Embedded newform data - 90.7.g.f.37.2

Formats: - HTML - YAML - JSON - 2025-09-22T23:46:06.094265

• 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': 4410, 'analytic_conductor': 20.70486752578659, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 5, 'char_degree': 2, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 7, 'char_orbit_label': 'g', 'char_order': 4, 'char_parity': -1, 'char_values': [90, 4, [11, 37], [4, 1]], 'cm_discs': [], 'conrey_index': 37, 'dim': 8, 'field_disc': 10428305533781999616, 'field_disc_factorization': [[2, 16], [3, 4], [1401601, 2]], 'field_poly': [7638760000, 0, 140305200, 0, 816401, 0, 1602, 0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'has_non_self_twist': 1, 'hecke_cutters': [[7, [28196341883216896, -9617404948462592, 1640185778811392, -10305494012864, 32303129764, 12097544, 75272, -388, 1]], [11, [8268865516000, 6193843120, -4964886, -2096, 1]]], 'hecke_orbit': 6, 'hecke_orbit_code': 22518410571153498, 'hecke_ring_generator_nbound': 13, 'hecke_ring_index': 5248800, 'hecke_ring_index_factorization': [[2, 5], [3, 8], [5, 2]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 5, 3, -1, 4, 0]], 'is_cm': False, 'is_largest': True, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '90.7.g.f', 'level': 90, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 5], 'level_radical': 30, 'minimal_twist': '30.7.f.b', 'prim_orbit_index': 3, 'qexp_display': 'q+(4+4\\beta _{1})q^{2}+2^{5}\\beta _{1}q^{4}+(-7+23\\beta _{1}+\\cdots)q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 4, 'rm_discs': [], 'sato_tate_group': '6.2.3.c4', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '90.7.g', 'trace_display': [32, 0, -60, 388], 'trace_hash': 988087724107352023, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '7.683', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '228.137', 'prec': 24}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '10705.966', 'prec': 30}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.247', 'prec': 17}, 'traces': [8, 32, 0, 0, -60, 0, 388, -1024, 0, -976, 4192, 0, 7884, 0, 0, -8192, 1372, 0, 0, -5888, 0, 16768, -14888, 0, 17932, 63072, 0, -12416, 0, 0, 2240, -32768, 0, 0, 78232, 0, -69996, 71008, 0, -15872, -169064, 0, 164136, 0, 0, -119104, 109248, 0, 0, -280832, 0, 252288, 480740, 0, -409068, -99328, 0, -2272, 0, 0, 266088, 8960, 0, 0, -903396, 0, 92488, -43904, 0, -228352, 2526032, 0, 324464, 0, 0, 568064, -2822104, 0, 0, 61440, 0, -676256, -213264, 0, -1537292, 1313088, 0, -536576, 0, 0, 3340176, -476416, 0, 0, -3084784, 0, -854736, 301888, 0, -2820480, 2984000, 0, -1728004, 0, 0, 3845920, -1562480, 0, 0, -2977376, 0, -397312, 3774356, 0, -10038352, -18176, 0, 243200, 0, 0, 14473488, 1064352, 0, 0, -6280020, 0, 7140052, 1048576, 0, -4917984, 12434032, 0, -9745432, 0, 0, -351232, 8021052, 0, 0, -4330240, 0, 10104128, -15160056, 0, -9701924, 2595712, 0, 2239872, 0, 0, 4028120, 2272256, 0, 0, 1348776, 0, 10227444, 8529984, 0, 999424, -229568, 0, -1097984, 0, 0, -1706112, 9337688, 0, 0, -8747008, 0, 5252352, -14675012, 0, -27291820, -4292608, 0, -3602144, 0, 0, 6760864, 13360704, 0, 0, -411852, 0, 39203384, -3495936, 0, -29664064, -5458672, 0, -24425448, 0, 0, 2415104, 19989924, 0, 0, -13577216, 0, 11936000, -20843312, 0, -28741632, -13824032, 0, -8073216, 0, 0, 51570808, 15383680, 0, 0, 9929088, 0, 5822752, 16187840, 0, -10728832, -18686136, 0, -43423332, 0, 0, 30194848, 12714080, 0, 0, -32712864, 0, -72704, -35104884, 0, 971304, 1945600, 0, 34941440, 0, 0, -6068224, 57893952, 0, 0, -14184784, 0, 41800272, -286720, 0, -42124496, 93145488, 0, -52670344, 0, 0, 8388608, -11391004, 0, 0, -10435200, 0, 49736128, -56869288, 0, -21361076, -77963456, 0, -2959616, 0, 0, 68623464, -1404928, 0, 0, 91930688, 0, -4404516, 63610208, 0, -27334656, 105874440, 0, 23602744, 0, 0, -121280448, -83942008, 0, 0, -116050304, 0, 10382848, -74884740, 0, 48054940, 17918976, 0, 10539648, 0, 0, 58000272, 16112480, 0, 0, 59745408, 0, -185896008, 90307328, 0, 20480384, -21749488, 0, -21815616, 0, 0, 68239872, -17749260, 0, 0, 6029312, 0, -918272, -3256768, 0, 91529700, -8783872, 0, 21640192, 0, 0, 55434536, -6824448, 0, 0, -21630848, 0, -42907272, 181972672, 0, -20782720, -32197616, 0, 25797456, 0, 0, -117400096, -166760624, 0, 0, -128795616, 0, -17170432, -17569596, 0, 143338992, -28817152, 0, 170365888, 0, 0, -262629288, 27043456, 0, 0, 302416684, 0, -159292796, 15245312, 0, 4511424, 89335376, 0, 295444556, 0, 0, -27967488, -382769448, 0, 0, -138599424, 0, -21834688, 229776912, 0, 204324248, -195403584, 0, 27351552, 0, 0, -339084272, 9660416, 0, 0, 77239368, 0, 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110006160, 0, -267202424, -23676928, 0, 217124288, 0, 0, -229046032, 274493856, 0, 0, 366157000, 0, -149048376, -256673664, 0, 474852416, -217326976, 0, 199798224, 0, 0, 508881664, 594303540, 0, 0, -80109568, 0, 423497760, -523646592, 0, -253668284, 188821952, 0, -323332096, 0, 0, -693114632, -485121792, 0, 0, -304727368, 0, 252589424, 27836608, 0, -617940864, 133806864, 0, 86813056, 0, 0, -599077920, -259530240, 0, 0, 5658880, 0, 71675904, -438961748, 0, -190939160, 