Embedded newform data - 84.9.m.b.73.2

Formats: - HTML - YAML - JSON - 2024-04-18T14:50:56.478817

• mf_newforms •

  Column	Type
  Nk2	integer
  analytic_conductor	double precision
  analytic_rank	smallint
  analytic_rank_proved	boolean
  artin_degree	integer
  artin_field	numeric[]
  artin_field_label	text
  artin_image	text
  atkin_lehner_eigenvals	integer[]
  atkin_lehner_string	text
  char_conductor	integer
  char_degree	integer
  char_is_minimal	boolean
  char_is_real	boolean
  char_orbit_index	smallint
  char_orbit_label	text
  char_order	integer
  char_parity	smallint
  char_values	jsonb
  cm_discs	integer[]
  conrey_index	integer
  conrey_indexes	integer[]
  dim	integer
  embedded_related_objects	text[]
  field_disc	numeric
  field_disc_factorization	numeric[]
  field_poly	numeric[]
  field_poly_is_cyclotomic	boolean
  field_poly_is_real_cyclotomic	boolean
  field_poly_root_of_unity	integer
  fricke_eigenval	smallint
  has_non_self_twist	smallint
  hecke_cutters	jsonb
  hecke_orbit	integer
  hecke_orbit_code	bigint
  hecke_ring_generator_nbound	integer
  hecke_ring_index	numeric
  hecke_ring_index_factorization	numeric[]
  hecke_ring_index_proved	boolean
  inner_twist_count	integer
  inner_twists	integer[]
  is_cm	boolean
  is_polredabs	boolean
  is_rm	boolean
  is_self_dual	boolean
  is_self_twist	boolean
  is_twist_minimal	boolean
  label	text
  level	integer
  level_is_prime	boolean
  level_is_prime_power	boolean
  level_is_square	boolean
  level_is_squarefree	boolean
  level_primes	integer[]
  level_radical	integer
  minimal_twist	text
  nf_label	text
  prim_orbit_index	smallint
  projective_field	numeric[]
  projective_field_label	text
  projective_image	text
  projective_image_type	text
  qexp_display	text
  related_objects	text[]
  relative_dim	integer
  rm_discs	integer[]
  sato_tate_group	text
  self_twist_discs	integer[]
  self_twist_type	smallint
  space_label	text
  trace_display	numeric[]
  trace_hash	bigint
  trace_moments	numeric[]
  trace_zratio	numeric
  traces	numeric[]
  weight	smallint
  weight_parity	smallint

  
  {'Nk2': 6804, 'analytic_conductor': 34.219803245134685, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 7, 'char_degree': 2, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 13, 'char_orbit_label': 'm', 'char_order': 6, 'char_parity': -1, 'char_values': [84, 6, [43, 29, 73], [6, 6, 5]], 'cm_discs': [], 'conrey_index': 61, 'conrey_indexes': [61, 73], 'dim': 12, 'field_disc': 1023099545607601514052759999472395702893704024875086790681600, 'field_disc_factorization': [[2, 10], [3, 10], [5, 2], [3539, 2], [7351096552486834205753, 2]], 'field_poly': [45396580558961892385326096, 1221542968331193193318500, 30962072851910211245661, 358752845334081085965, 5214056955297543333, 47217566733462528, 576413321817541, 3561445462121, 21578502553, 46071824, 148097, -3, 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, [76321613977346958046989561000000, 1754330814254965982697238500000, 17177261554056537511160940000, 85865736372357695052915000, 201422208915954969132600, 32049897802747435710, -679960365860892483, -311260236586983, 2118409775334, 455337945, -1570602, -285, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4504424412086356, 'hecke_ring_generator_nbound': 13, 'hecke_ring_index': 148663591501824, 'hecke_ring_index_factorization': [[2, 20], [3, 10], [7, 4]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 7, 4, -1, 6, 0]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '84.9.m.b', 'level': 84, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 7], 'level_radical': 42, 'minimal_twist': '84.9.m.b', 'prim_orbit_index': 4, 'qexp_display': 'q+(54-3^{3}\\beta _{1})q^{3}+(2^{4}+2^{4}\\beta _{1}-\\beta _{3}+\\cdots)q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 6, 'rm_discs': [], 'sato_tate_group': '8.2.3.c6', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '84.9.m', 'trace_display': [0, 486, 285, 198], 'trace_hash': 252240478518340415, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.078', 'prec': 17}, {'__RealLiteral__': 0, 'data': '10.865', 'prec': 20}, {'__RealLiteral__': 0, 'data': '3.731', 'prec': 17}, {'__RealLiteral__': 0, 'data': '554.867', 'prec': 24}, {'__RealLiteral__': 0, 'data': '613.257', 'prec': 24}, {'__RealLiteral__': 0, 'data': '52859.696', 'prec': 30}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.167', 'prec': 17}, 'traces': [12, 0, 486, 0, 285, 0, 198, 0, 13122, 0, -17919, 0, 0, 0, 15390, 0, -205782, 0, 74313, 0, -39609, 0, -62832, 0, 878679, 0, 0, 0, -575454, 0, 1442952, 0, -1451439, 0, -3989514, 0, -2058621, 0, -930933, 0, 0, 0, 7721322, 0, 623295, 0, 12088194, 0, -16964694, 0, -5556114, 0, -5506743, 0, 0, 0, 4012902, 0, 7511901, 0, -37215576, 0, -3641355, 0, 5047122, 0, -36824553, 0, 0, 0, -30011556, 0, 95080185, 0, 71172999, 0, -38333727, 0, 8514456, 0, -28697814, 0, 0, 0, 20121540, 0, -23305887, 0, 83038554, 0, -198538635, 0, 38959704, 0, -221605224, 0, 0, 0, -78377706, 0, 672346962, 0, 179589537, 0, -287032653, 0, -6299751, 0, -188171571, 0, 