Newform data - 336.6.a.n

Formats: - HTML - YAML - JSON - 2026-10-24T07:46:34.616298

• 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': 12096, 'analytic_conductor': 53.888963457161495, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [3, -1], [7, 1]], 'atkin_lehner_string': '--+', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': False, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [336, 1, [127, 85, 113, 241], [1, 1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 1, 'field_disc': 1, 'field_disc_factorization': [], 'field_poly': [0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': 1, 'has_non_self_twist': 0, 'hecke_cutters': [[5, [-6, 1]], [11, [-108, 1]]], 'hecke_orbit': 14, 'hecke_orbit_code': 58546795256480080, 'hecke_ring_generator_nbound': 1, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '336.6.a.n', 'level': 336, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 7], 'level_radical': 42, 'minimal_twist': '84.6.a.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+9q^{3}+6q^{5}-7^{2}q^{7}+3^{4}q^{9}+108q^{11}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '336.6.a', 'trace_display': [0, 9, 6, -49], 'trace_hash': 539269966646919893, 'trace_moments': [0, {'__RealLiteral__': 0, 'data': '1.013', 'prec': 14}, {'__RealLiteral__': 0, 'data': '0.002', 'prec': 4}, {'__RealLiteral__': 0, 'data': '2.044', 'prec': 14}, {'__RealLiteral__': 0, 'data': '0.131', 'prec': 10}, {'__RealLiteral__': 0, 'data': '5.156', 'prec': 14}], 'trace_zratio': 0, 'traces': [1, 0, 9, 0, 6, 0, -49, 0, 81, 0, 108, 0, -346, 0, 54, 0, -1398, 0, 1012, 0, -441, 0, 1536, 0, -3089, 0, 729, 0, -3762, 0, 736, 0, 972, 0, -294, 0, 2054, 0, -3114, 0, -15534, 0, -11036, 0, 486, 0, -4560, 0, 2401, 0, -12582, 0, -7962, 0, 648, 0, 9108, 0, 7020, 0, 26870, 0, -3969, 0, -2076, 0, -52148, 0, 13824, 0, 2544, 0, -9766, 0, -27801, 0, -5292, 0, -68672, 0, 6561, 0, 61668, 0, -8388, 0, -33858, 0, -41454, 0, 16954, 0, 6624, 0, 6072, 0, -111262, 0, 8748, 0, -180426, 0, -35912, 0, -2646, 0, 30492, 0, 82382, 0, 18486, 0, -160398, 0, 9216, 0, -28026, 0, 68502, 0, -149387, 0, -139806, 0, -37284, 0, 80896, 0, -99324, 0, -173676, 0, -49588, 0, 4374, 0, 390426, 0, -83204, 0, -41040, 0, -37368, 0, -22572, 0, 21609, 0, 140358, 0, -320360, 0, -113238, 0, 4416, 0, -158266, 0, -71658, 0, -75264, 0, -345476, 0, 5832, 0, 20568, 0, -251577, 0, 81972, 0, 732558, 0, 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45083628, 0, -48062178, 0, 79116264, 0, 4368384, 0, -23973756, 0, 94722048, 0, -7476714, 0, -263698710, 0, -2905056, 0, 1854576, 0, -182591112, 0, 224236404, 0, -22232286, 0, 16346988, 0, 70835040, 0, -102345516, 0, 66195132, 0, -6122722, 0, -5363496, 0, -48563868, 0, -25036550, 0, 152830584, 0, 196180776, 0, -25048764, 0, 6823440, 0, -115534146, 0, 76306336, 0, -2921184, 0, -12883968, 0, -36342944, 0, -141052050, 0, -16353948, 0, 110844560, 0, -9378504, 0, -45626154, 0, -61799760, 0, -7119414, 0, 105513414, 0, 212127808, 0, -25688124, 0, -314207076, 0, 105624596, 0, 140756094, 0, -26399868, 0, -90761852, 0, 39180348, 0, -38059416, 0, -59391046, 0, -2677752, 0, 211906014, 0, -34380992, 0, -52005888, 0, -219759228, 0, -32754996, 0, 101800800, 0, -37297134, 0, 9704548, 0, 26117640, 0, -1527936, 0, 348115298, 0, -27108846, 0, 50324160, 0, -26192803, 0, -20266929, 0, 312898716, 0, -123521386, 0, 80886006, 0, 30857904, 0, 1330992, 0, 49066542, 0, -170516016, 0, 54760036, 0, 56775492, 0, 13098396, 0, -63673344, 0, -64253844, 0, -47141430, 0, 338424854, 0, 21083004, 0, 208843026, 0, -9570528, 0, 12423294, 0, -231830352, 0, -2063880, 0, 24793668, 0, -39484026, 0, 83370584, 0, 139593924, 0, -190492452, 0, -38380928, 0, -3857868, 0, -192932910, 0, 214919884, 0, -4493016, 0, -88531680, 0, -137633158, 0, 195448788, 0, 26041344, 0, -32673672, 0, 12495546, 0, -228588972, 0, 1993248, 0, -200652930, 0, -28983228, 0, -26497436, 0, 18707832, 0, 141753096, 0, 147076850, 0, -2216160, 0, 36739692, 0, 119534696, 0, 79567866, 0, 89890776, 0, 52123032, 0, 22806, 0, 390275202, 0, -154250876, 0, -50061888, 0, -7899780, 0, 123141530, 0, 10174464, 0, 299539662, 0, -9469664, 0, -2017872, 0, -162322776, 0, 84274316, 0, 75036456, 0, -247582998, 0, 45490896, 0, -150055200, 0, -113092608, 0, -241807822, 0, 15837192, 0, -599028, 0, 66143304, 0, -85586382, 0, -7116528, 0, 123681708, 