84317184, 0, 251629632, 0, 0, 752440600, 232001088, 0, 0, -716047404, 0, 640432788, -72712192, 0, -202094784, -294144048, 0, -1163797596, 0, 0, 722458624, 881443788, 0, 0, 120682240, 0, -86997952, 1007644136, 0, -911524288, -174524928, 0, -327278208, 0, 0, 910916336, 272959488, 0, 0, -182206904, 0, 1045071060, 4214560, 0, 16252928, 224201912, 0, 416804256, 0, 0, -26054144, -1314432976, 0, 0, 189907488, 0, -35135488, 746877948, 0, -1057268988, 173121536, 0, -4633152, 0, 0, 658377544, 221738144, 0, 0, -1479857744, 0, 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1709693184, 0, 1197715836, 307686368, 0, 2326528, 0, 0, -4608879944, -1123356288, 0, 0, -3239508448, 0, -928197712, -581892160, 0, -29013504, 1715832960, 0, -83430304, 0, 0, -1350046848, 698179472, 0, 0, 755422496, 0, 1118126080, -1821124476, 0, 4886552136, 59848704, 0, 1908229952, 0, 0, -5419679016, 250910496, 0, 0, 5074515300, 0, 2127879188, -1852606464, 0, 2345259264, 1113193616, 0, -816915272, 0, 0, -272474112, 4553380260, 0, 0, 108001152, 0, -1056735616, 3798941984, 0, -1398477420, 1919660096, 0, -1337608704, 0, 0, 615795224, -9175040, 0, 0, 855201768, 0, -3579003652, -3154660192, 0, 259701248], 'weight': 7, '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

  
  {'an_normalized': [[1.0, 0.0], [0.5, 0.5], [0.0, 0.0], [0.0, 0.5], [-0.6038184413346945, -0.7971218789521086], [0.0, 0.0], [0.4240565219547959, 0.4240565219547959], [-0.25, 0.25], [0.0, 0.0], [0.09665171880870704, -0.7004701601434016], [-0.7791925553967871, 0.0], [0.0, 0.0], [0.9226930230398573, -0.9226930230398573], [0.0, 0.4240565219547959], [0.0, 0.0], [-0.25, 0.0], [-0.9506400195030801, -0.9506400195030801], [0.0, 0.0], [0.0, -1.3397460461375976], [0.3985609394760543, -0.30190922066734727], [0.0, 0.0], [-0.38959627769839356, -0.38959627769839356], [1.1159652695198057, -1.1159652695198057], [0.0, 0.0], [-0.27080657980828016, 0.9626337810052905], [0.9226930230398573, 0.0], [0.0, 0.0], [-0.21202826097739794, 0.21202826097739794], [0.0, -0.34762543627303505], [0.0, 0.0], [0.5736090405697751, 0.0], [-0.125, -0.125], [0.0, 0.0], [0.0, -0.9506400195030801], [0.08197158343794647, -0.5940778796870595], [0.0, 0.0], [-0.29526931596663525, -0.29526931596663525], [0.6698730230687988, -0.6698730230687988], [0.0, 0.0], [0.3502350800717008, 0.04832585940435352], [-0.7354523393093517, 0.0], [0.0, 0.0], [-0.15705003242865886, 0.15705003242865886], [0.0, -0.38959627769839356], [0.0, 0.0], [1.1159652695198057, 0.0], [0.2483800867404413, 0.2483800867404413], [0.0, 0.0], [0.0, -0.6403521323752035], [-0.6167201804067853, 0.3459136005985052], [0.0, 0.0], [0.46134651151992867, 0.46134651151992867], [1.11937492905001, -1.11937492905001], [0.0, 0.0], [0.47049083429928557, 0.6211114338233819], [-0.21202826097739794, 0.0], [0.0, 0.0], [0.17381271813651752, -0.17381271813651752], [0.0, 1.2035695577753942], [0.0, 0.0], [-1.238844975865313, 0.0], [0.28680452028488757, 0.28680452028488757], [0.0, 0.0], [0.0, -0.125], [-1.2926378592238563, -0.17835973321920828], [0.0, 0.0], [-1.0119032472327425, -1.0119032472327425], [0.47532000975154004, -0.47532000975154004], [0.0, 0.0], [0.33802473156250296, -0.2560531481245565], [0.8057804124990129, 0.0], [0.0, 0.0], [-1.25417098995793, 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-0.3856403842047602, -0.487921920419614, -0.0905601332246866, -0.20493766457814755, -0.08411149264615687, -0.34791622202370165, -0.4431580851197176, -0.28305935790975123, 0.03769972603250188, -0.1557958650467274, -0.42567929622631007, -0.3834254823881298, -0.4797732613962784, -0.30307152255854625, -0.32988983838864794, -0.21304479223871658, -0.16254735755295746, -0.1930488560830681, -0.2103661575939095, 0.18596081922377838, -0.3507116125827425, 0.037141683413201586, -0.15469130050820726, -0.36648741354892783, -0.4461865016225098, -0.3734486315145093, 0.06338982188157273, -0.027545597527433487, -0.20664246686203866, -0.4922830518521816, 0.02034645471789336, -0.13111872852765555, -0.2246129123112939, -0.444394866555353, 0.03585010958912176, -0.3468639534926345, 0.08725649012068183, -0.16350901629958492, -0.32386821957155526, -0.3180395030306929, -0.01003241966370358, -0.31067449985503715, -0.23037673080690527, -0.2002517220792177, 0.12876381697755934, -0.3247693556140252, 0.001293592213337685, -0.22134063268527082, -0.3874891338877815, -0.22763533241525594, -0.11194830360940358, -0.055550660707239116, 0.25557985233962294, 0.04238573545432972, -0.285518100024136, -0.013403967620022788, -0.09145512153530326, -0.4137430400631654, -0.4257199220179113, -0.3278570161653614, 0.037981793850751136, -0.45008157520400016, -0.1083560283418608, 0.12817558765448897, -0.22336542546558155, -0.3056770691476652, -0.2801526750762143, -0.18048602379194997, -0.2271028435329368, -0.4458631577221115, -0.10472412185322588, -0.2595135803968365, -0.2259775889718846, -0.34212144866459615, -0.12896774396593508, -0.1518991396488076, -0.45601598287591805, 0.12837954239252555, -0.10529995718149306, -0.3817374420937956, -0.38895938790669643, -0.29189577926636806, -0.19225261641833294, -0.49897537940964415, -0.36559859502045466, -0.4999982173993422, -0.33813689750605597, -0.04557862893704792, -0.07279329553494922, 