0, 0, 289364736, 0, 992399904, 0, -75405573, 0, -982126386, 0, -508189665, 0, -57273480, 0, 0, 0, 684031332, 0, 312713541, 0, 735821865, 0, -1431907413, 0, 16828965, 0, -100921956, 0, 0, 0, 652762476, 0, 479839482, 0, -792061155, 0, -497020779, 0, 431619474, 0, -1436183619, 0, 0, 0, 2985577314, 0, 1773823608, 0, -446046183, 0, -3083142192, 0, 953420694, 0, -268394715, 0, 0, 0, -427058310, 0, 162522531, 0, -2366910612, 0, -2751547164, 0, 202821327, 0, 166203132, 0, 0, 0, -2009641104, 0, 4354809060, 0, -2962215594, 0, -208324872, 0, 2927821422, 0, 4327361004, 0, 0, 0, -285070764, 0, -2451905784, 0, -2982788793, 0, 963380253, 0, 7078051866, 0, 137413584, 0, 0, 0, 2349488268, 0, -1215468018, 0, -13872656712, 0, -3827100411, 0, 2567164995, 0, 9714923076, 0, 0, 0, 3843341946, 0, -6204869361, 0, -19499049477, 0, -336390246, 0, 3760782012, 0, 16410372108, 0, 0, 0, 13462550892, 0, -1834845183, 0, -2324522934, 0, -3820285935, 0, 14841065913, 0, 5697992709, 0, 0, 0, 9256067712, 0, 814922370, 0, -28230796260, 0, -17345249649, 0, -629258949, 0, 22814097306, 0, 0, 0, 4484081916, 0, -15000637377, 0, -37853134839, 0, -4930168194, 0, 41110741620, 0, 19477646211, 0, 0, 0, 27909220752, 0, -14739606693, 0, -17950023144, 0, -34372166916, 0, 19711115406, 0, 11223905859, 0, 0, 0, 32250840006, 0, -3174297093, 0, -66899829168, 0, -7610991591, 0, 18153367974, 0, 28996467156, 0, 0, 0, 9697834998, 0, 2386801056, 0, -77783438070, 0, -14524577775, 0, 36982728609, 0, 51100745373, 0, 0, 0, -13124452560, 0, 56342887245, 0, -15241897251, 0, -53578834950, 0, 56486339805, 0, 4502204127, 0, 0, 0, 34191410664, 0, 11719271808, 0, -173882240649, 0, -96373002108, 0, 26794797408, 0, 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-95385313938, 0, -273850293861, 0, -102293594928, 0, 59357184165, 0, 73076080284, 0, 0, 0, 152463252738, 0, 202369196754, 0, -21739971915, 0, 170260179078, 0, 254192757495, 0, 57402929502, 0, 0, 0, -134650436976, 0, -17295861555, 0, -559416489333, 0, -131812115244, 0, 4388108337, 0, 101614203006, 0, 0, 0, -127813173048, 0, 215491640622, 0, 66233520639, 0, -87977885859, 0, 185338657986, 0, 68342952390, 0, 0, 0, 315178078812, 0, -508660415271, 0, 13462453692, 0, 284649398028, 0, -11230968171, 0, 128666289915, 0, 0, 0, -330505727376, 0, -81390464712, 0, -263603758122, 0, 179409258207, 0, 117579844620, 0, 267434899893, 0, 0, 0, -159959642076, 0, -692124708105, 0, -243077626710, 0, -8910671247, 0, -237749945064, 0, 131739767367, 0, 0, 0, 382918945056, 0, -117153470610, 0, 350516241324, 0, 242502395433, 0, 133717738419, 0, -11038055814, 0, 0, 0, 165575345958, 0, -11545365942, 0, -72761618598, 0, 359842645146, 0, -66201456168, 0, -296699088312, 0, 0, 0, -161070594822, 0, -715005720282, 0, 607669089570, 0, 131525236917, 0, 44755625982, 0, 153284220882, 0, 0, 0, 544728932292, 0, -26146155195, 0, 11130500304, 0, 502878292740, 0, -681500342778, 0, -64384981596, 0, 0, 0, -777933052698, 0, 95154274854, 0, 229517366367, 0, 408375378249, 0, -32817636486, 0, -239820271212, 0, 0, 0, -749123462448, 0, -99280827522, 0, 816505198713, 0, -39561028155, 0, -740421263271, 0, -91142794827, 0, 0, 0, 6367685220, 0, 483732299061, 0, 786908769156, 0, 1009329923022, 0, -354413706048, 0, -35614852983, 0, 0, 0, -765962844948, 0, 155655348813, 0, 482456652183, 0, 615562909395, 0, -167531472747, 0, -622665610185, 0, 0, 0, -1052948671758, 0, -780951361680, 0, 1304658558873, 0, 56588251023, 0, -537975248736, 0, -911662119348, 0, 0, 0, 978646614486, 0, 557297691921, 0, 1329240140748, 0, 1310196104028, 0, -446954802828, 0, -18621115272, 0, 0, 0, -2513355426648, 0, 545233311126, 0, 585913480428, 0, 278057624133, 0, -49540819941, 0, -1776543204990, 0, 0, 0, -125524238436, 0, -582522416952, 0, 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-969301249776, 0, -3237870396228, 0, 2781424148418, 0, -1004994770526, 0, -1288114414608, 0, -171742905900, 0, 0, 0, 5562235350990, 0, 1049012274231, 0, 909136374579, 0, 5936516184849, 0, -897516295194, 0, 395727002631, 0, 0, 0, -4503108278598, 0, 1306159020243, 0, -817615160310, 0, 114636702018, 0, -85706021511, 0, 476254673022, 0, 0, 0, -3612590775072, 0, -4325965710813, 0, 1980753753330, 0, 908382086298, 0, -1219942175268, 0, 259932313857, 0, 0, 0, 1139117455440, 0, 103313795823, 0, 2348713839636, 0, 1536077361330, 0, 817172553687, 0, 845151976053, 0, 0, 0, -2488315340466, 0, 392762317419, 0, -508862339328, 0, 1915561872750, 0, 64443628512, 0, -1382971859118, 0, 0, 0, -4200305655780, 0, -2977086308529, 0, -610541652384, 0, -548750387664, 0, -243195185328, 0, 1069123340157, 0, 0, 0, 6258052836012, 0, 594395831412, 0, 4139160375213, 0, 6029630104632, 0, 1691458971564, 0, 13777555437, 0, 0, 0, -7260216707232, 0, -531540328680, 0, -9303328903245, 0, -2249771563419, 0, 1521257955615, 0, 538460394468, 0, 0, 0, -823062451554, 0, -1903057460562, 0, 2892277312614, 0, -984488604786, 0, -427161353232, 0, 1271847654192, 0, 0, 0, 11091444563304, 0, -2533581722367, 0, 364678534287, 0], 'weight': 9, '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], [0.0, 