Embedded newform data - 98.6.c.e.67.2

Formats: - HTML - YAML - JSON - 2025-12-05T18:43:39.594917

• 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': 3528, 'analytic_conductor': 15.717614341672101, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 7, 'char_degree': 2, 'char_is_minimal': False, 'char_is_real': False, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 3, 'char_parity': 1, 'char_values': [98, 3, [3], [2]], 'cm_discs': [], 'conrey_index': 67, 'dim': 4, 'field_disc': 898704, 'field_disc_factorization': [[2, 4], [3, 2], [79, 2]], 'field_poly': [6241, 0, 79, 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': [[3, [71289, 3738, 463, -14, 1]]], 'hecke_orbit': 5, 'hecke_orbit_code': 18014536049098850, 'hecke_ring_generator_nbound': 3, 'hecke_ring_index': 4, 'hecke_ring_index_factorization': [[2, 2]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 7, 3, 1, 3, 0]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '98.6.c.e', 'level': 98, '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, 7], 'level_radical': 14, 'minimal_twist': '14.6.c.a', 'nf_label': '4.0.898704.3', 'prim_orbit_index': 3, 'qexp_display': 'q+4\\beta _{2}q^{2}+(7+\\beta _{1}+7\\beta _{2})q^{3}+(-2^{4}+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '5.2.3.c3', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '98.6.c', 'trace_display': [-8, 14, 70, 0], 'trace_hash': 477877249637768500, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.061', 'prec': 17}, {'__RealLiteral__': 0, 'data': '3.784', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.183', 'prec': 17}, {'__RealLiteral__': 0, 'data': '52.467', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1295.056', 'prec': 27}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 'traces': [4, -8, 14, -32, 70, -112, 0, 256, -244, 280, -62, 224, -3640, 0, -4076, -512, 1694, -976, 826, -2240, 0, 496, 2734, 896, -6312, 7280, -14308, 0, -5704, 8152, -2674, -2048, 4858, -13552, 0, 7808, 9146, 3304, -21588, 4480, -12264, 0, -32080, -992, -26852, 10936, -25326, -7168, 0, 50496, -25762, 29120, -14958, 28616, 31052, 0, -37732, 11408, -1106, 32608, -28042, 21392, 0, 16384, -28308, 19432, 102642, 27104, 188692, 0, -22112, -15616, 35070, 36584, -132776, -26432, 0, 172704, -101762, 17920, 23750, 24528, 89264, 0, 7348, 64160, -170380, -3968, -75474, 214816, 0, -87488, 53478, -101304, -127502, 14336, 16632, 0, 139000, -100992, -42098, -103048, 61810, -232960, 0, 119664, 146262, 114464, 65010, -62104, -31220, 0, -361528, 75464, 205142, 45632, 345912, 8848, 0, -260864, 289212, -112168, -69468, -42784, -1420020, 0, 530944, -32768, 312424, -113232, 419818, -155456, 0, -821136, -308534, 108416, -523774, -377384, 306768, 0, -244596, 44224, 118356, -62464, 501844, -280560, 0, -292672, 10266, -531104, 446034, 52864, -802648, 0, 90900, -345408, 291886, -407048, -558894, -143360, 0, -190000, 219734, 98112, 32210, -178528, 911680, 0, 2074972, -14696, -244300, 256640, -27146, 1363040, 0, 31744, 201766, -301896, 1008162, -429632, 498344, 0, -450732, 174976, -638638, 213912, 149842, 810432, 0, 1020016, 55374, 57344, -91006, -33264, 3585288, 0, -1125032, -278000, 178990, -403968, -422086, 336784, 0, 824384, -108444, 247240, 1386460, 465920, 293860, 0, 2248016, -239328, -590576, 585048, -2260216, -915712, 0, -520080, -1241522, -248416, -1736196, 62440, 286720, 0, -3414752, 723056, -63714, 301856, 1867110, -1641136, 0, -365056, -1201742, 1383648, 1106346, -17696, -5556684, 0, 895392, 521728, 2262526, 1156848, -1895824, 897344, 0, 555744, -406588, -171136, -2465848, 2840040, 2922864, 0, 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-11219572, -5636744, -5782798, -1691648, 0, -6921456, 22276884, 6421184, 3779602, 9000096, 12125400, 0, 2449000, 10047272, 9270702, -727200, -8049734, 28638736, 0, 11053056, -30213222, 3560760, -34514, 4670176, 11989516, 0, 11090528, -6512768, 20662264, 8402088, 19130496, 17884608, 0, -9130592, 8533408, 1146880, -2342654, 2753016, -56937104, 0, 38635376, -629464, 13473726, 1520000, -1392454, -26131840, 0, -7031488, 12405642, 2285192, -25162078, 