0.017319432598956512, -0.128669001707536, -0.32472080222064126, -0.37362564249368746, -0.1198353479239015, -0.4540831614443288, 0.08001679610653961, -0.37009508579931144, -0.15649709260620095, 0.04358577830727215, 0.2959564875905685, -0.021604871230753424, -0.21858994136133128, -0.2988028472335947, -0.19272355672227348, -0.14597140780834325, -0.3280440051899925, 0.04513518397272061, 0.036760668421543366, -0.1097559926809452, -0.1742240274848005, -0.1401121520740319, 0.2727217003786224, -0.15234452061391798, -0.16608854246281188, -0.11163024313730485, -0.30372225330724306, -0.2677542687841571, -0.16019265814240513], 'char_orbit_index': 7, 'conrey_index': 37, 'dual_conrey_index': 73, 'dual_embedding_index': 2, 'dual_embedding_m': 6, 'embedding_index': 2, 'embedding_m': 2, 'embedding_root_imag': -25.37844415157429, 'embedding_root_real': 0.0, 'hecke_orbit': 6, 'hecke_orbit_code': 22518410571153498, 'label': '90.7.g.f.37.2', 'level': 90, 'weight': 7}
• mf_newspaces •

  Column	Type
  ALdims	integer[]
  ALdims_eis_new	integer[]
  ALdims_eis_old	integer[]
  ALdims_old	integer[]
  Nk2	integer
  a4_dim	integer
  a5_dim	integer
  analytic_conductor	double precision
  char_conductor	integer
  char_degree	integer
  char_is_real	boolean
  char_orbit_index	smallint
  char_orbit_label	text
  char_order	integer
  char_parity	smallint
  char_values	jsonb
  conrey_index	integer
  cusp_dim	integer
  dihedral_dim	integer
  dim	integer
  eis_dim	integer
  eis_new_dim	integer
  hecke_cutter_primes	integer[]
  hecke_orbit_code	bigint
  hecke_orbit_dims	integer[]
  label	text
  level	integer
  level_is_powerful	boolean
  level_is_prime	boolean
  level_is_prime_power	boolean
  level_is_prime_square	boolean
  level_is_square	boolean
  level_is_squarefree	boolean
  level_primes	integer[]
  level_radical	integer
  mf_dim	integer
  mf_new_dim	integer
  num_forms	smallint
  plus_dim	integer
  prim_orbit_index	smallint
  relative_dim	integer
  s4_dim	integer
  sturm_bound	integer
  trace_bound	integer
  trace_display	numeric[]
  traces	numeric[]
  weight	smallint
  weight_parity	smallint

  
  {'Nk2': 4410, 'analytic_conductor': 20.70486752578659, 'char_conductor': 5, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 7, 'char_orbit_label': 'g', 'char_order': 4, 'char_parity': -1, 'char_values': [90, 4, [11, 37], [4, 1]], 'conrey_index': 37, 'cusp_dim': 200, 'dim': 30, 'eis_dim': 32, 'eis_new_dim': 0, 'hecke_cutter_primes': [7, 11], 'hecke_orbit_code': 412434301018, 'hecke_orbit_dims': [2, 4, 4, 6, 6, 8], 'label': '90.7.g', 'level': 90, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 5], 'level_radical': 30, 'mf_dim': 232, 'mf_new_dim': 30, 'num_forms': 6, 'prim_orbit_index': 3, 'relative_dim': 15, 'sturm_bound': 126, 'trace_bound': 5, 'trace_display': [8, 0, 180, 120], 'traces': [30, 8, 0, 0, 180, 0, 120, -256, 0, -408, 2776, 0, 3786, 0, 0, -30720, -6638, 0, 0, 8512, 0, 20544, -51680, 0, 23634, 49584, 0, -3840, 0, 0, 5904, -8192, 0, 0, -11288, 0, 197094, 80224, 0, -9984, 181912, 0, -238992, 0, 0, 78048, -188160, 0, 0, -393032, 0, 121152, 836654, 0, 259224, 128000, 0, 90912, 0, 0, -1065912, -764896, 0, 0, -1134426, 0, 702624, 212416, 0, 351264, 2875856, 0, -392202, 0, 0, -790272, -4789240, 0, 0, -184320, 0, 36768, 766392, 0, -293454, 3095328, 0, -657408, 0, 0, -1953600, -1653760, 0, 0, -2580184, 0, 6872598, 3320776, 0, -35328, 6329588, 0, -3048480, 0, 0, -2236464, -5616464, 0, 0, -4518656, 0, -122880, 5310242, 0, 2404728, -1009664, 0, 407712, 0, 0, 5424450, 902400, 0, 0, -6109020, 0, -2816088, 262144, 0, 5155104, 7260616, 0, -7642800, 0, 0, 1331712, 2784102, 0, 0, -6208000, 0, 6847392, -5056920, 0, -8258976, -2583536, 0, -6307008, 0, 0, -11042640, 2567168, 0, 0, 15410856, 0, 2341842, 8647872, 0, 417792, -3954104, 0, 17751264, 0, 0, 15136032, -75280, 0, 0, -11088208, 0, -7647744, -33924482, 0, -38940816, -2842624, 0, -15707808, 0, 0, 34734732, 31938336, 0, 0, 46648278, 0, 16269144, 6021120, 0, -498336, -34116400, 0, 48715482, 0, 0, -9845568, 32063358, 0, 0, -8066816, 0, -24884208, -60648416, 0, -1724112, -54308192, 0, -3876864, 0, 0, 16505016, 26772928, 0, 0, 40391208, 0, -66769704, 49931600, 0, 4792320, -19054116, 0, -20347992, 0, 0, 60786864, 7802216, 0, 0, -62786304, 0, 2909184, -48374478, 0, -59754576, -36504320, 0, -17248608, 0, 0, -56974344, 76990392, 0, 0, 72017366, 0, 34815432, 24476672, 0, 55362552, 66629160, 0, 41776200, 0, 0, 31457280, -11155486, 0, 0, -62285760, 0, -66749184, -119085640, 0, -86633838, -100210304, 0, -22483968, 0, 0, 39275904, 6797312, 0, 0, 106768088, 0, 167895354, 155049824, 0, 30720000, 180396408, 0, 87428856, 0, 0, 20233344, -148288792, 0, 0, -187555904, 0, -12550464, -165341766, 0, -68316408, -7064064, 0, -167740464, 0, 0, -90875208, 87265184, 0, 0, 122597688, 0, 1268064, 153255680, 0, 94645152, 122265056, 0, 74497818, 0, 0, 66892800, -203259174, 0, 0, -8716288, 0, -80212800, -43740664, 0, 199289142, -72094432, 0, -1176576, 0, 0, -256016712, 24524544, 0, 0, 24783232, 0, 237768822, 371727304, 0, 92394048, 193949392, 0, -219025752, 