0.0], [0.5, 0.28867513459481287], [0.0, 0.0], [-0.3600681940194312, 0.207885468743741], [0.0, 0.0], [0.2487609620774396, 0.9685649094130484], [0.0, 0.0], [0.16666666666666666, 0.28867513459481287], [0.0, 0.0], [0.6641272134163655, -1.150302076326284], [0.0, 0.0], [0.0, 1.6239527326223706], [0.0, 0.0], [-0.2400454626796208, 0.0], [0.0, 0.0], [-1.2677825997272718, -0.7319546252264639], [0.0, 0.0], [0.14154841421025913, -0.08172301504765776], [0.0, 0.0], [-0.1552201245499047, 0.5560935589161642], [0.0, 0.0], [0.5438755383370859, 0.9420200653937076], [0.0, 0.0], [-0.41356726377039016, 0.7163195131975552], [0.0, 0.0], [0.0, 0.19245008972987526], [0.0, 0.0], [0.12458892961834472, 0.0], [0.0, 0.0], [-1.6783422621517448, -0.9689913568456352], [0.0, 0.0], [0.6641272134163655, -0.38343402544209465], [0.0, 0.0], [-0.29092148055983047, -0.2970356285163378], [0.0, 0.0], [0.4028959584024735, 0.697836270117241], [0.0, 0.0], [-0.46879477366537703, 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-0.4481704795864095, -0.11692493821288519, -0.2548195156713993, -0.24428874423897176, -0.3937255286816595, -0.17962075200579636, -0.4691606377033541, 0.09695436056819375, -0.26465682478886265, -0.4111985838755264, -0.04991356695308437, -0.00030999762233009165, -0.19672254609291617, 0.17541580071260096, -0.45709259680346476, -0.11681179212801553, -0.03346080193192989, 0.008750199962223754, 0.02945040613106151, -0.2733660730973076, -0.3746825180339191, -0.29507247496625866, -0.4026924661649296, -0.11961630222683733, -0.06094183697756626, -0.45519305375805885, -0.151489792227452, -0.3650775458909309, -0.46912217157342556, -0.4442810056155163, -0.0449049766693662, -0.1512684745297836, -0.04911697978580392, -0.48374634881938283, -0.2746903675195251, -0.3917244578646736, -0.15339416158733019, -0.43484411353984986, -0.15813227727305412, -0.49206545301054644, -0.3476044149359397, -0.40325116721841125, -0.06689934886122884, -0.3176337934304646, -0.4599185585510401, -0.32097140361652315, -0.22888157900717046, -0.3094785571729232, -0.08375644884144552, -0.3887178698452535, -0.13782252676382753, 0.07836573440488613, -0.29701732782983914, -0.39853325064318, 0.018609537150194595, -0.18673713130571493, -0.38085928113859785, -0.10285705136553182, -0.22171624468366763, -0.26954311300312117, 0.18564271179468636, -0.42947192102829956, -0.021145365237049112, -0.44946108889207004, -0.21266175155708342, -0.18489613215220307, -0.1739713448218853, -0.31839218914114575, -0.4971052309446262, -0.3455605819689672, -0.2215728550002306, -0.020351612985320455, -0.44103316900861, 0.02824164770297598, -0.24585614074808237, 0.18836520617761085, -0.34801353579834804, -0.15812362494241602, -0.4013588412948675, -0.32729016951071394, 0.03699909999046189, -0.21911747465097367, -0.16470432206861413, 0.021077945654853974, -0.4820445213071609, 0.05439874953318101, -0.43723992649990906, -0.4441427942147173, -0.3799024225859151, -0.08396826861344917, -0.31054294442059976, 0.08273092035116629, -0.1566851169178549, -0.3741862644444674, -0.016819957761175897, -0.10774551459675323, 0.02748273428190783, -0.26325453345834643, -0.353476563764376, -0.22460548451029308, -0.10134928867778595, -0.07645841282689139, -0.2952623201632087, 0.11307589838217097, -0.18457724497997496, -0.13900409754792992, -0.165593401718719, -0.322424165708169, -0.2905682800497149, -0.26310597396007135, -0.11395000653162181, -0.496661655892265, 0.021008592874942757], 'char_orbit_index': 13, 'conrey_index': 73, 'dual_conrey_index': 61, 'dual_embedding_index': 2, 'dual_embedding_m': 2, 'embedding_index': 2, 'embedding_m': 8, 'embedding_root_imag': 125.29788483487914, 'embedding_root_real': -72.3407675383082, 'hecke_orbit': 2, 'hecke_orbit_code': 4504424412086356, 'label': '84.9.m.b.73.2', 'level': 84, 'weight': 9}
• mf_newspaces •

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

  
  {'Nk2': 6804, 'analytic_conductor': 34.219803245134685, 'char_conductor': 7, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 13, 'char_orbit_label': 'm', 'char_order': 6, 'char_parity': -1, 'char_values': [84, 6, [43, 29, 73], [6, 6, 5]], 'conrey_index': 61, 'cusp_dim': 244, 'dim': 22, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 824784715860, 'hecke_orbit_dims': [10, 12], 'label': '84.9.m', 'level': 84, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 7], 'level_radical': 42, 'mf_dim': 268, 'mf_new_dim': 22, 'num_forms': 2, 'prim_orbit_index': 4, 'relative_dim': 11, 'sturm_bound': 144, 'trace_bound': 1, 'trace_display': [0, 81, 1674, 1415], 'traces': [22, 0, 81, 0, 1674, 0, 1415, 0, 24057, 0, -18798, 0, 0, 0, -59616, 0, -219456, 0, 45045, 0, -81972, 0, 249900, 0, 856627, 0, 0, 0, -865248, 0, 1685739, 0, -1380240, 0, -2780142, 0, -145313, 0, -2163267, 0, 0, 0, 6859474, 0, 3661038, 0, 11782746, 0, -7143035, 0, -5186916, 0, -16169976, 0, 0, 0, 5593374, 0, 25922772, 0, -51153384, 0, -2871531, 0, -9919686, 0, -57547375, 0, 0, 0, 83021028, 0, 138516507, 0, 72959211, 0, -137157132, 0, -33675181, 0, -52612659, 0, 0, 0, 162723648, 