Embedded newform data - 126.9.n.b.73.3

Formats: - HTML - YAML - JSON - 2024-05-02T14:30:09.938837

• 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': 10206, 'analytic_conductor': 51.32970486770203, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 7, 'char_degree': 2, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 14, 'char_orbit_label': 'n', 'char_order': 6, 'char_parity': -1, 'char_values': [126, 6, [29, 73], [6, 5]], 'cm_discs': [], 'conrey_index': 19, 'conrey_indexes': [19, 73], 'dim': 12, 'field_disc': 13275255907231776868721277786742849536, 'field_disc_factorization': [[2, 22], [3, 6], [17, 2], [25609, 2], [151351313, 2]], 'field_poly': [3600954063202500, -240706289358000, 55526550982200, 1285719886320, 370996492174, 6901058684, 1175865280, 26522276, 2442597, 26038, 1771, -2, 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, [57630051544463744865465097265625, 2777516268519933749984224218750, 46621413360100528305031265625, 96393040610417862532593750, -136639551480746413443750, -476262626322570491250, 516425178513746025, 1612081221903450, 18486646794, -1881848862, -190071, 1674, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4504493131563134, 'hecke_ring_generator_nbound': 13, 'hecke_ring_index': 339802494861312, 'hecke_ring_index_factorization': [[2, 24], [3, 10], [7, 3]], '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': False, 'label': '126.9.n.b', 'level': 126, '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': '14.9.d.a', 'prim_orbit_index': 4, 'qexp_display': 'q+\\beta _{3}q^{2}+2^{7}\\beta _{1}q^{4}+(-93+93\\beta _{1}+\\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': '126.9.n', 'trace_display': [0, 0, -1674, -1308], 'trace_hash': 1680789875406389954, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '11.110', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.743', 'prec': 17}, {'__RealLiteral__': 0, 'data': '538.449', 'prec': 24}, {'__RealLiteral__': 0, 'data': '310.969', 'prec': 24}, {'__RealLiteral__': 0, 'data': '45383.222', 'prec': 30}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.168', 'prec': 17}, 'traces': [12, 0, 0, -768, -1674, 0, -1308, 0, 0, 17664, -10302, 0, 0, -56832, 0, -98304, -173178, 0, 405978, 0, 0, -941568, -158934, 0, 838668, -1958400, 0, -255744, 4355256, 0, 4520250, 0, 0, 0, 5270790, 0, 134214, -1278720, 0, -2260992, 0, 0, -12961896, -1318656, 0, 2345472, -18385002, 0, -3659172, -2970624, 0, -3369984, 16540506, 0, 0, -4325376, 0, 9176064, -31163922, 0, -85390158, 0, 0, 25165824, 46506264, 0, -37750362, 22166784, 0, 92031744, -45506424, 0, 9414786, -58837248, 0, 0, 100614066, 0, 59730294, 27426816, 0, -93259776, 0, 0, -64652220, 15144960, 0, 60260352, -323014482, 0, -266861424, 40687104, 0, -443440128, 175918350, 0, 0, -472166400, 0, 107349504, -657336906, 0, 412466514, 0, 0, -478864896, 263050338, 0, -363957090, 266535936, 0, 54165504, 282190392, 0, 1124337258, -278736384, 0, 0, 160594302, 0, -89226264, 1328368896, 0, -578592000, 0, 0, 801373272, 0, 0, 1084371456, 895496094, 0, -1305376350, -15779328, 0, -350748672, 1104760578, 0, 0, -1527278592, 0, 357341184, -1058023512, 0, 345937356, 0, 0, -34358784, 875100690, 0, -557811234, 163676160, 0, 2065362432, -1460244132, 0, -710114958, -1153124352, 0, 0, -691998846, 0, -277938666, 606034944, 0, 314525184, 0, 0, 563665644, -338416896, 0, 829561344, 1678903038, 0, -383414148, 337575936, 0, -978181632, 839143410, 0, 0, -272110080, 0, 300220416, -3756174858, 0, 8138295810, 0, 0, -2102077440, 2775500898, 0, 687692094, 1840905216, 0, -2156160768, 7918504536, 0, -4656932310, 190119936, 0, 0, -1863918120, 0, 5351894856, -8990903808, 0, 431357952, 0, 0, -1250828136, 2117184768, 0, -3377987328, 17077474188, 0, 3175847034, -7631144448, 0, 2822531328, -698877624, 0, 0, 1484783616, 0, -95646720, -13470154506, 0, 573488298, 0, 0, -2349072384, 4386333090, 0, -269075358, 3988982016, 0, -10458537984, -28785142920, 0, -28129183134, 12328395264, 0, 0, -17409486066, 0, 5091408600, -318504960, 0, 8530379520, 0, 0, -7619870196, 9449484288, 0, -1610612736, 23283575766, 0, 8853114006, -11905603584, 0, 24946115328, -8198720598, 0, 0, 15215487744, 0, -4832046336, 3845781342, 0, -5728135326, 0, 0, 2133070848, 24427270236, 0, 12069926934, 12160673280, 0, -13249904640, 7605013272, 0, -3600904806, 2912411136, 0, 0, -45008125392, 0, 20016094764, -27534509568, 0, -1205092608, 0, 0, -32552950860, -7531167744, 0, -914624256, 33786431784, 0, -22108743768, 3638227968, 0, -6651543552, -17555935146, 0, 0, -3694338816, 0, 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-44130643968, 0, 30647353344, -326334772404, 0, 