0, 0, -88646256, -361133096, 0, 0, -437039616, 0, -21037056, -2059914, 0, -191651832, -7986688, 0, -187063584, 0, 0, -11866482, 117929872, 0, 0, 73066954, 0, -65358648, 52920320, 0, 342632688, 296404112, 0, 419599350, 0, 0, 75703296, -264459744, 0, 0, -247501824, 0, 40183200, -33780840, 0, -271242648, -386094480, 0, -219923136, 0, 0, -530024496, 106264832, 0, 0, 286913568, 0, -106259802, 388108032, 0, -24201216, 378030972, 0, 409763712, 0, 0, 167174400, -309327480, 0, 0, -399333440, 0, -97551360, -393888800, 0, 526078320, -50774016, 0, 50226432, 0, 0, 168660072, 260814400, 0, 0, 528525110, 0, 437419944, 179726848, 0, 102816384, 334314016, 0, -584573442, 0, 0, 48595584, -164534000, 0, 0, -16113664, 0, -291623280, -487586568, 0, -484065264, -100491168, 0, 3932160, 0, 0, 73564848, 169927744, 0, 0, 523815240, 0, -415822206, 320370240, 0, 334106112, -698341964, 0, 795626592, 0, 0, 149256048, 163118728, 0, 0, -151167072, 0, 13046784, -689033640, 0, -614610912, -116655104, 0, -592935360, 0, 0, -246205116, 496822976, 0, 0, 598678398, 0, -83534616, -28876800, 0, -224194056, -890582728, 0, 797431224, 0, 0, -6045696, 797994760, 0, 0, -219435328, 0, -98923776, -254965776, 0, 831381912, -409508096, 0, 90114816, 0, 0, 817565616, 8388608, 0, 0, 310117288, 0, 213568680, 311961888, 0, -82066944, 120915828, 0, -1368825432, 0, 0, -35353440, 99543856, 0, 0, -191985408, 0, -244569600, -516337752, 0, -1532119440, -376837120, 0, 320951760, 0, 0, 692405220, 351421152, 0, 0, 233507500, 0, -149265624, -89091264, 0, 1160099904, 255352256, 0, 1327635648, 0, 0, -128711424, 871701246, 0, 0, 11558912, 0, 88737504, 168070368, 0, -657810762, -470207776, 0, -219116544, 0, 0, -1054075848, -161821440, 0, 0, 256966232, 0, -1619177766, -82953224, 0, -673902336, -474237816, 0, 121518072, 0, 0, 454429680, -579037704, 0, 0, 373955680, 0, -201824256, -319139450, 0, 2869655736, 391483776, 0, 1149597600, 0, 0, -545129928, -639920832, 0, 0, -427284084, 0, 1885985136, -82149376, 0, -516325248, 574297776, 0, -2166621438, 0, 0, 198647808, 274504530, 0, 0, 80439040, 0, -440767008, 879980048, 0, -2208023586, 1198775664, 0, -74938944, 0, 0, 1876168416, 276731904, 0, 0, -1326192824, 0, 385178286, -715550720, 0, 10223616, -939446344, 0, 2122699512, 0, 0, -697249344, -1240976152, 0, 0, 613230288, 0, 568040448, 640663518, 0, 290497560, -186277888, 0, -1239979200, 0, 0, -1795100568, -456023104, 0, 0, -1192637744, 0, -1408746240, 2408960, 0, -1875699744, 1663737552, 0, -684778434, 0, 0, 614006208, 247432078, 0, 0, 673775616, 0, 1794503424, 2337031728, 0, 3625959870, 871461312, 0, 244727808, 0, 0, -637722504, -1085583424, 0, 0, -2516815304, 0, 2385424032, -830292800, 0, 157026816, 29632552, 0, -5388098808, 0, 0, -1769185008, -1077725984, 0, 0, 551130464, 0, -502649856, 1417387240, 0, -2687623752, 1614292736, 0, 584646144, 0, 0, 4235086008, -1541546424, 0, 0, -1451155344, 0, 2596645176, -1022026752, 0, 1009693536, 3439637040, 0, 2550338478, 0, 0, -79921152, 996243800, 0, 0, 474319296, 0, 1730710560, 1942459976, 0, 1112618748, 1312024528, 0, -520612608, 0, 0, -4017624816, 192675840, 0, 0, -2503713144, 0, -6036228294, -2236152416, 0, -1132563456, -3356721092, 0, 197687592, 0, 0, 970811808, -671955720, 0, 0, 2884308736, 0, 1558895424, 1731259242, 0, 5321885952, -375734784, 0, 4078792368, 0, 0, -1820972976, -2075038880, 0, 0, -928596462, 0, 2693703600, -1026027456, 0, -1739391744, 1887924224, 0, -5755022904, 0, 0, -571666944, 2208650010, 0, 0, 402464768, 0, -1447105296, 3138547480, 0, -5432458008, 1866928320, 0, 796294656, 0, 0, 6756911976, -1940749312, 0, 0, -3477651352, 0, 1000011696, -3598105296, 0, 1151238144, -3866314712, 0, 4035218832, 0, 0, -3175296384, 586863624, 0, 0, 3897421824, 0, -124059648, -1361844406, 0, -623771664, 2208793600, 0, -2253507552, 0, 0, -981843522, -1960563200, 0, 0, 1640261654, 0, -6231560328, -856733696, 0, -5362482432, -2321347104, 0, 1517083650, 0, 0, 1278403584, 3973034934, 0, 0, 1274463744, 0, 2052995040, 2755579504, 0, 5946126186, 564232208, 0, 2136630528, 0, 0, -1370935632, 1597811200, 0, 0, -1814932048, 0, 1202743698, -2783086528, 0, -265445376, -5098997960, 0, -6718185168, 0, 0, -1864773216, 795472920, 0, 0, 3394591232, 0, -651135744, -797974320, 0, -1146841512, -131072000, 0, 2092532400, 0, 0, 9417983460, 420861440, 0, 0, 13202232, 0, -1655368608, -249670912, 0, 1580579424, -5723128336, 0, 6684097896, 0, 0, -1483494912, 8040026120, 0, 0, 2212209664, 0, -210471792, 2292396960, 0, -2304962598, -967152352, 0, -93093888, 0, 0, -6890692872, -1547983296, 0, 0, -4224474088, 0, -6814357254, -3604058176, 0, -2268697344, -2621833572, 0, -2533461720, 0, 0, 2202789120, -165833248, 0, 0, 2288494496, 0, -551955456, -2247456894, 0, 12019317000, 2574306816, 0, 7329407808, 0, 0, 5630584914, -671779728, 0, 0, 4317990270, 0, 8197467360, -2463692544, 0, 961861680, 1964931272, 0, -8293139856, 0, 0, 1091493888, 8488708086, 0, 0, -303715968, 0, -545388096, 4756302536, 0, -8671640346, 404249984, 0, -1114093824, 0, 0, -970603008, 783253504, 0, 0, -746059632, 0, -4497389838, -3214429216, 0, 4221696], 'weight': 7, 'weight_parity': -1}
• mf_twists_cc •

  Column	Type