0, 104587362, 0, -116679192, 0, 344952412, 0, 8465832, 0, 14419080, 0, 9326592, 0, 4782969, 0, 54146016, 0, 14381206, 0, 138854952, 0, 46661424, 0, 215513020, 0, 249104502, 0, 1872384, 0, 30551404, 0, 1166886, 0, -160519800, 0, -208551407, 0, -50687856, 0, -2826186, 0, -18929304, 0, -90316260, 0, 95374482, 0, -370162882, 0, -28362312, 0, 128051406, 0, 242799048, 0, -150482016, 0, -170898432, 0, 19908504, 0, 7579332, 0, -195668562, 0, -188629088, 0, 44955972, 0, -39112236, 0, 29486988, 0, -13446972, 0, -253465068, 0, 75649732, 0, -88355520, 0, -10066032, 0, 55190980, 0, 118246716, 0, 69324024, 0, -7187776, 0, -17299440, 0, 143141772, 0, -230717410, 0, -24565338, 0, -116730726, 0, -52370906, 0, 13436928, 0, 87868632, 0, -289190470, 0, 25035858, 0, -34620036, 0, 497100112, 0, -36330462, 0, 258344064, 0, -273595354, 0, -6114852, 0, 296367498, 0, -151179644, 0, -21860280, 0, -10948560, 0, 9916308, 0, 45389826, 0, 347639574, 0, -90164552, 0, 127284858, 0, -46148736, 0, 61339964, 0, -134841402, 0, 60111504, 0, -277134336, 0, -20461536, 0, 197988120, 0, -545815548, 0, -8152326, 0, -300793650, 0, -29752776, 0, -141483672, 0, -350178732, 0, -219584770, 0, 2472768, 0, 15331512, 0, -85515260, 0, -24682482, 0, 23449776, 0, 121931092, 0, -8546364, 0, 201907302, 0, -14575442, 0, -43456572, 0, 116319192, 0, -7151328, 0, 118482912, 0, -55160832, 0, -152712332, 0, 70735518, 0, -37731408, 0, 143486570, 0, -83673180, 0, -462513282, 0, -414732704, 0, -3869532, 0, -3894912, 0, 388500806, 0, -199912914, 0, -128465022, 0, 8813952, 0, 57373920, 0, -371633616, 0, 5764801, 0, -30219966, 0, -4264104, 0, -231995016, 0, -9492552, 0, 80123916, 0, 81866752, 0, -4064256, 0, -397953678, 0, -109048680, 0, -18698850, 0, -106496016, 0, 343688318, 0, 120880890, 0, -166922028, 0, 52240464, 0, 179705772, 0, 38800752, 0, -324226282, 0, 46528992, 0, 62875746, 0, 20620474, 0, -18655704, 0, 141327672, 0, -50542592, 0, -100515888, 0, 135734400, 0, -53668728, 0, 12359466, 0, -171166740, 0, 46835712, 0, -261056682, 0, 31555656, 0, 482442580, 0, -214920936, 0, -68322954, 0, 148382474, 0, -27022572, 0, 461278974, 0, -107111992, 0, 86285196, 0, -6385776, 0, -747936, 0, -240151914, 0, -175760112, 0, 36306720, 0, 41386950, 0, -63031224, 0, 75700656, 0, -30209382, 0, -417398580, 0, -569769704, 0, 1110672, 0, 126538752, 0, -287983412, 0, 4828896, 0, -173968032, 0, -47879568, 0, -48768264, 0, 16564392, 0, 430913594, 0, -57226545, 0, 557335914, 0, 71145795, 0, 75422826, 0, 295168500, 0, -196220484, 0, -13585158, 0, -77472720, 0, -115087700, 0, 65879667, 0, -496244664, 0, 48805524, 0, -174603924, 0, -378492858, 0, -492360680, 0, 28394496, 0, 2871204, 0, 93492494, 0, -182090898, 0, -211903548, 0, 16660728, 0, 4426488, 0, 447863280, 0, -19193104, 0, 64446354, 0, 45387648, 0, 110932168, 0, 112355676, 0, 315178404, 0, 155949948, 0, 61654446, 0, -2954880, 0, -173467792, 0, -299458296, 0, -418144296, 0, 49704194, 0, 39558132, 0, -19116762, 0, -246371328, 0, 43298307, 0, 395111112, 0, 10608012, 0, -66749184, 0, -84391734, 0, 8027866, 0, 162388872, 0, 24432648, 0, -616174918, 0, -81109998, 0, -326058498, 0, -296537320, 0, 16442244, 0, 5225376, 0, 100048608, 0, 36922302, 0, -67513398, 0, -6173568, 0, 77927670, 0, -63780948, 0, -84202448, 0, -26967222, 0, -24462282, 0, 77274664, 0, 96762636, 0, -114115176, 0, 10101644, 0, 3411720, 0, 524924418, 0, 68912740, 0, -184472856, 0, 353979384, 0, 32248584, 0, -35675136, 0, 221255868, 0, -40947728, 0, 6377292, 0, -94189788, 0, -176482882, 0, -41532480, 0, 23724624, 0, -85864460, 0, -30899880, 0, 376610880, 0, -179847646, 0, -43047936, 0, 576114054, 0, 1555848, 0, -24919488, 0, 419557116, 0, -20059364, 0, 100177884, 0, -27654252, 0, 293497060, 0, 43801884, 0, 501548976, 0, 574333946, 0, -19029708, 0, -37816416, 0, 728156176, 0, 177767604, 0, 204564906, 0, -254477998, 0, -131530554, 0, -322634046, 0, 553142788, 0, -223660008, 0, 34865448, 0, 105219072, 0, 59941296, 0, 149860134, 0, -192579448, 0, 13058820, 0, 810067032, 0, -3653866, 0, 76591116, 0, -228042174, 0, -22842864, 0, -139377528, 0, -30510144, 0, 157662288, 0, -139310604, 0, 20189568, 0, -625784480, 0, -7922016, 0, 482975448, 0, -32011200, 0, -57103254, 0, -258343230, 0, 215598922, 0, -26179848, 0, -229458432, 0, -57596940, 0, 156463866, 0, 446303286, 0, 157371400, 0, 21868308, 0, 22910736, 