5637362130, -67340886528, 0, -84971730432, 157620739170, 0, 0, -78107332608, 0, -46586507520, 31600986030, 0, 13609106154, 0, 0, -62555126784, 55878917490, 0, 15785995338, 26475319296, 0, -2743074816, 356058199608, 0, 298773815256, -18060185088, 0, 0, 100256402568, 0, 175862910342, 136282491648, 0, -143915169024, 0, 0, 80538770040, -35678257152, 0, -43124891136, 126094901310, 0, -60269584218, -56707115520, 0, -106135781376, -149870273388, 0, 0, 12287452416, 0, -14881944576, -158260444578, 0, 27567946344, 0, 0, 22841923584, -266095893000, 0, -129207680970, -170031218688, 0, -10549943040, 19921686264, 0, -343273614516, 37243479552, 0, 0, 208055800344, 0, -267503324874, -79734834432, 0, 98472193536, 0, 0, 197014493988, -46088457984, 0, -51287889408, -391310806698, 0, 202048558602, 0, 0, 181199324160, -230615952666, 0, 0, 83618238720, 0, 138799546368, 526694950350, 0, -716805776310, 0, 0, 262371437568, -35789027202, 0, -19103719224, 9452528640, 0, -17283179520, 73377388704, 0, 39796918002, 1009876992, 0, 0, -185605017990, 0, -35920581762, -199499046912, 0, 44895830016, 0, 0, -161044925688, 141409353984, 0, -208436812800, -85507456860, 0, 385013370078, -271475563008, 0, 481226661888, -188631921678, 0, 0, 109135036416, 0, -149398551552, 586465397550, 0, 238361904972, 0, 0, -91479343104, -518570943510, 0, -50442902130, 135427009536, 0, -410688448512, 487765523688, 0, -76582070142, 131047120896, 0, 0, 613858402464, 0, -168236883198, 204393480192, 0, 351391511040, 0, 0, -44109452172, -146468585472, 0, 2198962176, -568390649274, 0, 619116101100, -224025776640, 0, 275366859264, -52174442742, 0, 0, 418505942016, 0, -71399837952, 697298745528, 0, -658109244390, 0, 0, -823513804800, -202684645560, 0, 584407916190, -260974204416, 0, -269555564544, 950226613848, 0, 601641892482, 93455624448, 0, 0, -841611930930, 0, 194592539514, -106107130368, 0, 90894714624, 0, 0, 450540980568, -147599917056, 0, 7413185280, -47577611412, 0, 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• 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], [0.0, 0.0], [-0.25, 0.4330127018922193], [0.7874522782012886, -0.45463578479349803], [0.0, 0.0], [-0.7251000516384345, 0.6886435326886761], [0.3535533905932738, 0.0], [0.0, 0.0], [-0.5568128457769269, -0.32147604639755034], [0.2018680687314181, -0.34964575146862237], [0.0, 0.0], [0.0, 0.8816093042595565], [0.6780678992148474, 0.20055902885276314], [0.0, 0.0], [-0.125, -0.21650635094610965], [-1.2484866985698142, -0.7208141314989494], [0.0, 0.0], [0.6397503685292836, -0.36936004748454415], [0.0, 0.45463578479349803], [0.0, 0.0], [-0.28548456061003563, 0.0], [-0.06048599862887742, -0.10476482277175715], [0.0, 0.0], [-0.08661260637040026, 0.15001743480949706], [0.5398732369814995, -0.31169595869954336], [0.0, 0.0], [-0.11691638382051785, -0.48613841567431526], [1.7349060143457857, 0.0], [0.0, 0.0], [0.04929210050110118, 0.028458807493232853], [-0.08838834764831845, 0.15309310892394862], [0.0, 0.0], [0.0, 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[-0.3256312544841258, 0.0], [-0.06247817690169276, -0.10821537675800812], [0.0, 0.0], [0.32408737273603316, -0.561335795670322], [-0.008713694630814365, 0.00503085394073687], [0.0, 0.0], [-1.3206381242851537, -0.3906185501175624], [1.2511471624490407, 0.0], [0.0, 0.0], [0.156738822353993, 0.09049320127854278], [-0.3309731653113434, 0.5732623382611398], [0.0, 0.0], [0.0, 0.37716380292583745]], 'angles': [None, None, -0.258218048800746, None, -0.3843160558183697, 0.07265342328027312, -0.2947826044666389, -0.27312179118443464, -0.09296585862513296, -0.08287778320884892, -0.16213669516577842, -0.49500393722531855, -0.45374845685170334, -0.16362323600361378, -0.2412193438887531, -0.32443952703220047, -0.3068161947634499, -0.4944224061438829, -0.4021417185889644, -0.4635048297149998, -0.1573804503669976, -0.3791368579719872, -0.45832390760044517, -0.28769259197342234, -0.431224009533887, -0.24045904953862846, -0.15571018450502602, -0.46748204019692036, -0.4325468515725523, 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-0.15224449659743505], 'char_orbit_index': 14, 'conrey_index': 73, 'dual_conrey_index': 19, 'dual_embedding_index': 3, 'dual_embedding_m': 3, 'embedding_index': 3, 'embedding_m': 9, 'embedding_root_imag': -16.5408829624548, 'embedding_root_real': -9.549883231007371, 'hecke_orbit': 2, 'hecke_orbit_code': 4504493131563134, 'label': '126.9.n.b.73.3', 'level': 126, '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': 10206, 'analytic_conductor': 51.32970486770203, 'char_conductor': 7, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 14, 'char_orbit_label': 'n', 