1569792, -36445976, 0, -47831216, 515360, -5350002, -9481960, 32300268, 5712896, 0, -7712, -21798188, -7293440, 28237664, -19112408, 2145612, 0, -36630712, -16753424, 26648104, -16599776, 24892518, -33267808, 0, 470272, 46623078, -1304856, 32068674, -3908800, -15782900, 0, 31620244, 4106240, 4321380, -9037960, -20599670, 868672, 0, -29082768, 24550904, -10904320, -5777772, 9094512, -79769060, 0, 11730104, -25226544, -6882946, -253952, 26192082, 11342352, 0, -6456512, -15582598, 6663104, -41339076, -4830336, -15583596, 0, -26116104, 16130592, 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22138368, -189290024, 0, 99061828, 17701536, -44924978, 43019192, -11541180, 566272, 0, 19805504, -66920458, 44453472, -45858148, 38033184, 141369900, 0, -63033368, 29862096, 73499958, -7163136, -18960788, -13528816, 0, -16695296, 51771364, -28832048, -6125268, 36200416, -33339124, 0, 76972064, 18509568, -14032942, 12064976, -50973510, 60666368, 0, -36979216, 110243952, -7178752, 5801538, 18639544, 33453084, 0, 12875864, -5281824, -54508818, -4445952, 74206916, 45798368, 0, 13010816, 28613096, -3294256, -14838046, -2738176, -72551612, 0, -144049964, -39453568, 663502, -39850536, -34546778, -90881280], 'weight': 6, '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], [-0.3535533905932738, -0.6123724356957945], [0.794703042401175, -1.3764660463683989], [-0.25, 0.4330127018922193], [-0.3229379044092867, -0.559344858126706], [-1.1238798206229024, 0.0], [0.0, 0.0], [0.3535533905932738, 0.0], [-0.7631058512033673, -1.3217381058373279], [-0.22835158210997972, 0.3955165422032212], [-0.19365839659825707, 0.3354261822205051], [0.3973515212005875, 0.6882330231841994], [-1.9018494313946772, 0.0], [0.0, 0.0], [-1.0265589405628799, 0.0], [-0.125, -0.21650635094610965], [0.5195132198918505, -0.8998232920563874], [-0.5395973221490336, 0.9346099775902371], [-0.0890587953241101, -0.15425435836223625], [0.3229379044092867, 0.0], [0.0, 0.0], [0.2738743309366828, 0.0], [0.6863218969211521, 1.1887443958144852], [0.2809699551557256, -0.4866542377300658], [0.29142221979147676, -0.5047580911333421], [0.6724053148674779, 1.1646401686298204], [-0.8363640816994672, 0.0], [0.0, 0.0], [-1.2490342162417527, 0.0], [0.36294339407984516, 0.6286363988177851], [-0.21630210276649883, 0.37464623177556056], [-0.08838834764831845, 0.15309310892394862], [0.3078018339263365, 0.5331284150232926], [-0.7347026414031711, 0.0], [0.0, 0.0], [0.7631058512033673, 0.0], [0.14009189493429, 0.2426462797547913], [-0.06297407809798304, 0.10907430282551708], [-1.5114055293182946, 2.6178311676198187], [-0.11417579105498986, -0.1977582711016106], [-0.3542114132472473, 0.0], [0.0, 0.0], [0.3237797270308847, 0.0], [-0.09682919829912853, -0.16771309111025254], [-0.4928716088601608, 0.8536786681540134], [0.4853028673897613, -0.8405692233779278], [-0.36702161457585153, -0.6357000839213368], [-0.3973515212005875, 0.0], [0.0, 0.0], [-0.4121332556059794, 0.0], [-0.8257174728313684, -1.4301846156413043], [0.4754623578486693, -0.8235249608803902], [0.2735037161425201, -0.473722332417741], [0.29569935685527643, 0.5121663098387792], [0.2501585470748147, 0.0], [0.0, 0.0], [-0.2831011823866153, 0.0], [0.441600282119284, 0.7648741252673499], 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[0.15891741080650615, 0.275253029724164], [0.15672269099866748, -0.27145166350860966], [-1.145971856292702, 1.9848814791429796], [0.12591384270067504, 0.2180891729338048], [0.8938067213830214, 0.0], [0.0, 0.0], [0.1633035639861805, 0.0], [0.6486709307965296, 1.1235310095325843], [-0.3679478048345785, 0.6373042925069273], [0.110400070529821, -0.19121853131683747], [0.6805798879634453, 1.1787989445622213], [-0.3140216772987222, 0.0], [0.0, 0.0], [0.8966606730919895, 0.0], [0.5801200911646758, 1.0047974723887074], [0.5750801660428005, -0.9960680660112766], [0.12996067227430408, -0.22509848736490257], [0.5131164301556149, 0.8887437272278923], [-1.7333880139669253, 0.0], [0.0, 0.0], [1.5249791774330896, 0.0], [-0.11852519108403842, -0.20529165293436424], [-0.03805294891749185, 