000, 0, 0, 0, 0, 0, 0, 0, 0, 13432069824288, 0, 0, 0, 0, 0, 2616657750000, 0, 0, 721179435408, 0, 0, -16479320252112, 0, 0, 0, 0, 0, 0, 0, 0, -9012561750000, 0, 0, 0, 0, 0, -1958901696792, 0, 0, 1225307011872, 0, 0, 23517053244576, 0, 0, 0, 0, 0, 0, 0, 0, -12881161040640, 0, 0, 0, 0, 0, 39551811252096, 0, 0, -2234896875000, 0, 0, -21320139508464, 0, 0, 0, 0, 0, 0, 0, 0, -43463729120760, 0, 0, 0, 0, 0, 12958374976776, 0, 0, -5058693080304, 0, 0, -32504291059032, 0, 0, 0, 0, 0, 0, 0, 0, 23241767982192, 0, 0, 0, 0, 0, 13728339839520, 0, 0, -18770645212896, 0, 0, 4674037500000, 0, 0, 0, 0, 0, 0, 0, 0, 76844909134848, 0, 0, 0, 0, 0, 17008260750000, 0, 0, -30108859773072, 0, 0, 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0, 0, -24642499635216, 0, 0, -95308849711656, 0, 0, -33022210500000, 0, 0, 0, 0, 0, 0, 0, 0, 96422513464944, 0, 0, 0, 0, 0, -13027048560000, 0, 0, 73993491680304, 0, 0, 40535784876600, 0, 0, 0, 0, 0, 0, 0, 0, -39787491240000, 0, 0, 0, 0, 0, -111823042017696, 0, 0, 4631178467568, 0, 0, 25788029971200, 0, 0, 0, 0, 0, 0, 0, 0, 41883878484936, 0, 0, 0, 0, 0, -60954458259240, 0, 0, 17243563770000, 0, 0, 66872230193376, 0, 0, 0, 0, 0, 0, 0, 0, -46998667660272, 0, 0, 0, 0, 0, 76230315067056, 0, 0, 148740558452280, 0, 0, 80018346283224, 0, 0, 0, 0, 0, 0, 0, 0, 85929176877192, 0, 0, 0, 0, 0, -45248652895896, 0, 0, 278740526427888, 0, 0, 84913143345000, 0, 0, 0, 0, 0, 0, 0, 0, -144198451400016, 0, 0, 0, 0, 0, 6054956250000, 0, 0, -413727174383976, 0, 0, 41582667354048, 0, 0, 0, 0, 0, 0, 0, 0, 174342216420000, 0, 0, 0, 0, 0, -425959735914864, 0, 0, 541802723139360, 0, 0, -70914832515360, 0, 0, 0, 0, 0, 0, 0, 0, -355686035024928, 0, 0, 0, 0, 0, -198402126806832, 0, 0, -109867129380000, 0, 0, 78390371817648, 0, 0, 0, 0, 0, 0, 0, 0, 334262727919944, 0, 0, 0, 0, 0, -345486062182752, 0, 0, 296219961136176, 0, 0, 425551123353672, 0, 0, 0, 0, 0, 0], 'weight': 10, '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: 241726
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 2, 'source_dim': 48, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '315.10.b.a', 'source_level': 315, 'target_char_orbit': 2, 'target_dim': 48, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '315.10.b.a', 'target_level': 315, 'twist_class_label': '315.10.b.a', 'twist_class_level': 315, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 10}
  • id: 241727
    {'conductor': 21, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 48, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '315.10.b.a', 'source_level': 315, 'target_char_orbit': 2, 'target_dim': 48, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '315.10.b.a', 'target_level': 315, 'twist_class_label': '315.10.b.a', 'twist_class_level': 315, 'twisting_char_label': '21.c', 'twisting_char_orbit': 3, 'weight': 10}
  • id: 241728
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 48, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '315.10.b.a', 'source_level': 315, 'target_char_orbit': 2, 'target_dim': 48, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '315.10.b.b', 'target_level': 315, 'twist_class_label': '315.10.b.a', 'twist_class_level': 315, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 10}
  • id: 241729
    {'conductor': 7, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 48, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '315.10.b.a', 'source_level': 315, 'target_char_orbit': 2, 'target_dim': 48, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '315.10.b.b', 'target_level': 315, 'twist_class_label': '315.10.b.a', 'twist_class_level': 315, 'twisting_char_label': '7.b', 'twisting_char_orbit': 2, 'weight': 10}