'char_order': 6, 'char_parity': -1, 'char_values': [126, 6, [29, 73], [6, 5]], 'conrey_index': 19, 'cusp_dim': 368, 'dim': 52, 'eis_dim': 32, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 893504192638, 'hecke_orbit_dims': [8, 12, 12, 20], 'label': '126.9.n', 'level': 126, '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': 400, 'mf_new_dim': 52, 'num_forms': 4, 'prim_orbit_index': 4, 'relative_dim': 26, 'sturm_bound': 216, 'trace_bound': 5, 'trace_display': [0, 0, 1674, -1696], 'traces': [52, 0, 0, -3328, 1674, 0, -1696, 0, 0, -17664, -12474, 0, 0, -69120, 0, -425984, 46278, 0, -302586, 0, 0, 594432, 113346, 0, 1559752, -566784, 0, -392960, 728568, 0, -1563810, 0, 0, 0, 2949642, 0, 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-2211709817870, 495081455616, 0, -3590003083776, 0, 0, -5131801197584, 2576811350016, 0, 148251869184, -1443121907310, 0, 2213466782178, -5215003540992, 0, 2304736595712, 1135030599774, 0, 0, -4031466052608, 0, -413605110528, -8832847052826, 0, -1956861936072, 0, 0, 5994694591488, 1667524816206, 0, -1449389673708, 13567585688064, 0, -507441905664, 4137514034904, 0, 2307850136586, 1173063002112, 0, 0, 2873710938906, 0, -620845995668, 2812440089088, 0, -3420592987392, 0, 0, -5403500803312, 1167241052160, 0, -1519085409792, -4592206126530, 0, 5238349777212, -15576960835584, 0, -10677288960, -334592150274, 0, 0, -3974521250304, 0, -1659203791872, -10485082744650, 0, 1004976368316, 0, 0, 5137160967168, 1186790878548, 0, 2541101231698, 990904320000, 0, 2418075955200, 6329899499292, 0, 27703199454, 4870101424896, 0, 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: 36775364
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 73, 'source_dim': 12, 'source_embedding_index': 3, 'source_hecke_orbit_code': 4504493131563134, 'source_is_minimal': False, 'source_label': '126.9.n.b.73.3', 'source_level': 126, 'target_conrey_index': 73, 'target_dim': 12, 'target_embedding_index': 3, 'target_hecke_orbit_code': 4504493131563134, 'target_is_minimal': False, 'target_label': '126.9.n.b.73.3', 'target_level': 126, 'twist_class_label': '14.9.d.a.3.5', 'twist_class_level': 14, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 9}
  • id: 36775365
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 73, 'source_dim': 12, 'source_embedding_index': 3, 'source_hecke_orbit_code': 4504493131563134, 'source_is_minimal': False, 'source_label': '126.9.n.b.73.3', 'source_level': 126, 'target_conrey_index': 3, 'target_dim': 12, 'target_embedding_index': 5, 'target_hecke_orbit_code': 206309425166, 'target_is_minimal': True, 'target_label': '14.9.d.a.3.5', 'target_level': 14, 'twist_class_label': '14.9.d.a.3.5', 'twist_class_level': 14, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 9}
  • id: 36775366
    {'conductor': 7, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 73, 'source_dim': 12, 'source_embedding_index': 3, 'source_hecke_orbit_code': 4504493131563134, 'source_is_minimal': False, 'source_label': '126.9.n.b.73.3', 'source_level': 126, 'target_conrey_index': 19, 'target_dim': 12, 'target_embedding_index': 3, 'target_hecke_orbit_code': 4504493131563134, 'target_is_minimal': False, 'target_label': '126.9.n.b.19.3', 'target_level': 126, 'twist_class_label': '14.9.d.a.3.5', 'twist_class_level': 14, 'twisting_char_label': '7.5', 'twisting_conrey_index': 5, 'weight': 9}
  • id: 36775367
    {'conductor': 12, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 73, 'source_dim': 12, 'source_embedding_index': 3, 'source_hecke_orbit_code': 4504493131563134, 'source_is_minimal': False, 'source_label': '126.9.n.b.73.3', 'source_level': 126, 'target_conrey_index': 17, 'target_dim': 12, 'target_embedding_index': 4, 'target_hecke_orbit_code': 9008436356317296, 'target_is_minimal': False, 'target_label': '112.9.s.c.17.4', 'target_level': 112, 'twist_class_label': '14.9.d.a.3.5', 'twist_class_level': 14, 'twisting_char_label': '12.11', 'twisting_conrey_index': 11, 'weight': 9}
  • id: 36775368
    {'conductor': 21, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 73, 'source_dim': 12, 'source_embedding_index': 3, 'source_hecke_orbit_code': 4504493131563134, 'source_is_minimal': False, 'source_label': '126.9.n.b.73.3', 'source_level': 126, 'target_conrey_index': 19, 'target_dim': 12, 'target_embedding_index': 5, 'target_hecke_orbit_code': 4503805936795746, 'target_is_minimal': False, 'target_label': '98.9.d.b.19.5', 'target_level': 98, 'twist_class_label': '14.9.d.a.3.5', 'twist_class_level': 14, 'twisting_char_label': '21.2', 'twisting_conrey_index': 2, 'weight': 9}
  • id: 36775369