0, -11569230, 0, 150210468, 0, -444629901, 0, 32404455, 0, -362255118, 0, 0, 0, -82222452, 0, 825565626, 0, 406363179, 0, -326976588, 0, -189253320, 0, -596535629, 0, 0, 0, 460882908, 0, 1851333300, 0, 24413481, 0, -1522743396, 0, -795684007, 0, -236476098, 0, 0, 0, -142718302, 0, 347618385, 0, 1700872722, 0, -1831805187, 0, -65190096, 0, -1303038276, 0, 0, 0, 669256668, 0, 2597149602, 0, 299794698, 0, -822000393, 0, 397212948, 0, -1853600312, 0, 0, 0, 1871350596, 0, 3185182692, 0, 417675690, 0, -2945961528, 0, -190337194, 0, -890488080, 0, 0, 0, -1759805864, 0, 98513415, 0, 973542456, 0, -3503347966, 0, -294272190, 0, -1454996370, 0, 0, 0, -1256999472, 0, 1887095682, 0, 1985224104, 0, -178032735, 0, 1013720298, 0, 4197431605, 0, 0, 0, 256048824, 0, -2104910940, 0, -1304240211, 0, 6613595700, 0, 2112981936, 0, -546531300, 0, 0, 0, -2353400564, 0, -5793287670, 0, -7765918362, 0, 6983823930, 0, 1394384301, 0, 6734841972, 0, 0, 0, 3746886498, 0, -15758673210, 0, -18343246737, 0, 5016226158, 0, -2265735138, 0, 15273964776, 0, 0, 0, 7598970708, 0, -9830869494, 0, -387420489, 0, 23163238056, 0, 7390956363, 0, 4038525216, 0, 0, 0, -12755018520, 0, -4960463004, 0, -19005475554, 0, 8600864585, 0, -946148688, 0, 15704786220, 0, 0, 0, 856798560, 0, -41534055126, 0, -6821551734, 0, 7245455022, 0, 26167075806, 0, 16811234009, 0, 0, 0, 12444630216, 0, -34062846609, 0, -6557381730, 0, -7937765202, 0, -4202485955, 0, 1952116524, 0, 0, 0, 2955179508, 0, -3018584880, 0, -1933738128, 0, 49202894969, 0, 14016464046, 0, 12205423596, 0, 0, 0, -2547941670, 0, -20855430774, 0, -26807049819, 0, -13934015604, 0, -11329158420, 0, 19953778158, 0, 0, 0, -37606702488, 0, 65891096067, 0, 17835591447, 0, 4087223670, 0, 16552057999, 0, 317799531, 0, 0, 0, -13608172802, 0, 4772785842, 0, -98106435450, 0, -76747348894, 0, 3603595716, 0, -24381043260, 0, 0, 0, -9462129858, 0, 90423729846, 0, 50579003880, 0, -16062480468, 0, 12295178268, 0, -36857802500, 0, 0, 0, 121529412372, 0, 58992361227, 0, 9876260178, 0, -122665805100, 0, -14389614451, 0, 10988916678, 0, 0, 0, 21716273482, 0, 61186629123, 0, 111573372780, 0, -143587903842, 0, 7500834819, 0, -65912390718, 0, 0, 0, -12378365568, 0, 36125320014, 0, -40404953211, 0, -44329728681, 0, -68572767936, 0, -102091584783, 0, 0, 0, 15786865740, 0, 148477521147, 0, 89196743484, 0, -33144536352, 0, 76258793778, 0, -18686203713, 0, 0, 0, 125498678918, 0, 25768865502, 0, -162483574644, 0, -170590216692, 0, -44211707226, 0, -28950262782, 0, 0, 0, -101731518432, 0, 175811887368, 0, 235237935546, 0, 1686483180, 0, 95599360296, 0, 5020494948, 0, 0, 0, 278608506972, 0, -76896199296, 0, -82520121006, 0, -207395474334, 0, -86320224743, 0, 11343785292, 0, 0, 0, -61955523898, 0, 166042063296, 0, -44988293322, 0, 24531318586, 0, 9786542148, 0, -78966226158, 0, 0, 0, -70727475024, 0, -205777199340, 0, -195477978027, 0, -124692589404, 0, -158992119336, 0, 40434973561, 0, 0, 0, 264380199840, 0, 139198639176, 0, 28649590650, 0, 370955392482, 0, 222307073107, 0, 53167710042, 0, 0, 0, -112848019128, 0, 36680414382, 0, -598384195974, 0, 10193360664, 0, 6116354469, 0, 167701543914, 0, 0, 0, -308197638720, 0, 182684579724, 0, 331422790749, 0, 12308027355, 0, 182289234816, 0, 48832896011, 0, 0, 0, 465995375796, 0, -787489460946, 0, 144779613354, 0, 409977234678, 0, -35602614979, 0, 209774287539, 0, 0, 0, -664284421876, 0, -111872450808, 0, -291125225484, 0, 322731145351, 0, 184208105826, 0, 254716702374, 0, 0, 0, -427121385768, 0, -1197471867138, 0, -294800725224, 0, -13047939432, 0, -162785100918, 0, 369359523161, 0, 0, 0, 550068420336, 0, 32713195299, 0, 361040522643, 0, 719408617026, 0, 306228180114, 0, 21694353282, 0, 0, 0, -290237175954, 0, -33460709256, 0, -733481038062, 0, 221752667976, 0, -75570316956, 0, -527579988, 0, 0, 0, -251712218250, 0, -763477160166, 0, 714689349129, 0, 10004079150, 0, 337034486346, 0, 332881444022, 0, 0, 0, 944832531204, 0, -81709509453, 0, 66530035908, 0, 397353628908, 0, -342934978679, 0, 116601350850, 0, 0, 0, -923139830680, 0, 285621272550, 0, -721074455694, 0, 252989481003, 0, 90783494118, 0, -161263339656, 0, 0, 0, -1078887333348, 0, -651206261070, 0, -304680179934, 0, -310994746515, 0, -607845135606, 0, 484024803714, 0, 0, 0, 1344585848568, 0, 1190797957089, 0, 1028295338580, 0, 638960783856, 0, 34802831484, 0, -24096470976, 0, 0, 0, -704939445698, 0, 159561794457, 0, -993578795388, 0, -500019586554, 0, 90421231176, 0, -522432000252, 0, 0, 0, -1115362019718, 0, -427651295364, 0, 1156445903469, 0, -160846890966, 0, -173054644350, 0, -331389440904, 0, 0, 0, 2683125665856, 0, 934412718591, 0, 1421289134640, 0, 199355610816, 0, -79792479830, 0, 73647620847, 0, 0, 0, -1798356768768, 0, 782708308578, 0, -1195599438774, 0, -1440538824861, 0, 166351836456, 0, -1886121231216, 0, 0, 0, -230127770466, 0, -982774769796, 0, 1495409522529, 0, -784122768648, 0, -1039809557406, 0, -778511127391, 0, 0, 0, 3720508562100, 0, 1352305474020, 0, 595954276362, 0, 429556684092, 0, -228925957055, 0, 73715153382, 0, 0, 0, -1763902181324, 0, 