0, -608180962, 0, 192877848, 0, -281133486, 0, -242589836, 0, -8153136, 0, 267499134, 0, -354802049, 0, -245606886, 0, 418567644, 0, 19269144, 0, -23773014, 0, -115804812, 0, 12478144, 0, -108360450, 0, 495469422, 0, 169713144, 0, -214742016, 0, 142042296, 0, 46293170, 0, -1928934, 0, 581332806, 0, -28754064, 0, -344527452, 0, 148240332, 0, -55414404, 0, 30411324, 0, -10869768, 0, 346419004, 0, -157659858, 0, -16900968, 0, 352182698, 0, 165289194, 0, 305733726, 0, -106970234, 0, 996624, 0, -122527200, 0, -324204320, 0, -32909976, 0, 351704646, 0, -57268224, 0, -172177866, 0, -467303832, 0, 575505328, 0, -252787095, 0, 24804876, 0, 652406104, 0, 22228668, 0, 16855020, 0, 157977216, 0, 44945388, 0, 10389258, 0, -434852800, 0, -165402504, 0, -137960808, 0, -18130392, 0, -114596856, 0, 837706350, 0, -39518496, 0, 171715788, 0, -5159376, 0, 537229502, 0, 36692964, 0, 124256256, 0, -141052288, 0, 86572314, 0, 5955144, 0, 678762612, 0, 303666354, 0, 266834988, 0, 26289288, 0, -40293288, 0, 216246156, 0, -1024116084, 0, 60056478, 0, 4468992, 0, 236696362, 0, -140881896, 0, -242522472, 0, -155773510, 0, 33071652, 0, 452850366, 0, -24931800, 0, 18098640, 0, -621387660, 0, 73782684, 0, -152561664, 0, 165504810, 0, 657310156, 0, 99110016, 0, -211602678, 0, -53067404, 0, -101398716, 0, 62038656, 0, -160165192, 0, 27073008, 0, 135100944, 0, 64514870, 0, 214520526, 0, 151705044, 0, 55255680, 0, 13476294, 0, -361882488, 0], 'weight': 6, 'weight_parity': 1}
• mf_hecke_nf •

  Column	Type
  an	jsonb
  ap	jsonb
  char_orbit_index	smallint
  field_poly	numeric[]
  hecke_orbit_code	bigint
  hecke_ring_character_values	jsonb
  hecke_ring_cyclotomic_generator	integer
  hecke_ring_denominators	numeric[]
  hecke_ring_inverse_denominators	numeric[]
  hecke_ring_inverse_numerators	numeric[]
  hecke_ring_numerators	numeric[]
  hecke_ring_power_basis	boolean
  hecke_ring_rank	integer
  label	text
  level	integer
  maxp	integer
  weight	smallint

  
  {'an': [[1], [0], [9], [0], [6], [0], [-49], [0], [81], [0], [108], [0], [-346], [0], [54], [0], [-1398], [0], [1012], [0], [-441], [0], [1536], [0], [-3089], [0], [729], [0], [-3762], [0], [736], [0], [972], [0], [-294], [0], [2054], [0], [-3114], [0], [-15534], [0], [-11036], [0], [486], [0], [-4560], [0], [2401], [0], [-12582], [0], [-7962], [0], [648], [0], [9108], [0], [7020], [0], [26870], [0], [-3969], [0], [-2076], [0], [-52148], [0], [13824], [0], [2544], [0], [-9766], [0], [-27801], [0], [-5292], [0], [-68672], [0], [6561], [0], [61668], [0], [-8388], [0], [-33858], [0], [-41454], [0], [16954], [0], [6624], [0], [6072], [0], [-111262], [0], [8748], [0]], 'ap': [[0], [9], [6], [-49], [108], [-346], [-1398], [1012], [1536], [-3762], [736], [2054], [-15534], [-11036], [-4560], [-7962], [7020], [26870], [-52148], [2544], [-9766], [-68672], [61668], [-41454], [-111262], [-180426], [-35912], [30492], [82382], [-160398], [80896], [-173676], [390426], [-83204], [140358], [-320360], [-158266], [-345476], [20568], [732558], [-572220], [-352402], [18456], [832322], [612438], [501352], [556588], [1256800], [700932], [153374], [154266], [926376], [-1056622], [1459836], [1571418], [1462752], [-230850], [574432], [510950], [931146], [-2155604], [962070], [-1719884], [2381208], [-293494], [-1946418], [-1251836], [297458], [3406572], [-420826], [1394346], [3550368], [391696], [-163834], [-206156], [-484176], [-4174794], [-4399978], [-5459166], [2183066], [-5445612], [-4830538], [7581816], [-99838], [7776904], [-3154884], [4914498], [-5770006], [1652718], [-7691456], [-4958796], [1468992], [6466792], [-8944788], [-10505204], [-7979928], [8134254], [1768002], [4072108], [-4609042], [5810908], [-9599490], [3211524], [-9235734], [-2816828], [4134146], [4381548], [12297114], [9209280], [-16339366], [3730816], [14650310], [-4335270], [17909452], [7136152], [-2470254], [-11371724], [16981176], [-15672450], [-2854236], [15639566], [-3012094], [8987334], [-7139316], [15510436], [-22294770], [2534], [-16672800], [940648], [27678278], [-10035140], [-16720224], [-9817280], [-2729482], [2781762], [5043314], [-14982378], [-4828508], [-22212546], [13431210], [19967308], [-29006298], [-23880104], [9587244], [-26683546], [-5418696], [-20232322], [7160706], [12483964], [-33273144], [4102478], [-2996358], [10751404], [-20496984], [19751956], [-24