0.065909640902919], [0.3894153918801253, -0.6744872439857219], [-0.24310304905097285, -0.4210668324311939], [0.05619657424324581, 0.0], [0.0, 0.0], [0.08867495611144532, 0.0], [-0.4289702293135719, 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[-0.06382365722355217, 0.11054581703605275], [0.11691532334361773, -0.2025032802144895], [0.10679523994604248, 0.18497478159305492], [0.49522548601908734, 0.0], [0.0, 0.0], [-0.04473935019215181, 0.0], [0.382295948441331, 0.6621560062281172], [-0.4646964767083533, 0.8048779077571152], [-0.09952276489572527, 0.17237848530912844], [0.5581844895091094, 0.9668038958266744], [0.9176687378757552, 0.0], [0.0, 0.0], [-0.16937641924785374, 0.0], [0.22221711644044959, 0.3848913359863079], [-0.13498488211426296, 0.23380067407559887], [0.3785140947324858, -0.6556056434576045], [-0.0382371709127752, -0.06622872275862147], [-1.3865268200600582, 0.0], [0.0, 0.0], [-0.7399535101348079, 0.0], [-0.35345940277855276, -0.6122096440254053], [-0.6854678890959646, 1.187265210871199], [-0.034552883893421, 0.0598473504514335], [-0.11716782906025569, -0.20294063294490802], [-0.36144503201275163, 0.0]], 'angles': [None, -0.2704799548671626, -0.1356685840670723, None, -0.44768433752002795, -0.4499321624122881, -0.32972331968527335, -0.09752628499631677, 0.03705459924875398, -0.3573520923468014, -0.4513664722847866, -0.060963433766410655, -0.2783367238151591, -0.22412053414275737, -0.1431445816354959, -0.37257537431812016, -0.43459246822431447, -0.12441956664595637, -0.3172317088858543, -0.2877518167409933, -0.3332937892964241, -0.36322082774120196, -0.3233571402467785, -0.47294484179182456, -0.2628994400192712, -0.395744568700547, -0.12208507680342887, -0.066520531095213, -0.41433385015985247, -0.21322255415377372, -0.22203365971837635, -0.026940506559072097, 0.22150605704777795, -0.2703858480823882, -0.4958794941567451, -0.3457346164527366, -0.4729802805262889, -0.09847968047375898, -0.14474711411639837, -0.09924868058182962, -0.31517368127188294, -0.24601816886312966, 0.010025988670096991, -0.40907999191766864, -0.41609656429468833, -0.31958951059799673, -0.12372621362947482, -0.15462655465874153, 0.24717118204837404, 0.026529315825081702, -0.4063262745020732, -0.16743894423772826, 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-0.2913338111397534, -0.09953723493037772, -0.36145553620234727, -0.427657520102186, -0.39739471094707324, -0.10962571729575542, -0.49035676390232136, -0.2504154125302139, -0.16194164296196895, -0.48024401934937755, -0.33502847726887175, -0.3670939811548486, -0.05793315425326897, 0.03580270602609843, -0.4168797367717829, -0.4227244441571797, -0.153895072350551, -0.25967094697189286, -0.2460522628482749, -0.09732640269159719, -0.3980163602034821, -0.4935849453153484, -0.3548842427875766, 0.2035344863645524], 'char_orbit_index': 3, 'conrey_index': 67, 'dual_conrey_index': 79, 'dual_embedding_index': 2, 'dual_embedding_m': 4, 'embedding_index': 2, 'embedding_m': 2, 'embedding_root_imag': -7.697402159170326, 'embedding_root_real': 4.444097208657794, 'hecke_orbit': 5, 'hecke_orbit_code': 18014536049098850, 'label': '98.6.c.e.67.2', 'level': 98, 'weight': 6}
• 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': 3528, 'analytic_conductor': 15.717614341672101, 'char_conductor': 7, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 3, 'char_parity': 1, 'char_values': [98, 3, [3], [2]], 'conrey_index': 67, 'cusp_dim': 124, 'dim': 32, 'eis_dim': 32, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 137539616866, 'hecke_orbit_dims': [2, 2, 2, 2, 4, 4, 4, 4, 8], 'label': '98.6.c', 'level': 98, '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, 7], 'level_radical': 14, 'mf_dim': 156, 'mf_new_dim': 32, 'num_forms': 9, 'prim_orbit_index': 3, 'relative_dim': 16, 'sturm_bound': 84, 'trace_bound': 9, 'trace_display': [0, 0, 28, 0], 'traces': [32, 0, 0, -256, 28, -224, 0, 0, -504, 448, -612, 0, -3360, 0, 5200, -4096, 2996, -2768, -616, -896, 0, -4736, -880, 1792, -12708, 7840, 17136, 0, 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• mf_twists_cc •

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

  
  