1266319734732, 0, -1659774512664, 0, -1060860042466, 0, 177938309088, 0, -1726005165612, 0, 0, 0, -2022630316164, 0, -355798973070, 0, 3698172677859, 0, -1054348128927, 0, -914129792706, 0, -213889534128, 0, 0, 0, 5405370918768, 0, 3395788478916, 0, 2423796079752, 0, 57833360982, 0, 296157509652, 0, -12468559392, 0, 0, 0, -2811856876224, 0, 328510293516, 0, -4595344979814, 0, -2465322250428, 0, 311385070044, 0, -1252636102926, 0, 0, 0, -3719774768976, 0, 650675846736, 0, 3457449343809, 0, -413163510723, 0, -594958756266, 0, -755078680570, 0, 0, 0, 5541617957004, 0, 1378891407465, 0, 1793668731453, 0, 174830816244, 0, -1204154616300, 0, -70868543085, 0, 0, 0, -3268516646122, 0, 1756639357164, 0, -3494001793716, 0, 33821824999, 0, 123758097021, 0, -1695182698200, 0, 0, 0, -1584503886132, 0, -4336698813444, 0, 2023819686696, 0, -1357053905520, 0, -1529900404950, 0, 1559164060656, 0, 0, 0, 7716601353948, 0, 1911023135853, 0, 1660151310714, 0, 5224161278184, 0, 996667676114, 0, 1292290590906, 0, 0, 0, -3969407640830, 0, 2492633270412, 0, -4582702726758, 0, -725881758755, 0, -89910251262, 0, 157446413130, 0, 0, 0, -7120759691232, 0, -5409099796572, 0, 2355716746872, 0, -710653311756, 0, 346869427866, 0, 991857120451, 0, 0, 0, 7660323073056, 0, -2317705504182, 0, 3708788367996, 0, 3843640461294, 0, 99682650931, 0, 1685190450051, 0, 0, 0, -7320433424726, 0, 888716272473, 0, -3706257745062, 0, 652243759752, 0, 691983887922, 0, -108353455020, 0, 0, 0, -6953030621334, 0, -5995300042980, 0, 1074631622184, 0, -509228537670, 0, -1590526288542, 0, 2991429105243, 0, 0, 0, 9118338763248, 0, -111571574004, 0, 6662064719628, 0, 6593170827120, 0, 4854133912078, 0, 413897010840, 0, 0, 0, -7474123542334, 0, 459990793404, 0, -15001761761712, 0, -486047729355, 0, 1263456317421, 0, 56715285822, 0, 0, 0, -2609246841246, 0, -4710820282560, 0, 5504281904340, 0, -2669693629410, 0, -49889663256, 0, 2276408353321, 0, 0, 0, 19959295612272, 0, -4079370150453, 0, 703615306563, 0], 'weight': 9, '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: 36587676
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 73, 'source_dim': 12, 'source_embedding_index': 2, 'source_hecke_orbit_code': 4504424412086356, 'source_is_minimal': True, 'source_label': '84.9.m.b.73.2', 'source_level': 84, 'target_conrey_index': 73, 'target_dim': 12, 'target_embedding_index': 2, 'target_hecke_orbit_code': 4504424412086356, 'target_is_minimal': True, 'target_label': '84.9.m.b.73.2', 'target_level': 84, 'twist_class_label': '84.9.m.b.61.2', 'twist_class_level': 84, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 9}
  • id: 36587677
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 73, 'source_dim': 12, 'source_embedding_index': 2, 'source_hecke_orbit_code': 4504424412086356, 'source_is_minimal': True, 'source_label': '84.9.m.b.73.2', 'source_level': 84, 'target_conrey_index': 73, 'target_dim': 12, 'target_embedding_index': 5, 'target_hecke_orbit_code': 13512517020025084, 'target_is_minimal': False, 'target_label': '252.9.z.d.73.5', 'target_level': 252, 'twist_class_label': '84.9.m.b.61.2', 'twist_class_level': 84, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 9}
  • id: 36587678
    {'conductor': 7, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 73, 'source_dim': 12, 'source_embedding_index': 2, 'source_hecke_orbit_code': 4504424412086356, 'source_is_minimal': True, 'source_label': '84.9.m.b.73.2', 'source_level': 84, 'target_conrey_index': 61, 'target_dim': 12, 'target_embedding_index': 2, 'target_hecke_orbit_code': 4504424412086356, 'target_is_minimal': True, 'target_label': '84.9.m.b.61.2', 'target_level': 84, 'twist_class_label': '84.9.m.b.61.2', 'twist_class_level': 84, 'twisting_char_label': '7.5', 'twisting_conrey_index': 5, 'weight': 9}
  • id: 36587679
    {'conductor': 21, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 73, 'source_dim': 12, 'source_embedding_index': 2, 'source_hecke_orbit_code': 4504424412086356, 'source_is_minimal': True, 'source_label': '84.9.m.b.73.2', 'source_level': 84, 'target_conrey_index': 145, 'target_dim': 12, 'target_embedding_index': 5, 'target_hecke_orbit_code': 13512517020025084, 'target_is_minimal': False, 'target_label': '252.9.z.d.145.5', 'target_level': 252, 'twist_class_label': '84.9.m.b.61.2', 'twist_class_level': 84, 'twisting_char_label': '21.5', 'twisting_conrey_index': 5, 'weight': 9}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 262100
    {'charpoly_factorization': [[[0, 1], 12]], 'hecke_orbit_code': 4504424412086356, 'p': 2}
  • id: 262101
    {'charpoly_factorization': [[[2187, -81, 1], 6]], 'hecke_orbit_code': 4504424412086356, 'p': 3}
  • id: 262102
    {'charpoly_factorization': [[[76321613977346958046989561000000, 1754330814254965982697238500000, 17177261554056537511160940000, 85865736372357695052915000, 201422208915954969132600, 32049897802747435710, -679960365860892483, -311260236586983, 2118409775334, 455337945, -1570602, -285, 1], 1]], 'hecke_orbit_code': 4504424412086356, 'p': 5}
  • id: 262103