851112], [-15486392], [17384874], [-27289654], [-12040050], [-38280828], [18365466], [-18378056], [19079532], [33740706], [-15653544], [11012224], [23835614], [30277490], [-19968042], [-17320020], [22113062], [-9457008], [-41061046], [-8234240], [36881154], [-6770348], [-5296650], [-53594840], [-22661530], [-2613920], [37115172], [13593446], [-53612142], [63812424], [11309814], [-24578674], [-20229260], [-56299126], [-6459408], [5334098], [82089852], [41365132], [-87354498], [59436900], [-11355438], [-15871246], [-12710146], [78221946], [93297096], [14592702], [-85273184], [73357982], [-6632014], [25703340], [52503438], [-7136912], [10574196], [56560650], [-39846932], [61897970], [35848566], [-43808648], [25440732], [-6410904], [30988250], [81894160], [108805290], [-23174832], [-126272850], [49158662], [35593048], [128559330], [107645056], [86137476], [-3736714], [-118313838], [-144335400], [-103780184], [-41174148], [-134402194], [75248836], [80898304], [110779626], [-29434244], [17982672], [-110213710], [-21298842], [-81671748], [105031512], [-40364460], [-119035556], [86418040], [30503198], [-29666166], [-50841240], [36736912], [-82367580], [-118944620], [61049496], [-121182994], [19451082], [-56467440], [-128157670], [-163430754], [-145563660], [141718550], [-153216836], [147088662], [7607306], [-204541856], [-12083580], [-114775954], [89426774], [86433498], [-137070908], [-166740066], [-43462110], [18539956], [-9850986], [23505974], [-47843588], [-115717366], [141498448], [42734402], [139867864], [53504604], [-92745298], [72989738], [-152480940], [158052576], [91894120], [262047192], [-2396674], [143128972], [195873240], [10412882], [-15109146], [-172085624], [171415770], [-48062178], [-23973756], [-263698710], [66195132], [-6122722], [-115534146], [76306336], [105513414], [-314207076], [-90761852], [-59391046], [211906014], [-34380992], [-219759228], [9704548], [348115298], [312898716], [-123521386], [-170516016], [338424854], [-231830352], [-39484026], [-192932910], [214919884], [-88531680], [-137633158], [-228588972], [141753096], [147076850], [390275202], [-154250876], [123141530], [299539662], [-9469664], [-247582998], [-241807822], [344952412], [30551404], [-160519800], [-2826186], [-370162882], [-195668562], [-188629088], [-39112236], [75649732], [143141772], [-230717410], [-116730726], [-289190470], [497100112], [-273595354], [296367498], [347639574], [-90164552], [-300793650], [-350178732], [-219584770], [-85515260], [23449776], [201907302], [-152712332], [143486570], [-462513282], [-414732704], [388500806], [-128465022], [-371633616], [80123916], [-397953678], [-106496016], [-324226282], [62875746], [141327672], [-171166740], [482442580], [148382474], [461278974], [-569769704], [430913594], [295168500], [-115087700], [-496244664], [-378492858], [-492360680], [93492494], [315178404], [-418144296], [49704194], [-84391734], [-616174918], [-326058498], [-67513398], [77274664], [524924418], [68912740], [353979384], [-40947728], [-176482882], [-85864460], [376610880], [-179847646], [576114054], [419557116], [293497060], [501548976], [574333946], [728156176], [-322634046], [553142788], [149860134], [-3653866], [-228042174], [-625784480], [-258343230], [446303286], [157371400], [-608180962], [-281133486], [-242589836], [-115804812], [46293170], [581332806], [148240332], [346419004], [352182698], [305733726], [-467303832], [652406104], [10389258], [-137960808], [837706350], [537229502], [5955144], [216246156], [-155773510], [452850366], [-621387660], [165504810], [657310156], [-361882488]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 58546795256480080, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '336.6.a.n', 'level': 336, 'maxp': 2999, '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

  