  • id: 44224049
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 67, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 18014536049098850, 'source_is_minimal': False, 'source_label': '98.6.c.e.67.2', 'source_level': 98, 'target_conrey_index': 67, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 18014536049098850, 'target_is_minimal': False, 'target_label': '98.6.c.e.67.2', 'target_level': 98, 'twist_class_label': '14.6.c.a.9.1', 'twist_class_level': 14, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 6}
  • id: 44224050
    {'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 67, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 18014536049098850, 'source_is_minimal': False, 'source_label': '98.6.c.e.67.2', 'source_level': 98, 'target_conrey_index': 79, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 18014536049098850, 'target_is_minimal': False, 'target_label': '98.6.c.e.79.2', 'target_level': 98, 'twist_class_label': '14.6.c.a.9.1', 'twist_class_level': 14, 'twisting_char_label': '7.2', 'twisting_conrey_index': 2, 'weight': 6}
  • id: 44224051
    {'conductor': 7, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 67, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 18014536049098850, 'source_is_minimal': False, 'source_label': '98.6.c.e.67.2', 'source_level': 98, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 31525197492256866, 'target_is_minimal': False, 'target_label': '98.6.a.h.1.2', 'target_level': 98, 'twist_class_label': '14.6.c.a.9.1', 'twist_class_level': 14, 'twisting_char_label': '7.3', 'twisting_conrey_index': 3, 'weight': 6}
  • id: 44224052
    {'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 67, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 18014536049098850, 'source_is_minimal': False, 'source_label': '98.6.c.e.67.2', 'source_level': 98, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 27021597864886370, 'target_is_minimal': False, 'target_label': '98.6.a.g.1.1', 'target_level': 98, 'twist_class_label': '14.6.c.a.9.1', 'twist_class_level': 14, 'twisting_char_label': '7.4', 'twisting_conrey_index': 4, 'weight': 6}
  • id: 44224053
    {'conductor': 7, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 67, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 18014536049098850, 'source_is_minimal': False, 'source_label': '98.6.c.e.67.2', 'source_level': 98, 'target_conrey_index': 9, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 137539616782, 'target_is_minimal': True, 'target_label': '14.6.c.a.9.1', 'target_level': 14, 'twist_class_label': '14.6.c.a.9.1', 'twist_class_level': 14, 'twisting_char_label': '7.5', 'twisting_conrey_index': 5, 'weight': 6}
  • id: 44224054
    {'conductor': 7, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 67, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 18014536049098850, 'source_is_minimal': False, 'source_label': '98.6.c.e.67.2', 'source_level': 98, 'target_conrey_index': 11, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 137539616782, 'target_is_minimal': True, 'target_label': '14.6.c.a.11.1', 'target_level': 14, 'twist_class_label': '14.6.c.a.9.1', 'twist_class_level': 14, 'twisting_char_label': '7.6', 'twisting_conrey_index': 6, 'weight': 6}
  • id: 44224055
    {'conductor': 21, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 67, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 18014536049098850, 'source_is_minimal': False, 'source_label': '98.6.c.e.67.2', 'source_level': 98, 'target_conrey_index': 37, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 40532809063858302, 'target_is_minimal': False, 'target_label': '126.6.g.j.37.1', 'target_level': 126, 'twist_class_label': '14.6.c.a.9.1', 'twist_class_level': 14, 'twisting_char_label': '21.5', 'twisting_conrey_index': 5, 'weight': 6}
  • id: 44224056