• hecke_orbit_code 68887249211 does not appear in mf_hecke_charpolys
• mf_newform_portraits •

  Column	Type
  char_orbit_index	smallint
  hecke_orbit	integer
  label	text
  level	integer
  portrait	text
  weight	smallint

  
  {'char_orbit_index': 2, 'hecke_orbit': 1, 'label': '315.10.b.a', 'level': 315, 'portrait': 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', 'weight': 10}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 5104819
    {'hecke_orbit_code': 68887249211, 'n': 1, 'trace_an': 48}
  • id: 5104820
    {'hecke_orbit_code': 68887249211, 'n': 2, 'trace_an': 0}
  • id: 5104821
    {'hecke_orbit_code': 68887249211, 'n': 3, 'trace_an': 0}
  • id: 5104822
    {'hecke_orbit_code': 68887249211, 'n': 4, 'trace_an': -12288}
  • id: 5104823
    {'hecke_orbit_code': 68887249211, 'n': 5, 'trace_an': -30000}
  • id: 5104824
    {'hecke_orbit_code': 68887249211, 'n': 6, 'trace_an': 0}
  • id: 5104825
    {'hecke_orbit_code': 68887249211, 'n': 7, 'trace_an': 1824}
  • id: 5104826
    {'hecke_orbit_code': 68887249211, 'n': 8, 'trace_an': 0}
  • id: 5104827
    {'hecke_orbit_code': 68887249211, 'n': 9, 'trace_an': 0}
  • id: 5104828
    {'hecke_orbit_code': 68887249211, 'n': 10, 'trace_an': 0}
  • id: 5104829
    {'hecke_orbit_code': 68887249211, 'n': 11, 'trace_an': 0}
  • id: 5104830
    {'hecke_orbit_code': 68887249211, 'n': 12, 'trace_an': 0}
  • id: 5104831
    {'hecke_orbit_code': 68887249211, 'n': 13, 'trace_an': 0}
  • id: 5104832
    {'hecke_orbit_code': 68887249211, 'n': 14, 'trace_an': 442908}
  • id: 5104833
    {'hecke_orbit_code': 68887249211, 'n': 15, 'trace_an': 0}
  • id: 5104834
    {'hecke_orbit_code': 68887249211, 'n': 16, 'trace_an': 3258948}
  • id: 5104835
    {'hecke_orbit_code': 68887249211, 'n': 17, 'trace_an': 0}
  • id: 5104836
    {'hecke_orbit_code': 68887249211, 'n': 18, 'trace_an': 0}
  • id: 5104837
    {'hecke_orbit_code': 68887249211, 'n': 19, 'trace_an': 0}
  • id: 5104838
    {'hecke_orbit_code': 68887249211, 'n': 20, 'trace_an': 7680000}
  • id: 5104839
    {'hecke_orbit_code': 68887249211, 'n': 21, 'trace_an': 0}
  • id: 5104840
    {'hecke_orbit_code': 68887249211, 'n': 22, 'trace_an': -2860668}
  • id: 5104841
    {'hecke_orbit_code': 68887249211, 'n': 23, 'trace_an': 0}
  • id: 5104842
    {'hecke_orbit_code': 68887249211, 'n': 24, 'trace_an': 0}
  • id: 5104843
    {'hecke_orbit_code': 68887249211, 'n': 25, 'trace_an': 18750000}
  • id: 5104844
    {'hecke_orbit_code': 68887249211, 'n': 26, 'trace_an': -5432976}
  • id: 5104845
    {'hecke_orbit_code': 68887249211, 'n': 27, 'trace_an': 0}
  • id: 5104846
    {'hecke_orbit_code': 68887249211, 'n': 28, 'trace_an': -3685092}
  • id: 5104847
    {'hecke_orbit_code': 68887249211, 'n': 29, 'trace_an': 0}
  • id: 5104848
    {'hecke_orbit_code': 68887249211, 'n': 30, 'trace_an': 0}
  • id: 5104849
    {'hecke_orbit_code': 68887249211, 'n': 31, 'trace_an': 0}
  • id: 5104850
    {'hecke_orbit_code': 68887249211, 'n': 32, 'trace_an': 0}
  • id: 5104851
    {'hecke_orbit_code': 68887249211, 'n': 33, 'trace_an': 0}
  • id: 5104852
    {'hecke_orbit_code': 68887249211, 'n': 34, 'trace_an': 0}
  • id: 5104853
    {'hecke_orbit_code': 68887249211, 'n': 35, 'trace_an': -1140000}
  • id: 5104854
    {'hecke_orbit_code': 68887249211, 'n': 36, 'trace_an': 0}
  • id: 5104855
    {'hecke_orbit_code': 68887249211, 'n': 37, 'trace_an': 7750344}
  • id: 5104856