  {'ALdims': [3, 4, 4, 3, 4, 4, 3, 5], 'ALdims_eis_new': [0, 0, 0, 0, 0, 0, 0, 0], 'ALdims_eis_old': [3, 3, 3, 3, 3, 3, 3, 3], 'ALdims_old': [34, 35, 36, 35, 36, 34, 34, 34], 'Nk2': 12096, 'analytic_conductor': 53.888963457161495, 'char_conductor': 1, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [336, 1, [127, 85, 113, 241], [1, 1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 308, 'dim': 30, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [5, 11], 'hecke_orbit_code': 100663632, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2], 'label': '336.6.a', 'level': 336, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 7], 'level_radical': 42, 'mf_dim': 332, 'mf_new_dim': 30, 'num_forms': 24, 'plus_dim': 13, 'prim_orbit_index': 1, 'relative_dim': 30, 'sturm_bound': 384, 'trace_bound': 7, 'trace_display': [0, 0, -76, 98], 'traces': [30, 0, 0, 0, -76, 0, 98, 0, 2430, 0, -604, 0, 244, 0, 900, 0, -404, 0, -2360, 0, 0, 0, 836, 0, 21866, 0, 0, 0, 4492, 0, -7160, 0, 0, 0, 0, 0, 14412, 0, 12168, 0, 2476, 0, -5496, 0, -6156, 0, -5016, 0, 72030, 0, -20772, 0, 64972, 0, -70408, 0, 0, 0, 90024, 0, -66396, 0, 7938, 0, -86904, 0, 54944, 0, 22320, 0, 18860, 0, 25180, 0, -96624, 0, 7448, 0, 365960, 0, 196830, 0, 245264, 0, 283136, 0, 222696, 0, 285484, 0, -99372, 0, -792, 0, -318064, 0, -76740, 0, -48924, 0, 180100, 0, 268280, 0, 0, 0, 416756, 0, 74996, 0, 0, 0, -55780, 0, -117544, 0, 19764, 0, 0, 0, 604606, 0, -181548, 0, 36024, 0, 444136, 0, 64080, 0, 875024, 0, -176792, 0, 72900, 0, -393044, 0, 382080, 0, 195120, 0, -1282376, 0, 21976, 0, 0, 0, -533908, 0, 957840, 0, -32724, 0, 1650592, 0, -461404, 0, 1202544, 0, 485296, 0, -1279392, 0, -567864, 0, -187256, 0, 107762, 0, -191160, 0, 352708, 0, 428750, 0, 108072, 0, -289076, 0, -461932, 0, 1320480, 0, 563368, 0, -576408, 0, 0, 0, -892244, 0, 1358436, 0, -788184, 0, -1242084, 0, 409232, 0, -799920, 0, 713636, 0, 1529904, 0, 67716, 0, -697104, 0, -1305112, 0, 0, 0, -5591696, 0, -336728, 0, -1980216, 0, -785736, 0, -650144, 0, 1771146, 0, -1927288, 0, 9092, 0, 640332, 0, -571908, 0, 852048, 0, 2724912, 0, -6540076, 0, -3024020, 0, 0, 0, -182476, 0, -608528, 0, -1765368, 0, -2828552, 0, -1982232, 0, 1171152, 0, -3262564, 0, -1319668, 0, 363852, 0, 114068, 0, -4568984, 0, -15660, 0, -1667436, 0, -564376, 0, 0, 0, 2847340, 0, 1776124, 0, -579960, 0, 744588, 0, -1486904, 0, -1947600, 0, -528024, 0, 1090402, 0, -2032344, 0, 1624244, 0, -2980320, 0, 0, 0, 3138104, 0, 383768, 0, 2276604, 0, -2509864, 0, -986488, 0, -1028808, 0, 7340840, 0, 1212188, 0, 0, 0, -12304564, 0, 9863592, 0, 4442544, 0, 5396016, 0, -228804, 0, -3390480, 0, -748720, 0, -4346712, 0, 1167372, 0, 8715648, 0, 4030332, 0, 3380400, 0, 1672080, 0, 235298, 0, -704088, 0, -17291412, 0, -3534572, 0, 985608, 0, -13417668, 0, 16317736, 0, 0, 0, 4285372, 0, 4732422, 0, 14259168, 0, 6466168, 0, -7748288, 0, 200556, 0, -3368260, 0, 3860948, 0, -9533160, 0, 8628584, 0, 4551272, 0, 4038192, 0, -15062352, 0, 317912, 0, -445176, 0, -2886212, 0, -8450168, 0, -2734344, 0, -10289104, 0, 9683332, 0, 2547216, 0, -10360804, 0, 12813712, 0, -498636, 0, 6457544, 0, 3975036, 0, 5609304, 0, 0, 0, 16984784, 0, 3094056, 0, -4172008, 0, -7677764, 0, -406296, 0, 10333796, 0, -7163604, 0, 2224080, 0, 24670812, 0, 6552748, 0, 7236504, 0, 25848112, 0, -21268928, 0, 5834430, 0, -24026596, 0, 14544752, 0, -13028976, 0, -673396, 0, -13630744, 0, -5408352, 0, 11926992, 0, -4583348, 0, -1682532, 0, 2931668, 0, -13745976, 0, 12690432, 0, 13790824, 0, -7075992, 0, 5221872, 0, -6771376, 0, 31940056, 0, 5262732, 0, 35051752, 0, 14632584, 0, -2799468, 0, 34244664, 0, 22848640, 0, -5101056, 0, -871300, 0, 4921640, 0, -5703048, 0, 217952, 0, -16411976, 0, -13478400, 0, -10053008, 0, -24983312, 0, 2655072, 0, -22077884, 0, 7311388, 0, 0, 0, -27845664, 0, -29910640, 0, -6077700, 0, 15568380, 0, 59540224, 0, 4872168, 0, 25503136, 0, 32572342, 0, 7291944, 0, -306280, 0, 1862328, 0, -9740304, 0, -1450204, 0, 30939116, 0, 3665160, 0, 878104, 0, 36921120, 0, -5378076, 0, -52973744, 0, -7856464, 0, -5069304, 0, -22011076, 0, -30200912, 0, 12451032, 0, 4750968, 0, -6896312, 0, 642978, 0, 22059980, 0, -63405344, 0, 8567712, 0, -54683060, 0, -5923620, 0, 21088512, 0, 549584, 0, 37307112, 0, -7039224, 0, 10288248, 0, -5269920, 0, 13529664, 0, -41952084, 0, -22280888, 0, -17008848, 0, 33577948, 0, -9077620, 0, 4450464, 0, -42375532, 0, -65804720, 0, 2077992, 0, -34546064, 0, -27341196, 0, 16395552, 0, 49521500, 0, -61086912, 0, 1807920, 0, 11100264, 0, 2407694, 0, -48256416, 0, 9311512, 0, -26930776, 0, -29326320, 0, 106995248, 0, 585844, 0, 1527660, 0, -20384884, 0, -48178024, 0, -11637648, 0, 28557048, 0, -24028848, 0, -10171224, 0, -50814308, 0, 64931824, 0, 2039580, 0, 54965124, 0, -8855484, 0, -35297640, 0, 2867872, 0, -66006808, 0, 12353904, 0, -30511784, 0, 973876, 0, -7826544, 0, 101378516, 