  conductor	integer
  degree	integer
  order	integer
  parity	smallint
  source_conrey_index	integer
  source_dim	integer
  source_embedding_index	integer
  source_hecke_orbit_code	bigint
  source_is_minimal	boolean
  source_label	text
  source_level	integer
  target_conrey_index	integer
  target_dim	integer
  target_embedding_index	integer
  target_hecke_orbit_code	bigint
  target_is_minimal	boolean
  target_label	text
  target_level	integer
  twist_class_label	text
  twist_class_level	integer
  twisting_char_label	text
  twisting_conrey_index	integer
  weight	smallint

  
  
  • id: 45250733
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 37, 'source_dim': 8, 'source_embedding_index': 2, 'source_hecke_orbit_code': 22518410571153498, 'source_is_minimal': False, 'source_label': '90.7.g.f.37.2', 'source_level': 90, 'target_conrey_index': 37, 'target_dim': 8, 'target_embedding_index': 2, 'target_hecke_orbit_code': 22518410571153498, 'target_is_minimal': False, 'target_label': '90.7.g.f.37.2', 'target_level': 90, 'twist_class_label': '30.7.f.b.7.4', 'twist_class_level': 30, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 7}
  • id: 45250734
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 37, 'source_dim': 8, 'source_embedding_index': 2, 'source_hecke_orbit_code': 22518410571153498, 'source_is_minimal': False, 'source_label': '90.7.g.f.37.2', 'source_level': 90, 'target_conrey_index': 7, 'target_dim': 8, 'target_embedding_index': 4, 'target_hecke_orbit_code': 4503943342194718, 'target_is_minimal': True, 'target_label': '30.7.f.b.7.4', 'target_level': 30, 'twist_class_label': '30.7.f.b.7.4', 'twist_class_level': 30, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 7}
  • id: 45250735
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 37, 'source_dim': 8, 'source_embedding_index': 2, 'source_hecke_orbit_code': 22518410571153498, 'source_is_minimal': False, 'source_label': '90.7.g.f.37.2', 'source_level': 90, 'target_conrey_index': 343, 'target_dim': 8, 'target_embedding_index': 2, 'target_hecke_orbit_code': 76561606099599810, 'target_is_minimal': False, 'target_label': '450.7.g.r.343.2', 'target_level': 450, 'twist_class_label': '30.7.f.b.7.4', 'twist_class_level': 30, 'twisting_char_label': '5.2', 'twisting_conrey_index': 2, 'weight': 7}
  • id: 45250736
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 37, 'source_dim': 8, 'source_embedding_index': 2, 'source_hecke_orbit_code': 22518410571153498, 'source_is_minimal': False, 'source_label': '90.7.g.f.37.2', 'source_level': 90, 'target_conrey_index': 73, 'target_dim': 8, 'target_embedding_index': 2, 'target_hecke_orbit_code': 22518410571153498, 'target_is_minimal': False, 'target_label': '90.7.g.f.73.2', 'target_level': 90, 'twist_class_label': '30.7.f.b.7.4', 'twist_class_level': 30, 'twisting_char_label': '5.3', 'twisting_conrey_index': 3, 'weight': 7}
  • id: 45250737
    {'conductor': 5, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 37, 'source_dim': 8, 'source_embedding_index': 2, 'source_hecke_orbit_code': 22518410571153498, 'source_is_minimal': False, 'source_label': '90.7.g.f.37.2', 'source_level': 90, 'target_conrey_index': 307, 'target_dim': 8, 'target_embedding_index': 2, 'target_hecke_orbit_code': 76561606099599810, 'target_is_minimal': False, 'target_label': '450.7.g.r.307.2', 'target_level': 450, 'twist_class_label': '30.7.f.b.7.4', 'twist_class_level': 30, 'twisting_char_label': '5.4', 'twisting_conrey_index': 4, 'weight': 7}
  • id: 45250738
    {'conductor': 12, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 37, 'source_dim': 8, 'source_embedding_index': 2, 'source_hecke_orbit_code': 22518410571153498, 'source_is_minimal': False, 'source_label': '90.7.g.f.37.2', 'source_level': 90, 'target_conrey_index': 97, 'target_dim': 8, 'target_embedding_index': 2, 'target_hecke_orbit_code': 4505798768066800, 'target_is_minimal': False, 'target_label': '240.7.bg.b.97.2', 'target_level': 240, 'twist_class_label': '30.7.f.b.7.4', 'twist_class_level': 30, 'twisting_char_label': '12.11', 'twisting_conrey_index': 11, 'weight': 7}
  • id: 45250739
    {'conductor': 15, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 37, 'source_dim': 8, 'source_embedding_index': 2, 'source_hecke_orbit_code': 22518410571153498, 'source_is_minimal': False, 'source_label': '90.7.g.f.37.2', 'source_level': 90, 'target_conrey_index': 43, 'target_dim': 8, 'target_embedding_index': 1, 'target_hecke_orbit_code': 31525541106417814, 'target_is_minimal': False, 'target_label': '150.7.f.h.43.1', 'target_level': 150, 'twist_class_label': '30.7.f.b.7.4', 'twist_class_level': 30, 'twisting_char_label': '15.2', 'twisting_conrey_index': 2, 'weight': 7}
  • id: 45250740
    {'conductor': 15, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 37, 'source_dim': 8, 'source_embedding_index': 2, 'source_hecke_orbit_code': 22518410571153498, 'source_is_minimal': False, 'source_label': '90.7.g.f.37.2', 'source_level': 90, 'target_conrey_index': 13, 'target_dim': 8, 'target_embedding_index': 4, 'target_hecke_orbit_code': 4503943342194718, 'target_is_minimal': True, 'target_label': '30.7.f.b.13.4', 'target_level': 30, 'twist_class_label': '30.7.f.b.7.4', 'twist_class_level': 30, 'twisting_char_label': '15.8', 'twisting_conrey_index': 8, 'weight': 7}