    {'conductor': 21, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 67, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 18014536049098850, 'source_is_minimal': False, 'source_label': '98.6.c.e.67.2', 'source_level': 98, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 153122387431261042, 'target_is_minimal': False, 'target_label': '882.6.a.bi.1.1', 'target_level': 882, 'twist_class_label': '14.6.c.a.9.1', 'twist_class_level': 14, 'twisting_char_label': '21.11', 'twisting_conrey_index': 11, 'weight': 6}
  • id: 44224057
    {'conductor': 21, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 67, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 18014536049098850, 'source_is_minimal': False, 'source_label': '98.6.c.e.67.2', 'source_level': 98, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 117093590412297074, 'target_is_minimal': False, 'target_label': '882.6.a.ba.1.2', 'target_level': 882, 'twist_class_label': '14.6.c.a.9.1', 'twist_class_level': 14, 'twisting_char_label': '21.17', 'twisting_conrey_index': 17, 'weight': 6}
  • id: 44224058
    {'conductor': 21, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 67, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 18014536049098850, 'source_is_minimal': False, 'source_label': '98.6.c.e.67.2', 'source_level': 98, 'target_conrey_index': 109, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 40532809063858302, 'target_is_minimal': False, 'target_label': '126.6.g.j.109.1', 'target_level': 126, 'twist_class_label': '14.6.c.a.9.1', 'twist_class_level': 14, 'twisting_char_label': '21.20', 'twisting_conrey_index': 20, 'weight': 6}
  • id: 44224059
    {'conductor': 28, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 67, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 18014536049098850, 'source_is_minimal': False, 'source_label': '98.6.c.e.67.2', 'source_level': 98, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 81064793393333008, 'target_is_minimal': False, 'target_label': '784.6.a.s.1.1', 'target_level': 784, 'twist_class_label': '14.6.c.a.9.1', 'twist_class_level': 14, 'twisting_char_label': '28.3', 'twisting_conrey_index': 3, 'weight': 6}
  • id: 44224060
    {'conductor': 28, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 67, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 18014536049098850, 'source_is_minimal': False, 'source_label': '98.6.c.e.67.2', 'source_level': 98, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 121597190039667472, 'target_is_minimal': False, 'target_label': '784.6.a.bb.1.2', 'target_level': 784, 'twist_class_label': '14.6.c.a.9.1', 'twist_class_level': 14, 'twisting_char_label': '28.11', 'twisting_conrey_index': 11, 'weight': 6}
  • id: 44224061
    {'conductor': 28, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 67, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 18014536049098850, 'source_is_minimal': False, 'source_label': '98.6.c.e.67.2', 'source_level': 98, 'target_conrey_index': 65, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 13511348738588784, 'target_is_minimal': False, 'target_label': '112.6.i.d.65.2', 'target_level': 112, 'twist_class_label': '14.6.c.a.9.1', 'twist_class_level': 14, 'twisting_char_label': '28.19', 'twisting_conrey_index': 19, 'weight': 6}
  • id: 44224062
    {'conductor': 28, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 67, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 18014536049098850, 'source_is_minimal': False, 'source_label': '98.6.c.e.67.2', 'source_level': 98, 'target_conrey_index': 81, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 13511348738588784, 'target_is_minimal': False, 'target_label': '112.6.i.d.81.2', 'target_level': 112, 'twist_class_label': '14.6.c.a.9.1', 'twist_class_level': 14, 'twisting_char_label': '28.27', 'twisting_conrey_index': 27, 'weight': 6}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 289325
    {'charpoly_factorization': [[[16, 4, 1], 2]], 'hecke_orbit_code': 18014536049098850, 'p': 2}
  • id: 289326
    {'charpoly_factorization': [[[71289, 3738, 463, -14, 1], 1]], 'hecke_orbit_code': 18014536049098850, 'p': 3}
  • id: 289327
    {'charpoly_factorization': [[[14676561, 268170, 8731, -70, 1], 1]], 'hecke_orbit_code': 18014536049098850, 'p': 5}
  • id: 289328
    {'charpoly_factorization': [[[0, 1], 4]], 'hecke_orbit_code': 18014536049098850, 'p': 7}