    {'conductor': 21, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 73, 'source_dim': 12, 'source_embedding_index': 3, 'source_hecke_orbit_code': 4504493131563134, 'source_is_minimal': False, 'source_label': '126.9.n.b.73.3', 'source_level': 126, 'target_conrey_index': 5, 'target_dim': 12, 'target_embedding_index': 5, 'target_hecke_orbit_code': 206309425166, 'target_is_minimal': True, 'target_label': '14.9.d.a.5.5', 'target_level': 14, 'twist_class_label': '14.9.d.a.3.5', 'twist_class_level': 14, 'twisting_char_label': '21.5', 'twisting_conrey_index': 5, 'weight': 9}
  • id: 36775370
    {'conductor': 21, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 73, 'source_dim': 12, 'source_embedding_index': 3, 'source_hecke_orbit_code': 4504493131563134, 'source_is_minimal': False, 'source_label': '126.9.n.b.73.3', 'source_level': 126, 'target_conrey_index': 97, 'target_dim': 12, 'target_embedding_index': 4, 'target_hecke_orbit_code': 9007268125212770, 'target_is_minimal': False, 'target_label': '98.9.b.c.97.4', 'target_level': 98, 'twist_class_label': '14.9.d.a.3.5', 'twist_class_level': 14, 'twisting_char_label': '21.11', 'twisting_conrey_index': 11, 'weight': 9}
  • id: 36775371
    {'conductor': 21, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 73, 'source_dim': 12, 'source_embedding_index': 3, 'source_hecke_orbit_code': 4504493131563134, 'source_is_minimal': False, 'source_label': '126.9.n.b.73.3', 'source_level': 126, 'target_conrey_index': 97, 'target_dim': 12, 'target_embedding_index': 3, 'target_hecke_orbit_code': 9007268125212770, 'target_is_minimal': False, 'target_label': '98.9.b.c.97.3', 'target_level': 98, 'twist_class_label': '14.9.d.a.3.5', 'twist_class_level': 14, 'twisting_char_label': '21.17', 'twisting_conrey_index': 17, 'weight': 9}
  • id: 36775372
    {'conductor': 21, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 73, 'source_dim': 12, 'source_embedding_index': 3, 'source_hecke_orbit_code': 4504493131563134, 'source_is_minimal': False, 'source_label': '126.9.n.b.73.3', 'source_level': 126, 'target_conrey_index': 31, 'target_dim': 12, 'target_embedding_index': 5, 'target_hecke_orbit_code': 4503805936795746, 'target_is_minimal': False, 'target_label': '98.9.d.b.31.5', 'target_level': 98, 'twist_class_label': '14.9.d.a.3.5', 'twist_class_level': 14, 'twisting_char_label': '21.20', 'twisting_conrey_index': 20, 'weight': 9}
  • id: 36775373
    {'conductor': 84, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 73, 'source_dim': 12, 'source_embedding_index': 3, 'source_hecke_orbit_code': 4504493131563134, 'source_is_minimal': False, 'source_label': '126.9.n.b.73.3', 'source_level': 126, 'target_conrey_index': 33, 'target_dim': 12, 'target_embedding_index': 4, 'target_hecke_orbit_code': 9008436356317296, 'target_is_minimal': False, 'target_label': '112.9.s.c.33.4', 'target_level': 112, 'twist_class_label': '14.9.d.a.3.5', 'twist_class_level': 14, 'twisting_char_label': '84.47', 'twisting_conrey_index': 47, 'weight': 9}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 351975
    {'charpoly_factorization': [[[16384, 0, 128, 0, 1], 3]], 'hecke_orbit_code': 4504493131563134, 'p': 2}
  • id: 351976
    {'charpoly_factorization': [[[0, 1], 12]], 'hecke_orbit_code': 4504493131563134, 'p': 3}
  • id: 351977
    {'charpoly_factorization': [[[57630051544463744865465097265625, 2777516268519933749984224218750, 46621413360100528305031265625, 96393040610417862532593750, -136639551480746413443750, -476262626322570491250, 516425178513746025, 1612081221903450, 18486646794, -1881848862, -190071, 1674, 1], 1]], 'hecke_orbit_code': 4504493131563134, 'p': 5}
  • id: 351978
    {'charpoly_factorization': [[[36703368217294125441230211032033660188801, 8327781935269008605349797162104993308, 2965408185043063325901361850070618, -428099030684054017378320809012, 1873573576665963806759221215, -101831973148802607634728, 16422695158604759052, -17664438572780328, 56377019557215, -2234556212, 2685018, 1308, 1], 1]], 'hecke_orbit_code': 4504493131563134, 'p': 7}
  • id: 351979
    {'charpoly_factorization': [[[48450076805460543835073761572669335317784853681, 66992650925037146898265116672699377352986838, 109503423841279281834204824034320885058561, -23331384358318203020981776314273042918, 5733660388055207047032089694024198, -389032951763489172526555311402, 51339083815717147667249901, -1879807691693940888258, 326160370076618934, -6525798653934, 740755377, 10302, 1], 1]], 'hecke_orbit_code': 4504493131563134, 'p': 11}
  • id: 351980