0, 29108940, 0, -20301480, 0, -20171092, 0, -15781256, 0, -16479720, 0, -66192504, 0, 127142464, 0, 603288, 0, 42073392, 0, -15886736, 0, -30948696, 0, -34209284, 0, 59271312, 0, 14872176, 0, -30708104, 0, -34121436, 0, 29642760, 0, 5132624, 0, 66570352, 0, 7007184, 0, -161572672, 0, -4018392, 0, -20929032, 0, 19196612, 0, -37972424, 0, 15943230, 0, -29321840, 0, 7871588, 0, 2160900, 0, -48009536, 0, -102889216, 0, -32220576, 0, -100143300, 0, 6156200, 0, 19866384, 0, -8904280, 0, 80302768, 0, 18955800, 0, 116429888, 0, -19191356, 0, 40890816, 0, 31069148, 0, -16363060, 0, 22934016, 0, 35022736, 0, 27617516, 0, 348372, 0, 54257892, 0, -186647144, 0, 3171672, 0, -50076176, 0, -56249224, 0, 18038376, 0, -52013448, 0, -81307856, 0, -58533984, 0, 41838356, 0, 1497688, 0, -66746232, 0, 26278628, 0, -95501456, 0, 23124204, 0, 189291208, 0, 1704808, 0, 23475348, 0, 44119628, 0, 29515824, 0, 9494136, 0, 60843296, 0, -5100704, 0, -8049132, 0, 55428876, 0, 162799784, 0, -29237760, 0, 92928820, 0, 152022132, 0, -36764928, 0, -970004, 0, -121957328, 0, -64152, 0, -120901912, 0, -11742254, 0, -47937240, 0, -15078932, 0, 57800106, 0, 77004720, 0, -120483960, 0, -2354428, 0, -25763184, 0, 36278652, 0, 111532696, 0, -11254320, 0, 204074420, 0, -17413136, 0, -28429488, 0, 111171376, 0, -10911488, 0, -6215940, 0, -105630672, 0, 9140644, 0, 77230764, 0, -15380212, 0, 113019992, 0, -74898432, 0, -220209496, 0, 30578352, 0, -3962844, 0, 100885088, 0, 84335560, 0, -10245456, 0, -71633872, 0, -27133480, 0, 13046544, 0, -722552, 0, -46685064, 0, 14588100, 0, -59571332, 0, 149296288, 0, 101710296, 0, 10883488, 0, 117139408, 0, 3550896, 0, 189246760, 0, -41300924, 0, 21730680, 0, 27920412, 0, -5666360, 0, -50426784, 0, 213952352, 0, 7268700, 0, 52420176, 0, 13979028, 0, -328005560, 0, 0, 0, -119559532, 0, 17081544, 0, -72904032, 0, -9851636, 0, -83865048, 0, 71668368, 0, 83112428, 0, 36145950, 0, 33757236, 0, 56352312, 0, 2162744, 0, -125997552, 0, 265168688, 0, -37276064, 0, 25551288, 0, 27017836, 0, 232603944, 0, 6074676, 0, 110045600, 0, 6821736, 0, -23380056, 0, -71751024, 0, 87053504, 0, 40231584, 0, 69795488, 0, -143127068, 0, 0, 0], 'weight': 6, 'weight_parity': 1}
• mf_twists_nf •

  Column	Type
  conductor	integer
  degree	integer
  multiplicity	smallint
  order	integer
  parity	smallint
  self_twist_disc	integer
  source_char_orbit	smallint
  source_dim	integer
  source_hecke_orbit	integer
  source_is_minimal	boolean
  source_label	text
  source_level	integer
  target_char_orbit	smallint
  target_dim	integer
  target_hecke_orbit	integer
  target_is_minimal	boolean
  target_label	text
  target_level	integer
  twist_class_label	text
  twist_class_level	integer
  twisting_char_label	text
  twisting_char_orbit	smallint
  weight	smallint

  
  
  • id: 257806
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 14, 'source_is_minimal': False, 'source_label': '336.6.a.n', 'source_level': 336, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '84.6.a.a', 'target_level': 84, 'twist_class_label': '84.6.a.a', 'twist_class_level': 84, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 257807
    {'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 14, 'source_is_minimal': False, 'source_label': '336.6.a.n', 'source_level': 336, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '252.6.a.b', 'target_level': 252, 'twist_class_label': '84.6.a.a', 'twist_class_level': 84, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 257808
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 14, 'source_is_minimal': False, 'source_label': '336.6.a.n', 'source_level': 336, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 14, 'target_is_minimal': False, 'target_label': '336.6.a.n', 'target_level': 336, 'twist_class_label': '84.6.a.a', 'twist_class_level': 84, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 6}
  • id: 257809
    {'conductor': 28, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 14, 'source_is_minimal': False, 'source_label': '336.6.a.n', 'source_level': 336, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '588.6.a.e', 'target_level': 588, 'twist_class_label': '84.6.a.a', 'twist_class_level': 84, 'twisting_char_label': '28.d', 'twisting_char_orbit': 4, 'weight': 6}
  • id: 257810