  • id: 45250741
    {'conductor': 15, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 37, 'source_dim': 8, 'source_embedding_index': 2, 'source_hecke_orbit_code': 22518410571153498, 'source_is_minimal': False, 'source_label': '90.7.g.f.37.2', 'source_level': 90, 'target_conrey_index': 7, 'target_dim': 8, 'target_embedding_index': 1, 'target_hecke_orbit_code': 31525541106417814, 'target_is_minimal': False, 'target_label': '150.7.f.h.7.1', 'target_level': 150, 'twist_class_label': '30.7.f.b.7.4', 'twist_class_level': 30, 'twisting_char_label': '15.14', 'twisting_conrey_index': 14, 'weight': 7}
  • id: 45250742
    {'conductor': 60, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 37, 'source_dim': 8, 'source_embedding_index': 2, 'source_hecke_orbit_code': 22518410571153498, 'source_is_minimal': False, 'source_label': '90.7.g.f.37.2', 'source_level': 90, 'target_conrey_index': 193, 'target_dim': 8, 'target_embedding_index': 2, 'target_hecke_orbit_code': 4505798768066800, 'target_is_minimal': False, 'target_label': '240.7.bg.b.193.2', 'target_level': 240, 'twist_class_label': '30.7.f.b.7.4', 'twist_class_level': 30, 'twisting_char_label': '60.23', 'twisting_conrey_index': 23, 'weight': 7}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 271725
    {'charpoly_factorization': [[[32, -8, 1], 4]], 'hecke_orbit_code': 22518410571153498, 'p': 2}
  • id: 271726
    {'charpoly_factorization': [[[0, 1], 8]], 'hecke_orbit_code': 22518410571153498, 'p': 3}
  • id: 271727
    {'charpoly_factorization': [[[59604644775390625, 228881835937500, -1749511718750, 24865312500, 378077250, 1591380, -7166, 60, 1], 1]], 'hecke_orbit_code': 22518410571153498, 'p': 5}
  • id: 271728
    {'charpoly_factorization': [[[28196341883216896, -9617404948462592, 1640185778811392, -10305494012864, 32303129764, 12097544, 75272, -388, 1], 1]], 'hecke_orbit_code': 22518410571153498, 'p': 7}
  • id: 271729
    {'charpoly_factorization': [[[8268865516000, 6193843120, -4964886, -2096, 1], 2]], 'hecke_orbit_code': 22518410571153498, 'p': 11}
  • id: 271730
    {'charpoly_factorization': [[[7641852046255019935594506816, -8466113289537623840632704, 4689640272897640361088, -1220651689517773632, 204948535626324, -53582873112, 31078728, -7884, 1], 1]], 'hecke_orbit_code': 22518410571153498, 'p': 13}
  • id: 271731
    {'charpoly_factorization': [[[277625918835455326662131776, 677366846331603404611072, 826338272798587553792, -1849815772048920416, 2088637340529364, 22547717816, 941192, -1372, 1], 1]], 'hecke_orbit_code': 22518410571153498, 'p': 17}
  • id: 271732
    {'charpoly_factorization': [[[18223942746544197818554624000000, 0, 1356646692661033630182400, 0, 33358872786112656, 0, 319498168, 0, 1], 1]], 'hecke_orbit_code': 22518410571153498, 'p': 19}
  • id: 271733
    {'charpoly_factorization': [[[223048507410850467889000000000000, 96054552511183885624000000000, 20682669355703900192000000, 2110188909538796896000, 116027207332881424, 2061572074784, 110826272, 14888, 1], 1]], 'hecke_orbit_code': 22518410571153498, 'p': 23}
  • id: 271734
    {'charpoly_factorization': [[[87290298965787444385658944000000, 0, 248478309395616756568902400, 0, 3711334121973787716, 0, 3847640308, 0, 1], 1]], 'hecke_orbit_code': 22518410571153498, 'p': 29}
  • id: 271735
    {'charpoly_factorization': [[[40442976787974016, 138232047680, -419460408, -1120, 1], 2]], 'hecke_orbit_code': 22518410571153498, 'p': 31}
  • id: 271736
    {'charpoly_factorization': [[[39761274631980927002321756736, 200364331356898748605014912, 504836246469408413185152, 621740381532563315520, 399841496246954196, 43277828270040, 2449720008, 69996, 1], 1]], 'hecke_orbit_code': 22518410571153498, 'p': 37}
  • id: 271737
    {'charpoly_factorization': [[[-9847912458722481536, -453245654826944, -3393431028, 84532, 1], 2]], 'hecke_orbit_code': 22518410571153498, 'p': 41}
  • id: 271738
    {'charpoly_factorization': [[[85511023888541113195370924662259859456, 6081009101462446685591659173347328, 216221663655137407060680671232, -2219777549408477614187520, 13809209342572673856, 275283967412160, 13470313248, -164136, 1], 1]], 'hecke_orbit_code': 22518410571153498, 'p': 43}
  • id: 271739
    {'charpoly_factorization': [[[326728045280032158943273536000000, -734190097733951619803120640000, 824898730607274754343116800, 26997446587190520890880, 544932934351753104, -118543133556864, 5967562752, -109248, 1], 1]], 'hecke_orbit_code': 22518410571153498, 'p': 47}
  • id: 271740
    {'charpoly_factorization': [[[1076435535542871891237987602321310873856, 88916122298117545518676909581351680, 3672341047597696932530205315200, 58725576580227678470611040, 185577895966569862468, -10329435263169080, 115555473800, -480740, 1], 1]], 'hecke_orbit_code': 22518410571153498, 'p': 53}
  • id: 271741
    {'charpoly_factorization': [[[57238745662791020509070416810000000000, 0, 8621958159321163443470146000000, 0, 6210653959666870102500, 0, 160436989900, 0, 1], 1]], 'hecke_orbit_code': 22518410571153498, 'p': 59}