    {'charpoly_factorization': [[[3523842756344941489270482288778451910984591237709824, 0, 398294731611710615477828326758106469023088640, 0, 2541091334961887475104834210457338112, 0, 6444443883739269065506166016, 0, 7906434877372039776, 0, 4612551504, 0, 1], 1]], 'hecke_orbit_code': 4504493131563134, 'p': 13}
  • id: 351981
    {'charpoly_factorization': [[[306774169101750774284746423672682545131058664156465384382201, 20321982660298308641604754393966026533963308302183913518, 512598670609770980088156897340961114902103113346697, 4230443999118905053422732681139013884001246502, -36169404358133998996614192993564541495014, -697664527583439347237553358283854722, 2862905738611011652731065378553, 98672809266787378685499018, 256152203769834993546, -4491697539933198, -15940009863, 173178, 1], 1]], 'hecke_orbit_code': 4504493131563134, 'p': 17}
  • id: 351982
    {'charpoly_factorization': [[[947806397459102283022659802812329851447222265789965775625, -321585996830495139649074173397259560341802592460703750, 46482220291123602826340477702005534005300573159525, -3430739987701885283722513354354955584616634150, 140530168609461031602165498422151795636246, -3135901251471870298272947019925920414, 36449067031216679145669175710441, -150231167252489807065262466, -742448062591273280682, 5967426272557302, 40240488069, -405978, 1], 1]], 'hecke_orbit_code': 4504493131563134, 'p': 19}
  • id: 351983
    {'charpoly_factorization': [[[2522730559382468192431801109127521350378715448831553650937041, -93567114193565092372849996944045108257457058576832325954, 6081581301606048511417379012196265637310248444245761, -67612626965817527819628128367279025417157470062, 5384448220086350891185528832968285864326486, -58050294226367380562621427175410216642, 3049022470142325720903612813884349, 11540023797293026715930372694, 60341037716056140143910, 66695318786854170, 257114823633, 158934, 1], 1]], 'hecke_orbit_code': 4504493131563134, 'p': 23}
  • id: 351984
    {'charpoly_factorization': [[[-7992130466810601314961542221600512, 148828512106056341976681086208, -748630261679026177673856, 940925167313519808, 819765973332, -2177628, 1], 2]], 'hecke_orbit_code': 4504493131563134, 'p': 29}
  • id: 351985
    {'charpoly_factorization': [[[956756909930473800417991546456958245391649078543591499310982102729, -52739855103514382095162553190607851807812005982305777622887014, 1259970791068814697479877098121300904121480237415209994885, -16035507744153894958941664257281142023002439538038982, 124999558822861394492208735845201356291179132822, -642647729205117829768121192867201483755518, 2270932447671596002486257713926623177, -5624518853708899271913434368482, 9792429303047085332257878, -11797369442909678250, 9420779822373, -4520250, 1], 1]], 'hecke_orbit_code': 4504493131563134, 'p': 31}
  • id: 351986
    {'charpoly_factorization': [[[20334602231200431355915920368825697305372422882377798869150890669499310721, -67672490172233081369050455516164828040695458312615285734874589442246, 171329797102853637844883067623210251991371047512162954282128341, -222347812588501679676780795748357441648778485823246675698, 246201324787889778219735335322821367561779784651354, -155400764874239022481948076534549152375439166, 114096463815567609594600617371206745293, -45474543970727547468164742623934, 38494280119177969853716314, -8596405628770429042, 7075094642901, -134214, 1], 1]], 'hecke_orbit_code': 4504493131563134, 'p': 37}
  • id: 351987
    {'charpoly_factorization': [[[5064685453955275406140680729663188359944978775214502579601245267082447159296, 0, 29105224068515429555204451726650408273228437123463989836435161088, 0, 27958045096435787219884198016507132908750584224915712, 0, 9691648488022003961336775371868433784064, 0, 1295722365024119483777406048, 0, 63126434226384, 0, 1], 1]], 'hecke_orbit_code': 4504493131563134, 'p': 41}
  • id: 351988
    {'charpoly_factorization': [[[-32759998500746598990715522932061321664, 765237853217919874147994127669312, 98496793016108857081755312, -144335507384376275744, -19549380996084, 6480948, 1], 2]], 'hecke_orbit_code': 4504493131563134, 'p': 43}
  • id: 351989
    {'charpoly_factorization': [[[8575245290173215704402023962548022544204672701769153174426963638457010073265449, 10028713367690790590238451777149213552318996999791042594749666227435462006, 2821261423969268178297274928341210479479061814167795616858138066869, -1272705331018346337573843789987314910259881269014766002717386, -561262831774570159229867564416399322252267585870568522, 190600354625587317424476276397947679869060162894, 123904339176010678492682465557425555830649, 8142902172367561459660223640496338, -3350019668226750945923939658, -323328398479522421958, 95082902343189, 18385002, 1], 1]], 'hecke_orbit_code': 4504493131563134, 'p': 47}
  • id: 351990