    {'charpoly_factorization': [[[36703368217294125441230211032033660188801, -1260627540659987541176804157566352198, 9389787760610426894934692236642749, 5832410037442948322220063346798, 1924243485723951619255605738, 845291302027586967534786, 738140712866733043077, 146629745246641986, 57901709320938, 30443535598, 8501949, -198, 1], 1]], 'hecke_orbit_code': 4504424412086356, 'p': 7}
  • id: 262104
    {'charpoly_factorization': [[[165937470569466650147395089659048940557990781825600, -15310285033948260178033920421096932546082562400, 3552302073240196565968830853315752785605440, -53480859912693604534478919542703521640, 29676157840249752688692062403395376, -97445293296816298652933690610, 170137132302824254399739175, 2409461686896895396197, 551021544776781324, 6277714424145, 1057716756, 17919, 1], 1]], 'hecke_orbit_code': 4504424412086356, 'p': 11}
  • id: 262105
    {'charpoly_factorization': [[[2148736619928732586670402952588908174823346998411264, 0, 154568598956834087686812848324860878219009024, 0, 1915377965152760894992618618732008960, 0, 6649058232428865002264901915, 0, 9052853898338449947, 0, 5107913481, 0, 1], 1]], 'hecke_orbit_code': 4504424412086356, 'p': 13}
  • id: 262106
    {'charpoly_factorization': [[[102883478603985971726587310552057729561975719760509855334400, 10358046701171156185055456854497679925586220219030241280, 380311494331350679545361015038471904819942648676352, 3292579322471942712587881117773704511214276608, -39546330351809389937873961722830797096960, -611146937563285453142921884897779456, 4253103805192055434241669395008, 94556085718714413671687328, 94176297436197260448, -4882203625831704, -9609714264, 205782, 1], 1]], 'hecke_orbit_code': 4504424412086356, 'p': 17}
  • id: 262107
    {'charpoly_factorization': [[[839941594289471050092538243805252914571772913447064780421696, -98653597845272303312191168203065493327494157210741609120, 4639153090947308405341885574774482935902223761739936, -91233735199161474156980935741232841355879600920, 546578998292006380729698811658307325578600, 5444624941813790301283993504888582122, -42732798239190620406326331931839, -278912344696400012276204631, 2708581294171234034226, 4528382876267697, -59095810446, -74313, 1], 1]], 'hecke_orbit_code': 4504424412086356, 'p': 19}
  • id: 262108
    {'charpoly_factorization': [[[636540850173110326283089422675819459760973407740206891730468864, 26911502149211778161176282600114369682359176557098111598592, 915354569347293396124797125701809196657021884089499648, 10153603504956309474572706996233144016218565378048, 98594886134461534970684145673946059128176640, 294477817987320336414501457837078609920, 1957235234127147352387347589693440, 2917217387920439336564588544, 31636446499771541572608, 17273214136659456, 202735409760, 62832, 1], 1]], 'hecke_orbit_code': 4504424412086356, 'p': 23}
  • id: 262109
    {'charpoly_factorization': [[[2355979473111905277622707138048000, -48543619509673246228491244800, 251110336118535852843600, 55337485683990069, -1129194137997, 287727, 1], 2]], 'hecke_orbit_code': 4504424412086356, 'p': 29}
  • id: 262110
    {'charpoly_factorization': [[[1562986313016469209106966089542527686625224071317931406934464184281, 456969786083577866922828323761500411408241414785206827453312968, 44796261433688609444899955234127266170816376676388284628599, 76472271664310686531182153360093896677883125968579768, -567502384447901643056800918359409946373987900042, -1044882163644468679630292511665748427554744, 8751950404868676120923352873892994019, -14877563131880918393965077212424, 7158790347144968590644294, 4411658625554488392, -2363347360953, -1442952, 1], 1]], 'hecke_orbit_code': 4504424412086356, 'p': 31}
  • id: 262111
    {'charpoly_factorization': [[[4031063959319697645314420505597167833024694138044226728216390353601835584, -5722677221031619318773057235187073600576856091112443164569773408736, 19123035352508726138971850130657184796933070450456526965273984, -10141976792113753140412499255340409561210273560686016040, 40290718463455731440557956126541039686426426976320, -16550382963015260136357273956462071432686498, 53094563294760614856639898802937751467, 5861176831847196336886096951827, 23612960471820864902701920, 4623250969555980215, 8223725397576, 2058621, 1], 1]], 'hecke_orbit_code': 4504424412086356, 'p': 37}
  • id: 262112
    {'charpoly_factorization': [[[15074044794481068371965443948764472666177517289921100382138963158041432064, 0, 473657632674541423993378279901038473284213943610462325269850112, 0, 1383386353514363970648684847738087650927347179712256, 0, 1332385965047741012352163051896258005760, 0, 468689614701757135781185008, 0, 44050323101928, 0, 1], 1]], 'hecke_orbit_code': 4504424412086356, 'p': 41}
  • id: 262113
    {'charpoly_factorization': [[[5171839699551030522524307688545427000, 67342149484112841842268160423020, 214669722706730309338009590, 66060179371490808637, -28688639889699, -3860661, 1], 2]], 'hecke_orbit_code': 4504424412086356, 'p': 43}
  • id: 262114