  • id: 271742
    {'charpoly_factorization': [[[-401303633425417555200, 12006639895878720, -68707411476, -133044, 1], 2]], 'hecke_orbit_code': 22518410571153498, 'p': 61}
  • id: 271743
    {'charpoly_factorization': [[[41041232542640917923203182811533276758016, -6368314843119448287984571589696847872, 494081578799556021639742560960512, -5069086377711534240957953024, 26216730847560030908224, -16575962769706816, 4277015072, -92488, 1], 1]], 'hecke_orbit_code': 22518410571153498, 'p': 67}
  • id: 271744
    {'charpoly_factorization': [[[-3802598497062789056000, -47531192155114240, 491607972144, -1263016, 1], 2]], 'hecke_orbit_code': 22518410571153498, 'p': 71}
  • id: 271745
    {'charpoly_factorization': [[[171069111327425148638038887512342767598150416, -2734449358088437020420250835439930400384, 21854364104455211791124751913169408, -86335323988833670013615353792, 180338924201987265534664, -81662963954163872, 52638443648, -324464, 1], 1]], 'hecke_orbit_code': 22518410571153498, 'p': 73}
  • id: 271746
    {'charpoly_factorization': [[[20211439125866587275344720138532313344000000, 0, 1333495902743259102727789848422400, 0, 31186528985723501295936, 0, 301908960912, 0, 1], 1]], 'hecke_orbit_code': 22518410571153498, 'p': 79}
  • id: 271747
    {'charpoly_factorization': [[[9360929222484846728199154753473845604918890496, -1107095976659011845211438669633009483776, 65466871525454233556485278793728, -8544065477657885691837170688, 922779659572458524444304, -213879992247834048, 22740766848, 213264, 1], 1]], 'hecke_orbit_code': 22518410571153498, 'p': 83}
  • id: 271748
    {'charpoly_factorization': [[[14227657590624717835394076538729655336642560000, 0, 420264783629906842606471846932812800, 0, 1752129326856395656678416, 0, 2433972689992, 0, 1], 1]], 'hecke_orbit_code': 22518410571153498, 'p': 89}
  • id: 271749
    {'charpoly_factorization': [[[42355490406853921768748647809149912115611191056, 282121771073687821463847695245775418982272, 939579414017063426469684373223711232, 1631715665111382470272989952320, 1539440464151897030669256, 463099551026761440, 365286814848, 854736, 1], 1]], 'hecke_orbit_code': 22518410571153498, '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': 7, 'hecke_orbit': 6, 'label': '90.7.g.f', 'level': 90, 'portrait': 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', 'weight': 7}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 44523553
    {'hecke_orbit_code': 22518410571153498, 'n': 1, 'trace_an': 8}
  • id: 44523554
    {'hecke_orbit_code': 22518410571153498, 'n': 2, 'trace_an': 32}
  • id: 44523555
    {'hecke_orbit_code': 22518410571153498, 'n': 3, 'trace_an': 0}
  • id: 44523556
    {'hecke_orbit_code': 22518410571153498, 'n': 4, 'trace_an': 0}
  • id: 44523557
    {'hecke_orbit_code': 22518410571153498, 'n': 5, 'trace_an': -60}
  • id: 44523558
    {'hecke_orbit_code': 22518410571153498, 'n': 6, 'trace_an': 0}
  • id: 44523559
    {'hecke_orbit_code': 22518410571153498, 'n': 7, 'trace_an': 388}
  • id: 44523560
    {'hecke_orbit_code': 22518410571153498, 'n': 8, 'trace_an': -1024}
  • id: 44523561
    {'hecke_orbit_code': 22518410571153498, 'n': 9, 'trace_an': 0}
  • id: 44523562
    {'hecke_orbit_code': 22518410571153498, 'n': 10, 'trace_an': -976}
  • id: 44523563
    {'hecke_orbit_code': 22518410571153498, 'n': 11, 'trace_an': 4192}
  • id: 44523564
    {'hecke_orbit_code': 22518410571153498, 'n': 12, 'trace_an': 0}
  • id: 44523565
    {'hecke_orbit_code': 22518410571153498, 'n': 13, 'trace_an': 7884}
  • id: 44523566
    {'hecke_orbit_code': 22518410571153498, 'n': 14, 'trace_an': 0}
  • id: 44523567
    {'hecke_orbit_code': 22518410571153498, 'n': 15, 'trace_an': 0}
  • id: 44523568
    {'hecke_orbit_code': 22518410571153498, 'n': 16, 'trace_an': -8192}
  • id: 44523569
    {'hecke_orbit_code': 22518410571153498, 'n': 17, 'trace_an': 1372}
  • id: 44523570
    {'hecke_orbit_code': 22518410571153498, 'n': 18, 'trace_an': 0}
  • id: 44523571
    {'hecke_orbit_code': 22518410571153498, 'n': 19, 'trace_an': 0}
  • id: 44523572
    {'hecke_orbit_code': 22518410571153498, 'n': 20, 'trace_an': -5888}
  • id: 44523573
    {'hecke_orbit_code': 22518410571153498, 'n': 21, 'trace_an': 0}
  • id: 44523574
    {'hecke_orbit_code': 22518410571153498, 'n': 22, 'trace_an': 16768}
  • id: 44523575
    {'hecke_orbit_code': 22518410571153498, 'n': 23, 'trace_an': -14888}
  • id: 44523576
    {'hecke_orbit_code': 22518410571153498, 'n': 24, 'trace_an': 0}
  • id: 44523577
    {'hecke_orbit_code': 22518410571153498, 'n': 25, 'trace_an': 17932}
  • id: 44523578
    {'hecke_orbit_code': 22518410571153498, 'n': 26, 'trace_an': 63072}
  • id: 44523579
    {'hecke_orbit_code': 22518410571153498, 'n': 27, 'trace_an': 0}
  • id: 44523580
    {'hecke_orbit_code': 22518410571153498, 'n': 28, 'trace_an': -12416}
  • id: 44523581
    {'hecke_orbit_code': 22518410571153498, 'n': 29, 'trace_an': 0}
  • id: 44523582
    {'hecke_orbit_code': 22518410571153498, 'n': 30, 'trace_an': 0}
  • id: 44523583
    {'hecke_orbit_code': 22518410571153498, 'n': 31, 'trace_an': 2240}
  • id: 44523584