    {'conductor': 28, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 14, 'source_is_minimal': False, 'source_label': '336.6.a.n', 'source_level': 336, 'target_char_orbit': 9, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '588.6.i.b', 'target_level': 588, 'twist_class_label': '84.6.a.a', 'twist_class_level': 84, 'twisting_char_label': '28.f', 'twisting_char_orbit': 6, 'weight': 6}
  • id: 257811
    {'conductor': 28, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 14, 'source_is_minimal': False, 'source_label': '336.6.a.n', 'source_level': 336, 'target_char_orbit': 9, 'target_dim': 2, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '588.6.i.f', 'target_level': 588, 'twist_class_label': '84.6.a.a', 'twist_class_level': 84, 'twisting_char_label': '28.g', 'twisting_char_orbit': 7, 'weight': 6}
  • id: 257812
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 14, 'source_is_minimal': False, 'source_label': '336.6.a.n', 'source_level': 336, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 15, 'target_is_minimal': False, 'target_label': '1008.6.a.o', 'target_level': 1008, 'twist_class_label': '84.6.a.a', 'twist_class_level': 84, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 6}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 664400
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 58546795256480080, 'p': 2}
  • id: 664401
    {'charpoly_factorization': [[[-9, 1], 1]], 'hecke_orbit_code': 58546795256480080, 'p': 3}
  • id: 664402
    {'charpoly_factorization': [[[-6, 1], 1]], 'hecke_orbit_code': 58546795256480080, 'p': 5}
  • id: 664403
    {'charpoly_factorization': [[[49, 1], 1]], 'hecke_orbit_code': 58546795256480080, 'p': 7}
  • id: 664404
    {'charpoly_factorization': [[[-108, 1], 1]], 'hecke_orbit_code': 58546795256480080, 'p': 11}
  • id: 664405
    {'charpoly_factorization': [[[346, 1], 1]], 'hecke_orbit_code': 58546795256480080, 'p': 13}
  • id: 664406
    {'charpoly_factorization': [[[1398, 1], 1]], 'hecke_orbit_code': 58546795256480080, 'p': 17}
  • id: 664407
    {'charpoly_factorization': [[[-1012, 1], 1]], 'hecke_orbit_code': 58546795256480080, 'p': 19}
  • id: 664408
    {'charpoly_factorization': [[[-1536, 1], 1]], 'hecke_orbit_code': 58546795256480080, 'p': 23}
  • id: 664409
    {'charpoly_factorization': [[[3762, 1], 1]], 'hecke_orbit_code': 58546795256480080, 'p': 29}
  • id: 664410
    {'charpoly_factorization': [[[-736, 1], 1]], 'hecke_orbit_code': 58546795256480080, 'p': 31}
  • id: 664411
    {'charpoly_factorization': [[[-2054, 1], 1]], 'hecke_orbit_code': 58546795256480080, 'p': 37}
  • id: 664412
    {'charpoly_factorization': [[[15534, 1], 1]], 'hecke_orbit_code': 58546795256480080, 'p': 41}
  • id: 664413
    {'charpoly_factorization': [[[11036, 1], 1]], 'hecke_orbit_code': 58546795256480080, 'p': 43}
  • id: 664414
    {'charpoly_factorization': [[[4560, 1], 1]], 'hecke_orbit_code': 58546795256480080, 'p': 47}
  • id: 664415
    {'charpoly_factorization': [[[7962, 1], 1]], 'hecke_orbit_code': 58546795256480080, 'p': 53}
  • id: 664416
    {'charpoly_factorization': [[[-7020, 1], 1]], 'hecke_orbit_code': 58546795256480080, 'p': 59}
  • id: 664417
    {'charpoly_factorization': [[[-26870, 1], 1]], 'hecke_orbit_code': 58546795256480080, 'p': 61}
  • id: 664418
    {'charpoly_factorization': [[[52148, 1], 1]], 'hecke_orbit_code': 58546795256480080, 'p': 67}
  • id: 664419
    {'charpoly_factorization': [[[-2544, 1], 1]], 'hecke_orbit_code': 58546795256480080, 'p': 71}
  • id: 664420
    {'charpoly_factorization': [[[9766, 1], 1]], 'hecke_orbit_code': 58546795256480080, 'p': 73}
  • id: 664421
    {'charpoly_factorization': [[[68672, 1], 1]], 'hecke_orbit_code': 58546795256480080, 'p': 79}
  • id: 664422
    {'charpoly_factorization': [[[-61668, 1], 1]], 'hecke_orbit_code': 58546795256480080, 'p': 83}
  • id: 664423
    {'charpoly_factorization': [[[41454, 1], 1]], 'hecke_orbit_code': 58546795256480080, 'p': 89}
  • id: 664424
    {'charpoly_factorization': [[[111262, 1], 1]], 'hecke_orbit_code': 58546795256480080, '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': 1, 'hecke_orbit': 14, 'label': '336.6.a.n', 'level': 336, 'portrait': 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', 'weight': 6}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  Showing the first 100 of 258 matching records in this table.