    {'charpoly_factorization': [[[180692415007560205564709313623688113667782683200218303734742991021296362035609600, 134144616208445053643885135184058697287932810883876051439085217137347788800, -3276604485523815606542718927834378126107247932067885790873257246720, -27076947500461484902959939334430405242987284966065493849538560, 3427786391142904548083512415278074185644437364558024704, 2020983343346156734973712133957825368826412525568, -51236487906349039934978436149106459342144, -65287588808083977422707127738909472, 2792045415636993687413588928, 1130613015468523455288, -44822205254640, -12088194, 1], 1]], 'hecke_orbit_code': 4504424412086356, 'p': 47}
  • id: 262115
    {'charpoly_factorization': [[[1158305883699612598546499163688232231286737982882466138497166540660947814953517056, -573749186449629518220821277446825445409162444735833871171840185505409138688, 549651445648124267107445035912452845924103771015390321050379424456704, 95627467018859239173598209208352360655824295692410813682565120, 63393824844240143009465671913555929782633305558783755584, 1967176181100607421324001165603221318606660817528, 1565675737048875292012325674935982044590049, 28832384237343238434890290868012223, 29615276618925867265699004886, 30645411150217665987, 216103066924230, 5506743, 1], 1]], 'hecke_orbit_code': 4504424412086356, 'p': 53}
  • id: 262116
    {'charpoly_factorization': [[[26437802284421170185429029141159012655087758737337225237164527388221710897340113485824, 2173185409655803207788242157983810145333301464244141138982690124341685615132672, -491067248112984329065051701701417001744454346726835741372535268226109440, -45260305099412708431349071614423353669719181219080529149887169536, 7288107599301702537787425520783908477200846642196287452224, 479023994757331452104537920211076863703738320797200, -55844106883902581088827944568795833541920509, -2866222583828347437879256961534882277, 343714734154586943314782674876, 5110880907362721116499, -661561622457132, -7511901, 1], 1]], 'hecke_orbit_code': 4504424412086356, 'p': 59}
  • id: 262117
    {'charpoly_factorization': [[[93425527078132377911660642159961503669538869605865253373411543818258891207644440166400, 47936233260453181112774877729059010440548304730530584097012173248573814729605120, 9172299619518131503636907737992751760291575806339858340194174075097055232, 499588461496376143114221754053115275238290239580098640968377958400, -33659272404452485086177851702220408148188045374403650125824, -3506519847715672679317398029625177692238778205306880, 162773254841109350172434627707152234922659840, 20361127803646770719704405032944523264, 168752017125258295211188369920, -30165410102707642444416, -348892366584624, 37215576, 1], 1]], 'hecke_orbit_code': 4504424412086356, 'p': 61}
  • id: 262118
    {'charpoly_factorization': [[[6564752612421790065334688795067946677225241285293681037239152461568705229229886765830144, 625792732386568648766318556405321370271223608908383096479334393835406254601849856, 95385439701289451213790983565595520259965265942710795663331754483899558912, 7002116069450374555544377690131301416295747826585164443267071955520, 797144433820856080824014134561201316603234516165552483170944, 51628184669047642308117027556237220721423440649214860, 3423017313134282488242805980808100485256626461, 124690700529483072897912999628730829093, 4536511790019995060474546638962, 80020752906745826640865, 2671447791162786, 36824553, 1], 1]], 'hecke_orbit_code': 4504424412086356, 'p': 67}
  • id: 262119
    {'charpoly_factorization': [[[-52541252183063211715614472666304959713323520, 2491381576346545544113601670450397824, 777325314345260337383185367136, -30124729152899885659464, -2133160405822764, 15005778, 1], 2]], 'hecke_orbit_code': 4504424412086356, 'p': 71}
  • id: 262120
    {'charpoly_factorization': [[[944629909238226773384029394478735710064790640088777953718345377392672772347853926502400, -223512168153161050374880299356166568671165151401422297895966693088678951546905600, 11153129434567485416602225220134875337463563720797809390608763945089873920, 1532198712172244166743833311268725331547340816187776437203360854720, -102181556314314469922683594132510541994341411124459867120384, -9988107282491949340897666315368129638117142844642068, 973142964580024610889055961536957095746595999, 3348694935333067755584982627264140667, -1727271469922460106525671908520, 6088051416716991214515, 2949383153409456, -95080185, 1], 1]], 'hecke_orbit_code': 4504424412086356, 'p': 73}
  • id: 262121
    {'charpoly_factorization': [[[4714024698753657256893085743359137845940926915835613742422287010985163849784481307270225, 2195349462863401170359841500919517948360519026906200585166538271395435108030846440, 863587115552634118457840069216666288337232570629610080338401351173624375291, 74625104646234915386980992087261558671921250012330257592234380865160, 5714803615436348818373905676621052140306905635537054946008534, 182892424254457079134462166858112507604437357600778536, 7478014080316345435974423347265895134898240095, 86241411968296361008047536220629357736, 6922341033327949314569204772918, 35704494977848835052424, 3118285003434843, -8514456, 1], 1]], 'hecke_orbit_code': 4504424412086356, 'p': 79}