    {'hecke_orbit_code': 22518410571153498, 'n': 32, 'trace_an': -32768}
  • id: 44523585
    {'hecke_orbit_code': 22518410571153498, 'n': 33, 'trace_an': 0}
  • id: 44523586
    {'hecke_orbit_code': 22518410571153498, 'n': 34, 'trace_an': 0}
  • id: 44523587
    {'hecke_orbit_code': 22518410571153498, 'n': 35, 'trace_an': 78232}
  • id: 44523588
    {'hecke_orbit_code': 22518410571153498, 'n': 36, 'trace_an': 0}
  • id: 44523589
    {'hecke_orbit_code': 22518410571153498, 'n': 37, 'trace_an': -69996}
  • id: 44523590
    {'hecke_orbit_code': 22518410571153498, 'n': 38, 'trace_an': 71008}
  • id: 44523591
    {'hecke_orbit_code': 22518410571153498, 'n': 39, 'trace_an': 0}
  • id: 44523592
    {'hecke_orbit_code': 22518410571153498, 'n': 40, 'trace_an': -15872}
  • id: 44523593
    {'hecke_orbit_code': 22518410571153498, 'n': 41, 'trace_an': -169064}
  • id: 44523594
    {'hecke_orbit_code': 22518410571153498, 'n': 42, 'trace_an': 0}
  • id: 44523595
    {'hecke_orbit_code': 22518410571153498, 'n': 43, 'trace_an': 164136}
  • id: 44523596
    {'hecke_orbit_code': 22518410571153498, 'n': 44, 'trace_an': 0}
  • id: 44523597
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  • id: 44523613
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  • id: 44523614
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  • id: 44523619
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  • id: 44523620
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  • id: 44523622
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  • id: 44523701
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  • id: 44523702
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  • id: 44523703
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  • id: 44523704
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  • id: 44523706
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  • id: 44523708
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  • id: 44523709
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  • id: 44523712
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  • id: 44523714
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  • id: 44523715
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  • id: 44523719
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  • id: 44523720
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  • id: 44523721
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  • id: 44523722
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  • id: 44523723
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  • id: 44523724
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  • id: 44523725
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  • id: 44523727
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  • id: 44523732
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  • id: 44523734
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  • id: 44523738
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  • id: 44523740
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    {'hecke_orbit_code': 22518410571153498, 'n': 857, 'trace_an': 1574654196}
  • id: 44523790
    {'hecke_orbit_code': 22518410571153498, 'n': 859, 'trace_an': 0}
  • id: 44523791
    {'hecke_orbit_code': 22518410571153498, 'n': 863, 'trace_an': 107792440}
  • id: 44523792
    {'hecke_orbit_code': 22518410571153498, 'n': 877, 'trace_an': 2567425764}
  • id: 44523793
    {'hecke_orbit_code': 22518410571153498, 'n': 881, 'trace_an': 785726968}
  • id: 44523794
    {'hecke_orbit_code': 22518410571153498, 'n': 883, 'trace_an': -1287538864}
  • id: 44523795
    {'hecke_orbit_code': 22518410571153498, 'n': 887, 'trace_an': -621203832}
  • id: 44523796
    {'hecke_orbit_code': 22518410571153498, 'n': 907, 'trace_an': -556124704}
  • id: 44523797
    {'hecke_orbit_code': 22518410571153498, 'n': 911, 'trace_an': -5815016896}
  • id: 44523798
    {'hecke_orbit_code': 22518410571153498, 'n': 919, 'trace_an': 0}
  • id: 44523799
    {'hecke_orbit_code': 22518410571153498, 'n': 929, 'trace_an': 0}
  • id: 44523800
    {'hecke_orbit_code': 22518410571153498, 'n': 937, 'trace_an': -928197712}
  • id: 44523801
    {'hecke_orbit_code': 22518410571153498, 'n': 941, 'trace_an': 1715832960}
  • id: 44523802
    {'hecke_orbit_code': 22518410571153498, 'n': 947, 'trace_an': 698179472}
  • id: 44523803
    {'hecke_orbit_code': 22518410571153498, 'n': 953, 'trace_an': -1821124476}
  • id: 44523804
    {'hecke_orbit_code': 22518410571153498, 'n': 961, 'trace_an': -5419679016}
  • id: 44523805
    {'hecke_orbit_code': 22518410571153498, 'n': 967, 'trace_an': 2127879188}
  • id: 44523806
    {'hecke_orbit_code': 22518410571153498, 'n': 971, 'trace_an': 1113193616}
  • id: 44523807
    {'hecke_orbit_code': 22518410571153498, 'n': 977, 'trace_an': 4553380260}
  • id: 44523808
    {'hecke_orbit_code': 22518410571153498, 'n': 983, 'trace_an': 3798941984}
  • id: 44523809
    {'hecke_orbit_code': 22518410571153498, 'n': 991, 'trace_an': 615795224}
  • id: 44523810
    {'hecke_orbit_code': 22518410571153498, 'n': 997, 'trace_an': -3579003652}