  • id: 289329
    {'charpoly_factorization': [[[210917529, -900426, 18367, 62, 1], 1]], 'hecke_orbit_code': 18014536049098850, 'p': 11}
  • id: 289330
    {'charpoly_factorization': [[[766164, 1820, 1], 2]], 'hecke_orbit_code': 18014536049098850, 'p': 13}
  • id: 289331
    {'charpoly_factorization': [[[318620736225, -956203710, 2305171, -1694, 1], 1]], 'hecke_orbit_code': 18014536049098850, 'p': 17}
  • id: 289332
    {'charpoly_factorization': [[[96141544489, 256115342, 992343, -826, 1], 1]], 'hecke_orbit_code': 18014536049098850, 'p': 19}
  • id: 289333
    {'charpoly_factorization': [[[6792210678969, 7125315258, 10080943, -2734, 1], 1]], 'hecke_orbit_code': 18014536049098850, 'p': 23}
  • id: 289334
    {'charpoly_factorization': [[[-15866028, 2852, 1], 2]], 'hecke_orbit_code': 18014536049098850, 'p': 29}
  • id: 289335
    {'charpoly_factorization': [[[691673325561, 2223882906, 6318607, 2674, 1], 1]], 'hecke_orbit_code': 18014536049098850, 'p': 31}
  • id: 289336
    {'charpoly_factorization': [[[252667333533169, -145380361898, 67753803, -9146, 1], 1]], 'hecke_orbit_code': 18014536049098850, 'p': 37}
  • id: 289337
    {'charpoly_factorization': [[[8842932, 6132, 1], 2]], 'hecke_orbit_code': 18014536049098850, 'p': 41}
  • id: 289338
    {'charpoly_factorization': [[[-78380144, 16040, 1], 2]], 'hecke_orbit_code': 18014536049098850, 'p': 43}
  • id: 289339
    {'charpoly_factorization': [[[24951287358855225, 4000489008390, 483446511, 25326, 1], 1]], 'hecke_orbit_code': 18014536049098850, 'p': 47}
  • id: 289340
    {'charpoly_factorization': [[[85529669079884481, -4374535293522, 516196323, 14958, 1], 1]], 'hecke_orbit_code': 18014536049098850, 'p': 53}
  • id: 289341
    {'charpoly_factorization': [[[868886159765625, -32601423750, 30700111, 1106, 1], 1]], 'hecke_orbit_code': 18014536049098850, 'p': 59}
  • id: 289342
    {'charpoly_factorization': [[[38384562154446225, 5493982610970, 590433979, 28042, 1], 1]], 'hecke_orbit_code': 18014536049098850, 'p': 61}
  • id: 289343
    {'charpoly_factorization': [[[6575826121535143225, -263208715818330, 7971042799, -102642, 1], 1]], 'hecke_orbit_code': 18014536049098850, 'p': 67}
  • id: 289344
    {'charpoly_factorization': [[[-177793920, 11056, 1], 2]], 'hecke_orbit_code': 18014536049098850, 'p': 71}
  • id: 289345
    {'charpoly_factorization': [[[227907887015854081, 16742312474370, 1707301891, -35070, 1], 1]], 'hecke_orbit_code': 18014536049098850, 'p': 73}
  • id: 289346
    {'charpoly_factorization': [[[620965930233627225, -80189872018230, 11143518559, 101762, 1], 1]], 'hecke_orbit_code': 18014536049098850, 'p': 79}
  • id: 289347
    {'charpoly_factorization': [[[-5608638000, -44632, 1], 2]], 'hecke_orbit_code': 18014536049098850, 'p': 83}
  • id: 289348
    {'charpoly_factorization': [[[3677872821661829025, -144742383942030, 7614102771, 75474, 1], 1]], 'hecke_orbit_code': 18014536049098850, 'p': 89}
  • id: 289349
    {'charpoly_factorization': [[[-349929580, -8316, 1], 2]], 'hecke_orbit_code': 18014536049098850, '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': 3, 'hecke_orbit': 5, 'label': '98.6.c.e', 'level': 98, 'portrait': 'data:image/png;base64,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', 'weight': 6}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 40652263
    {'hecke_orbit_code': 18014536049098850, 'n': 1, 'trace_an': 4}
  • id: 40652264
    {'hecke_orbit_code': 18014536049098850, 'n': 2, 'trace_an': -8}
  • id: 40652265
    {'hecke_orbit_code': 18014536049098850, 'n': 3, 'trace_an': 14}
  • id: 40652266
    {'hecke_orbit_code': 18014536049098850, 'n': 4, 'trace_an': -32}
  • id: 40652267
    {'hecke_orbit_code': 18014536049098850, 'n': 5, 'trace_an': 70}
  • id: 40652268
    {'hecke_orbit_code': 18014536049098850, 'n': 6, 'trace_an': -112}
  • id: 40652269
    {'hecke_orbit_code': 18014536049098850, 'n': 7, 'trace_an': 0}
  • id: 40652270
    {'hecke_orbit_code': 18014536049098850, 'n': 8, 'trace_an': 256}
  • id: 40652271
    {'hecke_orbit_code': 18014536049098850, 'n': 9, 'trace_an': -244}