  • id: 262122
    {'charpoly_factorization': [[[7897178385911704663161829737587749782013016181082552852403712115888565698478559400010304, 0, 8842491376138497644522804882398770074184975533842385512575646072693858831056, 0, 311607512569367416347632438172289445885136332439800802940843356, 0, 301230410982551594613020771497483675535396404071, 0, 108363072812453501156855950932783, 0, 17102803239551805, 0, 1], 1]], 'hecke_orbit_code': 4504424412086356, 'p': 83}
  • id: 262123
    {'charpoly_factorization': [[[117721856291046425535035337706901624035731692209571047717813030213935627231246166832974135296, 13700547286564528769056523781155415528846782133339239718194435604862824603623109623808, 337232925409929194375924582148721749018178267878471658559142114859647164645376, -22608105156822184063290730542293207715771126307412862050934393707114496, -160911286737841139419887762627827655896669970140445186307971072, 14980886447984921228460762176450675761086278843225898240, 70640207301772067300186380696380269806454841408, -7575529397411895767559157203235698242400, 56817915594512768664365488089888, 827370451201356037449576, -7665223344778872, -83038554, 1], 1]], 'hecke_orbit_code': 4504424412086356, 'p': 89}
  • id: 262124
    {'charpoly_factorization': [[[535632554142704667082561612144928673441070965147467514483022434158909385526595534400000000, 0, 16451733519764429214658159803904810019971466240599920802089437507580708000000, 0, 64997036847906695876473664036038944010974476681654708877870000, 0, 99004521665072800585470214643277042036297929475, 0, 66636889734362165042826446354619, 0, 17993651605183569, 0, 1], 1]], 'hecke_orbit_code': 4504424412086356, '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': 13, 'hecke_orbit': 2, 'label': '84.9.m.b', 'level': 84, 'portrait': 'data:image/png;base64,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', 'weight': 9}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 93320000
    {'hecke_orbit_code': 4504424412086356, 'n': 1, 'trace_an': 12}
  • id: 93320001
    {'hecke_orbit_code': 4504424412086356, 'n': 2, 'trace_an': 0}
  • id: 93320002
    {'hecke_orbit_code': 4504424412086356, 'n': 3, 'trace_an': 486}
  • id: 93320003
    {'hecke_orbit_code': 4504424412086356, 'n': 4, 'trace_an': 0}
  • id: 93320004
    {'hecke_orbit_code': 4504424412086356, 'n': 5, 'trace_an': 285}
  • id: 93320005
    {'hecke_orbit_code': 4504424412086356, 'n': 6, 'trace_an': 0}
  • id: 93320006
    {'hecke_orbit_code': 4504424412086356, 'n': 7, 'trace_an': 198}
  • id: 93320007
    {'hecke_orbit_code': 4504424412086356, 'n': 8, 'trace_an': 0}
  • id: 93320008
    {'hecke_orbit_code': 4504424412086356, 'n': 9, 'trace_an': 13122}
  • id: 93320009
    {'hecke_orbit_code': 4504424412086356, 'n': 10, 'trace_an': 0}
  • id: 93320010
    {'hecke_orbit_code': 4504424412086356, 'n': 11, 'trace_an': -17919}
  • id: 93320011
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  • id: 93320977
    {'hecke_orbit_code': 4504424412086356, 'n': 978, 'trace_an': 0}
  • id: 93320978
    {'hecke_orbit_code': 4504424412086356, 'n': 979, 'trace_an': 0}
  • id: 93320979
    {'hecke_orbit_code': 4504424412086356, 'n': 980, 'trace_an': 0}
  • id: 93320980
    {'hecke_orbit_code': 4504424412086356, 'n': 981, 'trace_an': -823062451554}
  • id: 93320981
    {'hecke_orbit_code': 4504424412086356, 'n': 982, 'trace_an': 0}
  • id: 93320982
    {'hecke_orbit_code': 4504424412086356, 'n': 983, 'trace_an': -1903057460562}
  • id: 93320983
    {'hecke_orbit_code': 4504424412086356, 'n': 984, 'trace_an': 0}
  • id: 93320984
    {'hecke_orbit_code': 4504424412086356, 'n': 985, 'trace_an': 2892277312614}
  • id: 93320985
    {'hecke_orbit_code': 4504424412086356, 'n': 986, 'trace_an': 0}
  • id: 93320986
    {'hecke_orbit_code': 4504424412086356, 'n': 987, 'trace_an': -984488604786}
  • id: 93320987
    {'hecke_orbit_code': 4504424412086356, 'n': 988, 'trace_an': 0}
  • id: 93320988
    {'hecke_orbit_code': 4504424412086356, 'n': 989, 'trace_an': -427161353232}
  • id: 93320989
    {'hecke_orbit_code': 4504424412086356, 'n': 990, 'trace_an': 0}
  • id: 93320990
    {'hecke_orbit_code': 4504424412086356, 'n': 991, 'trace_an': 1271847654192}
  • id: 93320991
    {'hecke_orbit_code': 4504424412086356, 'n': 992, 'trace_an': 0}
  • id: 93320992
    {'hecke_orbit_code': 4504424412086356, 'n': 993, 'trace_an': 0}
  • id: 93320993
    {'hecke_orbit_code': 4504424412086356, 'n': 994, 'trace_an': 0}
  • id: 93320994
    {'hecke_orbit_code': 4504424412086356, 'n': 995, 'trace_an': 11091444563304}
  • id: 93320995
    {'hecke_orbit_code': 4504424412086356, 'n': 996, 'trace_an': 0}
  • id: 93320996
    {'hecke_orbit_code': 4504424412086356, 'n': 997, 'trace_an': -2533581722367}
  • id: 93320997
    {'hecke_orbit_code': 4504424412086356, 'n': 998, 'trace_an': 0}
  • id: 93320998
    {'hecke_orbit_code': 4504424412086356, 'n': 999, 'trace_an': 364678534287}
  • id: 93320999
    {'hecke_orbit_code': 4504424412086356, 'n': 1000, 'trace_an': 0}