    {'hecke_orbit_code': 68887249211, 'n': 38, 'trace_an': 17423136}
  • id: 5104857
    {'hecke_orbit_code': 68887249211, 'n': 39, 'trace_an': 0}
  • id: 5104858
    {'hecke_orbit_code': 68887249211, 'n': 40, 'trace_an': 0}
  • id: 5104859
    {'hecke_orbit_code': 68887249211, 'n': 41, 'trace_an': -70626600}
  • id: 5104860
    {'hecke_orbit_code': 68887249211, 'n': 42, 'trace_an': 0}
  • id: 5104861
    {'hecke_orbit_code': 68887249211, 'n': 43, 'trace_an': 16073832}
  • id: 5104862
    {'hecke_orbit_code': 68887249211, 'n': 44, 'trace_an': 0}
  • id: 5104863
    {'hecke_orbit_code': 68887249211, 'n': 45, 'trace_an': 0}
  • id: 5104864
    {'hecke_orbit_code': 68887249211, 'n': 46, 'trace_an': -15083820}
  • id: 5104865
    {'hecke_orbit_code': 68887249211, 'n': 47, 'trace_an': -33200856}
  • id: 5104866
    {'hecke_orbit_code': 68887249211, 'n': 48, 'trace_an': 0}
  • id: 5104867
    {'hecke_orbit_code': 68887249211, 'n': 49, 'trace_an': -39367500}
  • id: 5104868
    {'hecke_orbit_code': 68887249211, 'n': 50, 'trace_an': 0}
  • id: 5104869
    {'hecke_orbit_code': 68887249211, 'n': 51, 'trace_an': 0}
  • id: 5104870
    {'hecke_orbit_code': 68887249211, 'n': 52, 'trace_an': 0}
  • id: 5104871
    {'hecke_orbit_code': 68887249211, 'n': 53, 'trace_an': 0}
  • id: 5104872
    {'hecke_orbit_code': 68887249211, 'n': 54, 'trace_an': 0}
  • id: 5104873
    {'hecke_orbit_code': 68887249211, 'n': 55, 'trace_an': 0}
  • id: 5104874
    {'hecke_orbit_code': 68887249211, 'n': 56, 'trace_an': -318486852}
  • id: 5104875
    {'hecke_orbit_code': 68887249211, 'n': 57, 'trace_an': 0}
  • id: 5104876
    {'hecke_orbit_code': 68887249211, 'n': 58, 'trace_an': 293819940}
  • id: 5104877
    {'hecke_orbit_code': 68887249211, 'n': 59, 'trace_an': 342990864}
  • id: 5104878
    {'hecke_orbit_code': 68887249211, 'n': 60, 'trace_an': 0}
  • id: 5104879
    {'hecke_orbit_code': 68887249211, 'n': 61, 'trace_an': 0}
  • id: 5104880
    {'hecke_orbit_code': 68887249211, 'n': 62, 'trace_an': 896801400}
  • id: 5104881
    {'hecke_orbit_code': 68887249211, 'n': 63, 'trace_an': 0}
  • id: 5104882
    {'hecke_orbit_code': 68887249211, 'n': 64, 'trace_an': -1639789824}
  • id: 5104883
    {'hecke_orbit_code': 68887249211, 'n': 65, 'trace_an': 0}
  • id: 5104884
    {'hecke_orbit_code': 68887249211, 'n': 66, 'trace_an': 0}
  • id: 5104885
    {'hecke_orbit_code': 68887249211, 'n': 67, 'trace_an': -980229936}
  • id: 5104886
    {'hecke_orbit_code': 68887249211, 'n': 68, 'trace_an': -438669576}
  • id: 5104887
    {'hecke_orbit_code': 68887249211, 'n': 69, 'trace_an': 0}
  • id: 5104888
    {'hecke_orbit_code': 68887249211, 'n': 70, 'trace_an': -276817500}
  • id: 5104889
    {'hecke_orbit_code': 68887249211, 'n': 71, 'trace_an': 0}
  • id: 5104890
    {'hecke_orbit_code': 68887249211, 'n': 72, 'trace_an': 0}
  • id: 5104891
    {'hecke_orbit_code': 68887249211, 'n': 73, 'trace_an': 0}
  • id: 5104892
    {'hecke_orbit_code': 68887249211, 'n': 74, 'trace_an': 0}
  • id: 5104893
    {'hecke_orbit_code': 68887249211, 'n': 75, 'trace_an': 0}
  • id: 5104894
    {'hecke_orbit_code': 68887249211, 'n': 76, 'trace_an': 0}
  • id: 5104895
    {'hecke_orbit_code': 68887249211, 'n': 77, 'trace_an': -900236484}
  • id: 5104896
    {'hecke_orbit_code': 68887249211, 'n': 78, 'trace_an': 0}
  • id: 5104897
    {'hecke_orbit_code': 68887249211, 'n': 79, 'trace_an': 325977144}
  • id: 5104898
    {'hecke_orbit_code': 68887249211, 'n': 80, 'trace_an': -2036842500}
  • id: 5104899
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