    {'charpoly_factorization': [[[10918859802753511326141803640918600703647388381313782708874489853668069685441, -10839709634017214413906384490946943540986460879281261508174366143633306, 56662966080125729318409968507181447236027110871557313508373515573, 35374941502946545098578641192447650665986933217384916496146, 190854674974720984656359621564556293961350881764443226, -8915315465119473119880739470276071147477644578, 31024303209435635698795153324624976385645, -11287418630773925387355244499373282, 5957432645617928307764186586, -1232883120135068646318, 204949252399797, -16540506, 1], 1]], 'hecke_orbit_code': 4504493131563134, 'p': 53}
  • id: 351991
    {'charpoly_factorization': [[[285424666152069186171055953051152182215030616770695312490198291001721048550623726601, 153211533638364933715604783341960339956028063639115817850514551846441672246782, 26539613623158377253146624174836740187710323865011047695072435981118869, -469280969900565752671805374445787531503239642163504672096135298, -557939103350418225346613488450592042594025430926408050490, -5189854801909573561301303427768802160346200216874, 12632695317443919592406339251323433783343721, 1139501426534979201493490742859696122, -29628576002130402641032889370, -6347133185820568917534, 120060743343381, 31163922, 1], 1]], 'hecke_orbit_code': 4504493131563134, 'p': 59}
  • id: 351992
    {'charpoly_factorization': [[[137960737636619834238658436164908954298844484050706061829077920810887112398866604879769, 11252163083700137579599960909278842857200171060897776430185103306983083709883210, -2015592813930420644138309162615391144679646733148918241826458471248907511, -189343297133952626787326987856494847562643504360012587447301718990, 26900643305472915213909591134584694569930527620425805644650, 4076961258776660036017118188923837202297523879002074, 102858606001229359202610875092548799946312265, -9615851890233010843273783041671890722, -420443756855107553370087793638, 28764251345042027023734, 2767349780555961, 85390158, 1], 1]], 'hecke_orbit_code': 4504493131563134, 'p': 61}
  • id: 351993
    {'charpoly_factorization': [[[238819696372694194057933180562189912913732613944720457953756289808466564255254576689, -142765354046354092593723694307073638157002583530363381346135553659532101571854, 79795321464541770290023707608571273556872330571749049038713795179148913, -11830547925808880943413384039460133931463422354461601502222591650, 2600458209199382781835436640673247707740136042942835629686, 167833163895397193386472566396881940180529346206514, 62165040044284038058343067442267937828560173, 2452029805638937942555249734284896794, 362534481294476717925122893830, 11775200655405669185302, 1574633884496769, 37750362, 1], 1]], 'hecke_orbit_code': 4504493131563134, 'p': 67}
  • id: 351994
    {'charpoly_factorization': [[[-2177566798559503952453662439240261257865664, -7979367122983070266108434858751503168, 1532892141091895361541251043248, -20370622773037208635872, -2426256761646132, 22753212, 1], 2]], 'hecke_orbit_code': 4504493131563134, 'p': 71}
  • id: 351995
    {'charpoly_factorization': [[[2610585316968968906433911306528591665329961815219691380927495947777382921076123449, -10543394788387841257796512912488696910356702348531140596383606594650613582918, 17887807898143356047955901337021856937411386075592412754442882173702969, -14918612963865402181886680834140171311475115884419306571544716414, 6007662800147999081944716116250154276066098357765784928106, -712315137882662180332975266667091904846378339237366, -113689330102606615879916975808341155625105895, 20027197755988629143742800302141559502, 4000189902345053045686511242074, 18927103985445018737286, -1980813382799319, -9414786, 1], 1]], 'hecke_orbit_code': 4504493131563134, 'p': 73}
  • id: 351996
    {'charpoly_factorization': [[[926036140035774777607112583879156633968603691446965462478842391099336112512947219140625, 1475775948730851814101763282393437000924172216131374316060115863115744545258281250, 2597582164354449520356371025238422275415288543887785392725032575510545390625, -413029167235599487072264979179872896994946268444593246362350811331250, 48222751156437250265364235502816159511343986880029922961673750, -2482401607856629555375715407232892453047695068119094750, 96767401699450749635699767151304681178410997725, -2241429856903414863975335699699662902390, 43268027114054625776028058797414, -480132268507221588206138, 7328718281480049, -59730294, 1], 1]], 'hecke_orbit_code': 4504493131563134, 'p': 79}
  • id: 351997