  • id: 59142865
    {'hecke_orbit_code': 58546795256480080, 'n': 1, 'trace_an': 1}
  • id: 59142866
    {'hecke_orbit_code': 58546795256480080, 'n': 2, 'trace_an': 0}
  • id: 59142867
    {'hecke_orbit_code': 58546795256480080, 'n': 3, 'trace_an': 9}
  • id: 59142868
    {'hecke_orbit_code': 58546795256480080, 'n': 4, 'trace_an': 0}
  • id: 59142869
    {'hecke_orbit_code': 58546795256480080, 'n': 5, 'trace_an': 6}
  • id: 59142870
    {'hecke_orbit_code': 58546795256480080, 'n': 6, 'trace_an': 0}
  • id: 59142871
    {'hecke_orbit_code': 58546795256480080, 'n': 7, 'trace_an': -49}
  • id: 59142872
    {'hecke_orbit_code': 58546795256480080, 'n': 8, 'trace_an': 0}
  • id: 59142873
    {'hecke_orbit_code': 58546795256480080, 'n': 9, 'trace_an': 81}
  • id: 59142874
    {'hecke_orbit_code': 58546795256480080, 'n': 10, 'trace_an': 0}
  • id: 59142875
    {'hecke_orbit_code': 58546795256480080, 'n': 11, 'trace_an': 108}
  • id: 59142876
    {'hecke_orbit_code': 58546795256480080, 'n': 12, 'trace_an': 0}
  • id: 59142877
    {'hecke_orbit_code': 58546795256480080, 'n': 13, 'trace_an': -346}
  • id: 59142878
    {'hecke_orbit_code': 58546795256480080, 'n': 14, 'trace_an': 0}
  • id: 59142879
    {'hecke_orbit_code': 58546795256480080, 'n': 15, 'trace_an': 54}
  • id: 59142880
    {'hecke_orbit_code': 58546795256480080, 'n': 16, 'trace_an': 0}
  • id: 59142881
    {'hecke_orbit_code': 58546795256480080, 'n': 17, 'trace_an': -1398}
  • id: 59142882
    {'hecke_orbit_code': 58546795256480080, 'n': 18, 'trace_an': 0}
  • id: 59142883
    {'hecke_orbit_code': 58546795256480080, 'n': 19, 'trace_an': 1012}
  • id: 59142884
    {'hecke_orbit_code': 58546795256480080, 'n': 20, 'trace_an': 0}
  • id: 59142885
    {'hecke_orbit_code': 58546795256480080, 'n': 21, 'trace_an': -441}
  • id: 59142886
    {'hecke_orbit_code': 58546795256480080, 'n': 22, 'trace_an': 0}
  • id: 59142887
    {'hecke_orbit_code': 58546795256480080, 'n': 23, 'trace_an': 1536}
  • id: 59142888
    {'hecke_orbit_code': 58546795256480080, 'n': 24, 'trace_an': 0}
  • id: 59142889
    {'hecke_orbit_code': 58546795256480080, 'n': 25, 'trace_an': -3089}
  • id: 59142890
    {'hecke_orbit_code': 58546795256480080, 'n': 26, 'trace_an': 0}
  • id: 59142891
    {'hecke_orbit_code': 58546795256480080, 'n': 27, 'trace_an': 729}
  • id: 59142892
    {'hecke_orbit_code': 58546795256480080, 'n': 28, 'trace_an': 0}
  • id: 59142893
    {'hecke_orbit_code': 58546795256480080, 'n': 29, 'trace_an': -3762}
  • id: 59142894
    {'hecke_orbit_code': 58546795256480080, 'n': 30, 'trace_an': 0}
  • id: 59142895
    {'hecke_orbit_code': 58546795256480080, 'n': 31, 'trace_an': 736}
  • id: 59142896
    {'hecke_orbit_code': 58546795256480080, 'n': 32, 'trace_an': 0}
  • id: 59142897
    {'hecke_orbit_code': 58546795256480080, 'n': 33, 'trace_an': 972}
  • id: 59142898
    {'hecke_orbit_code': 58546795256480080, 'n': 34, 'trace_an': 0}
  • id: 59142899
    {'hecke_orbit_code': 58546795256480080, 'n': 35, 'trace_an': -294}
  • id: 59142900
    {'hecke_orbit_code': 58546795256480080, 'n': 36, 'trace_an': 0}
  • id: 59142901
    {'hecke_orbit_code': 58546795256480080, 'n': 37, 'trace_an': 2054}
  • id: 59142902
    {'hecke_orbit_code': 58546795256480080, 'n': 38, 'trace_an': 0}
  • id: 59142903
    {'hecke_orbit_code': 58546795256480080, 'n': 39, 'trace_an': -3114}
  • id: 59142904
    {'hecke_orbit_code': 58546795256480080, 'n': 40, 'trace_an': 0}
  • id: 59142905
    {'hecke_orbit_code': 58546795256480080, 'n': 41, 'trace_an': -15534}
  • id: 59142906
    {'hecke_orbit_code': 58546795256480080, 'n': 42, 'trace_an': 0}
  • id: 59142907
    {'hecke_orbit_code': 58546795256480080, 'n': 43, 'trace_an': -11036}
  • id: 59142908
    {'hecke_orbit_code': 58546795256480080, 'n': 44, 'trace_an': 0}
  • id: 59142909
    {'hecke_orbit_code': 58546795256480080, 'n': 45, 'trace_an': 486}
  • id: 59142910
    {'hecke_orbit_code': 58546795256480080, 'n': 46, 'trace_an': 0}
  • id: 59142911
    {'hecke_orbit_code': 58546795256480080, 'n': 47, 'trace_an': -4560}
  • id: 59142912
    {'hecke_orbit_code': 58546795256480080, 'n': 48, 'trace_an': 0}
  • id: 59142913
    {'hecke_orbit_code': 58546795256480080, 'n': 49, 'trace_an': 2401}
  • id: 59142914
    {'hecke_orbit_code': 58546795256480080, 'n': 50, 'trace_an': 0}
  • id: 59142915
    {'hecke_orbit_code': 58546795256480080, 'n': 51, 'trace_an': -12582}
  • id: 59142916
    {'hecke_orbit_code': 58546795256480080, 'n': 52, 'trace_an': 0}
  • id: 59142917
    {'hecke_orbit_code': 58546795256480080, 'n': 53, 'trace_an': -7962}
  • id: 59142918
    {'hecke_orbit_code': 58546795256480080, 'n': 54, 'trace_an': 0}
  • id: 59142919
    {'hecke_orbit_code': 58546795256480080, 'n': 55, 'trace_an': 648}
  • id: 59142920
    {'hecke_orbit_code': 58546795256480080, 'n': 56, 'trace_an': 0}
  • id: 59142921
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