  • id: 40652272
    {'hecke_orbit_code': 18014536049098850, 'n': 10, 'trace_an': 280}
  • id: 40652273
    {'hecke_orbit_code': 18014536049098850, 'n': 11, 'trace_an': -62}
  • id: 40652274
    {'hecke_orbit_code': 18014536049098850, 'n': 12, 'trace_an': 224}
  • id: 40652275
    {'hecke_orbit_code': 18014536049098850, 'n': 13, 'trace_an': -3640}
  • id: 40652276
    {'hecke_orbit_code': 18014536049098850, 'n': 14, 'trace_an': 0}
  • id: 40652277
    {'hecke_orbit_code': 18014536049098850, 'n': 15, 'trace_an': -4076}
  • id: 40652278
    {'hecke_orbit_code': 18014536049098850, 'n': 16, 'trace_an': -512}
  • id: 40652279
    {'hecke_orbit_code': 18014536049098850, 'n': 17, 'trace_an': 1694}
  • id: 40652280
    {'hecke_orbit_code': 18014536049098850, 'n': 18, 'trace_an': -976}
  • id: 40652281
    {'hecke_orbit_code': 18014536049098850, 'n': 19, 'trace_an': 826}
  • id: 40652282
    {'hecke_orbit_code': 18014536049098850, 'n': 20, 'trace_an': -2240}
  • id: 40652283
    {'hecke_orbit_code': 18014536049098850, 'n': 21, 'trace_an': 0}
  • id: 40652284
    {'hecke_orbit_code': 18014536049098850, 'n': 22, 'trace_an': 496}
  • id: 40652285
    {'hecke_orbit_code': 18014536049098850, 'n': 23, 'trace_an': 2734}
  • id: 40652286
    {'hecke_orbit_code': 18014536049098850, 'n': 24, 'trace_an': 896}
  • id: 40652287
    {'hecke_orbit_code': 18014536049098850, 'n': 25, 'trace_an': -6312}
  • id: 40652288
    {'hecke_orbit_code': 18014536049098850, 'n': 26, 'trace_an': 7280}
  • id: 40652289
    {'hecke_orbit_code': 18014536049098850, 'n': 27, 'trace_an': -14308}
  • id: 40652290
    {'hecke_orbit_code': 18014536049098850, 'n': 28, 'trace_an': 0}
  • id: 40652291
    {'hecke_orbit_code': 18014536049098850, 'n': 29, 'trace_an': -5704}
  • id: 40652292
    {'hecke_orbit_code': 18014536049098850, 'n': 30, 'trace_an': 8152}
  • id: 40652293
    {'hecke_orbit_code': 18014536049098850, 'n': 31, 'trace_an': -2674}
  • id: 40652294
    {'hecke_orbit_code': 18014536049098850, 'n': 32, 'trace_an': -2048}
  • id: 40652295
    {'hecke_orbit_code': 18014536049098850, 'n': 33, 'trace_an': 4858}
  • id: 40652296
    {'hecke_orbit_code': 18014536049098850, 'n': 34, 'trace_an': -13552}
  • id: 40652297
    {'hecke_orbit_code': 18014536049098850, 'n': 35, 'trace_an': 0}
  • id: 40652298
    {'hecke_orbit_code': 18014536049098850, 'n': 36, 'trace_an': 7808}
  • id: 40652299
    {'hecke_orbit_code': 18014536049098850, 'n': 37, 'trace_an': 9146}
  • id: 40652300
    {'hecke_orbit_code': 18014536049098850, 'n': 38, 'trace_an': 3304}
  • id: 40652301
    {'hecke_orbit_code': 18014536049098850, 'n': 39, 'trace_an': -21588}
  • id: 40652302
    {'hecke_orbit_code': 18014536049098850, 'n': 40, 'trace_an': 4480}
  • id: 40652303
    {'hecke_orbit_code': 18014536049098850, 'n': 41, 'trace_an': -12264}
  • id: 40652304
    {'hecke_orbit_code': 18014536049098850, 'n': 42, 'trace_an': 0}
  • id: 40652305
    {'hecke_orbit_code': 18014536049098850, 'n': 43, 'trace_an': -32080}
  • id: 40652306
    {'hecke_orbit_code': 18014536049098850, 'n': 44, 'trace_an': -992}
  • id: 40652307
    {'hecke_orbit_code': 18014536049098850, 'n': 45, 'trace_an': -26852}
  • id: 40652308
    {'hecke_orbit_code': 18014536049098850, 'n': 46, 'trace_an': 10936}
  • id: 40652309
    {'hecke_orbit_code': 18014536049098850, 'n': 47, 'trace_an': -25326}
  • id: 40652310
    {'hecke_orbit_code': 18014536049098850, 'n': 48, 'trace_an': -7168}
  • id: 40652311
    {'hecke_orbit_code': 18014536049098850, 'n': 49, 'trace_an': 0}
  • id: 40652312
    {'hecke_orbit_code': 18014536049098850, 'n': 50, 'trace_an': 50496}
  • id: 40652313
    {'hecke_orbit_code': 18014536049098850, 'n': 51, 'trace_an': -25762}
  • id: 40652314
    {'hecke_orbit_code': 18014536049098850, 'n': 52, 'trace_an': 29120}
  • id: 40652315
    {'hecke_orbit_code': 18014536049098850, 'n': 53, 'trace_an': -14958}
  • id: 40652316
    {'hecke_orbit_code': 18014536049098850, 'n': 54, 'trace_an': 28616}
  • id: 40652317
    {'hecke_orbit_code': 18014536049098850, 'n': 55, 'trace_an': 31052}
  • id: 40652318