    {'charpoly_factorization': [[[170801204976573269062149061958299242893757257764339424294026399241425840799688823494672384, 0, 3912253233006068229690192353437134432427389559699103105998279196830183981056, 0, 19143875358895632068890273720604500418962548555463937295974400, 0, 37552231280286536881611450906873844147536740352, 0, 31772176864590820542050904344064, 0, 9881353210358592, 0, 1], 1]], 'hecke_orbit_code': 4504493131563134, 'p': 83}
  • id: 351998
    {'charpoly_factorization': [[[13281119541381149341495998155488464490541918311407143928480947694956851372857289774155768921, 585791386748692384409916925326784093244709946005007343868694164495431101338119893590, -39305506560466272156204449651059680334692162043072880045376233518455895343703, -2113523982679612658899733326531948860329219919758947565628435074876370, 119012610840246024698845458391805702519655047893542278308642410, 5869576578764334805453812462451568494297969403202805062, -19630939821642935849062125850982686479364770135, -3860657100384239193160499651431183731390, 3106105567031605151460871199898, 2230009830027527933138922, 41683197526157529, 323014482, 1], 1]], 'hecke_orbit_code': 4504493131563134, 'p': 89}
  • id: 351999
    {'charpoly_factorization': [[[524416823112901389837889040270280038673957614893730482861246965689177506900163964259497148416, 0, 1987263991009082450501403508262548192538536195364797554610389353343312660529152, 0, 2579698848428806961949706325647104559150520275970336159492710656, 0, 1392975425039779908776096371412236646832701299968, 0, 326748619883490026867757694202976, 0, 32297903455130832, 0, 1], 1]], 'hecke_orbit_code': 4504493131563134, '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': 14, 'hecke_orbit': 2, 'label': '126.9.n.b', 'level': 126, '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: 93721000
    {'hecke_orbit_code': 4504493131563134, 'n': 1, 'trace_an': 12}
  • id: 93721001
    {'hecke_orbit_code': 4504493131563134, 'n': 2, 'trace_an': 0}
  • id: 93721002
    {'hecke_orbit_code': 4504493131563134, 'n': 3, 'trace_an': 0}
  • id: 93721003
    {'hecke_orbit_code': 4504493131563134, 'n': 4, 'trace_an': -768}
  • id: 93721004
    {'hecke_orbit_code': 4504493131563134, 'n': 5, 'trace_an': -1674}
  • id: 93721005
    {'hecke_orbit_code': 4504493131563134, 'n': 6, 'trace_an': 0}
  • id: 93721006
    {'hecke_orbit_code': 4504493131563134, 'n': 7, 'trace_an': -1308}
  • id: 93721007
    {'hecke_orbit_code': 4504493131563134, 'n': 8, 'trace_an': 0}
  • id: 93721008
    {'hecke_orbit_code': 4504493131563134, 'n': 9, 'trace_an': 0}
  • id: 93721009
    {'hecke_orbit_code': 4504493131563134, 'n': 10, 'trace_an': 17664}
  • id: 93721010
    {'hecke_orbit_code': 4504493131563134, 'n': 11, 'trace_an': -10302}
  • id: 93721011
    {'hecke_orbit_code': 4504493131563134, 'n': 12, 'trace_an': 0}
  • id: 93721012
    {'hecke_orbit_code': 4504493131563134, 'n': 13, 'trace_an': 0}
  • id: 93721013
    {'hecke_orbit_code': 4504493131563134, 'n': 14, 'trace_an': -56832}
  • id: 93721014
    {'hecke_orbit_code': 4504493131563134, 'n': 15, 'trace_an': 0}
  • id: 93721015
    {'hecke_orbit_code': 4504493131563134, 'n': 16, 'trace_an': -98304}
  • id: 93721016
    {'hecke_orbit_code': 4504493131563134, 'n': 17, 'trace_an': -173178}
  • id: 93721017
    {'hecke_orbit_code': 4504493131563134, 'n': 18, 'trace_an': 0}
  • id: 93721018
    {'hecke_orbit_code': 4504493131563134, 'n': 19, 'trace_an': 405978}
  • id: 93721019
    {'hecke_orbit_code': 4504493131563134, 'n': 20, 'trace_an': 0}
  • id: 93721020
    {'hecke_orbit_code': 4504493131563134, 'n': 21, 'trace_an': 0}
  • id: 93721021
    {'hecke_orbit_code': 4504493131563134, 'n': 22, 'trace_an': -941568}
  • id: 93721022
    {'hecke_orbit_code': 4504493131563134, 'n': 23, 'trace_an': -158934}
  • id: 93721023
    {'hecke_orbit_code': 4504493131563134, 'n': 24, 'trace_an': 0}
  • id: 93721024
    {'hecke_orbit_code': 4504493131563134, 'n': 25, 'trace_an': 838668}
  • id: 93721025
    {'hecke_orbit_code': 4504493131563134, 'n': 26, 'trace_an': -1958400}
  • id: 93721026
    {'hecke_orbit_code': 4504493131563134, 'n': 27, 'trace_an': 0}
  • id: 93721027
    {'hecke_orbit_code': 4504493131563134, 'n': 28, 'trace_an': -255744}
  • id: 93721028
    {'hecke_orbit_code': 4504493131563134, 'n': 29, 'trace_an': 4355256}
  • id: 93721029
    {'hecke_orbit_code': 4504493131563134, 'n': 30, 'trace_an': 0}
  • id: 93721030
    {'hecke_orbit_code': 4504493131563134, 'n': 31, 'trace_an': 4520250}
  • id: 93721031
    {'hecke_orbit_code': 4504493131563134, 'n': 32, 'trace_an': 0}
  • id: 93721032
    {'hecke_orbit_code': 4504493131563134, 'n': 33, 'trace_an': 0}
  • id: 93721033
    {'hecke_orbit_code': 4504493131563134, 'n': 34, 'trace_an': 0}
  • id: 93721034