    {'hecke_orbit_code': 18014536049098850, 'n': 56, 'trace_an': 0}
  • id: 40652319
    {'hecke_orbit_code': 18014536049098850, 'n': 57, 'trace_an': -37732}
  • id: 40652320
    {'hecke_orbit_code': 18014536049098850, 'n': 58, 'trace_an': 11408}
  • id: 40652321
    {'hecke_orbit_code': 18014536049098850, 'n': 59, 'trace_an': -1106}
  • id: 40652322
    {'hecke_orbit_code': 18014536049098850, 'n': 60, 'trace_an': 32608}
  • id: 40652323
    {'hecke_orbit_code': 18014536049098850, 'n': 61, 'trace_an': -28042}
  • id: 40652324
    {'hecke_orbit_code': 18014536049098850, 'n': 62, 'trace_an': 21392}
  • id: 40652325
    {'hecke_orbit_code': 18014536049098850, 'n': 63, 'trace_an': 0}
  • id: 40652326
    {'hecke_orbit_code': 18014536049098850, 'n': 64, 'trace_an': 16384}
  • id: 40652327
    {'hecke_orbit_code': 18014536049098850, 'n': 65, 'trace_an': -28308}
  • id: 40652328
    {'hecke_orbit_code': 18014536049098850, 'n': 66, 'trace_an': 19432}
  • id: 40652329
    {'hecke_orbit_code': 18014536049098850, 'n': 67, 'trace_an': 102642}
  • id: 40652330
    {'hecke_orbit_code': 18014536049098850, 'n': 68, 'trace_an': 27104}
  • id: 40652331
    {'hecke_orbit_code': 18014536049098850, 'n': 69, 'trace_an': 188692}
  • id: 40652332
    {'hecke_orbit_code': 18014536049098850, 'n': 70, 'trace_an': 0}
  • id: 40652333
    {'hecke_orbit_code': 18014536049098850, 'n': 71, 'trace_an': -22112}
  • id: 40652334
    {'hecke_orbit_code': 18014536049098850, 'n': 72, 'trace_an': -15616}
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  • id: 40652400
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  • id: 40652403
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  • id: 40652404
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  • id: 40652406
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  • id: 40652411
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  • id: 40652412
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  • id: 40652416
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  • id: 40652417
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  • id: 40652418
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  • id: 40652419
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  • id: 40652420
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  • id: 40652421
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  • id: 40652422
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  • id: 40652423
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  • id: 40652424
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  • id: 40652425
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  • id: 40652426
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  • id: 40652427
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  • id: 40652428
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  • id: 40652429
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  • id: 40652430
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  • id: 40652431
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  • id: 40652432
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  • id: 40652433
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  • id: 40652434
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  • id: 40652437
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  • id: 40652438
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  • id: 40652439
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  • id: 40652440
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  • id: 40652441
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    {'hecke_orbit_code': 18014536049098850, 'n': 971, 'trace_an': -50973510}
  • id: 40652517
    {'hecke_orbit_code': 18014536049098850, 'n': 977, 'trace_an': 5801538}
  • id: 40652518
    {'hecke_orbit_code': 18014536049098850, 'n': 983, 'trace_an': -54508818}
  • id: 40652519
    {'hecke_orbit_code': 18014536049098850, 'n': 991, 'trace_an': -14838046}
  • id: 40652520
    {'hecke_orbit_code': 18014536049098850, 'n': 997, 'trace_an': 663502}