    {'hecke_orbit_code': 4504493131563134, 'n': 35, 'trace_an': 5270790}
  • id: 93721035
    {'hecke_orbit_code': 4504493131563134, 'n': 36, 'trace_an': 0}
  • id: 93721036
    {'hecke_orbit_code': 4504493131563134, 'n': 37, 'trace_an': 134214}
  • id: 93721037
    {'hecke_orbit_code': 4504493131563134, 'n': 38, 'trace_an': -1278720}
  • id: 93721038
    {'hecke_orbit_code': 4504493131563134, 'n': 39, 'trace_an': 0}
  • id: 93721039
    {'hecke_orbit_code': 4504493131563134, 'n': 40, 'trace_an': -2260992}
  • id: 93721040
    {'hecke_orbit_code': 4504493131563134, 'n': 41, 'trace_an': 0}
  • id: 93721041
    {'hecke_orbit_code': 4504493131563134, 'n': 42, 'trace_an': 0}
  • id: 93721042
    {'hecke_orbit_code': 4504493131563134, 'n': 43, 'trace_an': -12961896}
  • id: 93721043
    {'hecke_orbit_code': 4504493131563134, 'n': 44, 'trace_an': -1318656}
  • id: 93721044
    {'hecke_orbit_code': 4504493131563134, 'n': 45, 'trace_an': 0}
  • id: 93721045
    {'hecke_orbit_code': 4504493131563134, 'n': 46, 'trace_an': 2345472}
  • id: 93721046
    {'hecke_orbit_code': 4504493131563134, 'n': 47, 'trace_an': -18385002}
  • id: 93721047
    {'hecke_orbit_code': 4504493131563134, 'n': 48, 'trace_an': 0}
  • id: 93721048
    {'hecke_orbit_code': 4504493131563134, 'n': 49, 'trace_an': -3659172}
  • id: 93721049
    {'hecke_orbit_code': 4504493131563134, 'n': 50, 'trace_an': -2970624}
  • id: 93721050
    {'hecke_orbit_code': 4504493131563134, 'n': 51, 'trace_an': 0}
  • id: 93721051
    {'hecke_orbit_code': 4504493131563134, 'n': 52, 'trace_an': -3369984}
  • id: 93721052
    {'hecke_orbit_code': 4504493131563134, 'n': 53, 'trace_an': 16540506}
  • id: 93721053
    {'hecke_orbit_code': 4504493131563134, 'n': 54, 'trace_an': 0}
  • id: 93721054
    {'hecke_orbit_code': 4504493131563134, 'n': 55, 'trace_an': 0}
  • id: 93721055
    {'hecke_orbit_code': 4504493131563134, 'n': 56, 'trace_an': -4325376}
  • id: 93721056
    {'hecke_orbit_code': 4504493131563134, 'n': 57, 'trace_an': 0}
  • id: 93721057
    {'hecke_orbit_code': 4504493131563134, 'n': 58, 'trace_an': 9176064}
  • id: 93721058
    {'hecke_orbit_code': 4504493131563134, 'n': 59, 'trace_an': -31163922}
  • id: 93721059
    {'hecke_orbit_code': 4504493131563134, 'n': 60, 'trace_an': 0}
  • id: 93721060
    {'hecke_orbit_code': 4504493131563134, 'n': 61, 'trace_an': -85390158}
  • id: 93721061
    {'hecke_orbit_code': 4504493131563134, 'n': 62, 'trace_an': 0}
  • id: 93721062
    {'hecke_orbit_code': 4504493131563134, 'n': 63, 'trace_an': 0}
  • id: 93721063
    {'hecke_orbit_code': 4504493131563134, 'n': 64, 'trace_an': 25165824}
  • id: 93721064
    {'hecke_orbit_code': 4504493131563134, 'n': 65, 'trace_an': 46506264}
  • id: 93721065
    {'hecke_orbit_code': 4504493131563134, 'n': 66, 'trace_an': 0}
  • id: 93721066
    {'hecke_orbit_code': 4504493131563134, 'n': 67, 'trace_an': -37750362}
  • id: 93721067
    {'hecke_orbit_code': 4504493131563134, 'n': 68, 'trace_an': 22166784}
  • id: 93721068
    {'hecke_orbit_code': 4504493131563134, 'n': 69, 'trace_an': 0}
  • id: 93721069
    {'hecke_orbit_code': 4504493131563134, 'n': 70, 'trace_an': 92031744}
  • id: 93721070
    {'hecke_orbit_code': 4504493131563134, 'n': 71, 'trace_an': -45506424}
  • id: 93721071
    {'hecke_orbit_code': 4504493131563134, 'n': 72, 'trace_an': 0}
  • id: 93721072
    {'hecke_orbit_code': 4504493131563134, 'n': 73, 'trace_an': 9414786}
  • id: 93721073
    {'hecke_orbit_code': 4504493131563134, 'n': 74, 'trace_an': -58837248}
  • id: 93721074
    {'hecke_orbit_code': 4504493131563134, 'n': 75, 'trace_an': 0}
  • id: 93721075
    {'hecke_orbit_code': 4504493131563134, 'n': 76, 'trace_an': 0}
  • id: 93721076
    {'hecke_orbit_code': 4504493131563134, 'n': 77, 'trace_an': 100614066}
  • id: 93721077
    {'hecke_orbit_code': 4504493131563134, 'n': 78, 'trace_an': 0}
  • id: 93721078
    {'hecke_orbit_code': 4504493131563134, 'n': 79, 'trace_an': 59730294}
  • id: 93721079
    {'hecke_orbit_code': 4504493131563134, 'n': 80, 'trace_an': 27426816}
  • id: 93721080
    {'hecke_orbit_code': 4504493131563134, 'n': 81, 'trace_an': 0}
  • id: 93721081
    {'hecke_orbit_code': 4504493131563134, 'n': 82, 'trace_an': -93259776}
  • id: 93721082
    {'hecke_orbit_code': 4504493131563134, 'n': 83, 'trace_an': 0}
  • id: 93721083
    {'hecke_orbit_code': 4504493131563134, 'n': 84, 'trace_an': 0}
  • id: 93721084
    {'hecke_orbit_code': 4504493131563134, 'n': 85, 'trace_an': -64652220}
  • id: 93721085
    {'hecke_orbit_code': 4504493131563134, 'n': 86, 'trace_an': 15144960}
  • id: 93721086
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