Embedded newform data - 121.4.c.i.27.2

Formats: - HTML - YAML - JSON - 2026-05-25T17:48:54.256766

• 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': 1936, 'analytic_conductor': 7.139231110694614, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 11, 'char_degree': 4, 'char_is_minimal': False, 'char_is_real': False, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 5, 'char_parity': 1, 'char_values': [121, 5, [2], [4]], 'cm_discs': [], 'conrey_index': 3, 'dim': 8, 'field_disc': 29283765625, 'field_disc_factorization': [[5, 6], [37, 4]], 'field_poly': [6561, 729, 810, 171, 109, -19, 10, -1, 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': [[2, [1936, 2816, 1664, -78, 319, -71, 31, -7, 1]]], 'hecke_orbit': 9, 'hecke_orbit_code': 36028934525026425, 'hecke_ring_generator_nbound': 3, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 11, 3, 1, 5, 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': '121.4.c.i', 'level': 121, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [11], 'level_radical': 11, 'minimal_twist': '11.4.c.a', 'nf_label': '8.0.29283765625.1', 'prim_orbit_index': 3, 'qexp_display': 'q+(1-\\beta _{1}-\\beta _{2}+\\beta _{4})q^{2}+(-2-2\\beta _{2}+\\cdots)q^{3}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '3.2.3.c5', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '121.4.c', 'trace_display': [7, -3, -7, 35], 'trace_hash': 1810250163234696070, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '7.513', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.223', 'prec': 17}, {'__RealLiteral__': 0, 'data': '189.659', 'prec': 24}, {'__RealLiteral__': 0, 'data': '180.679', 'prec': 24}, {'__RealLiteral__': 0, 'data': '9534.095', 'prec': 27}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 'traces': [8, 7, -3, 3, -7, 29, 35, -47, 31, -40, 0, 190, 65, -196, -121, -377, 31, 102, -148, 342, -334, 0, -12, 447, -201, -140, 72, 42, 199, 114, -361, -324, 0, -298, -237, 120, 81, -52, -365, -532, 31, 170, 650, 0, 452, -1204, 857, 644, 1375, 147, 246, 590, -1493, 3100, 0, -1560, -102, 1392, 676, 1068, 525, -2456, 68, 471, -1790, 0, 86, -710, -42, -144, 1143, -919, 2155, 1476, -160, 242, 0, -1340, 861, -1916, -26, -3497, -52, 84, -2383, 1061, -2310, 0, 3782, 1682, 135, -2450, -2077, -702, 1317, -1252, -1344, -2740, 0, -588, 867, -1847, -1595, 1060, -522, 402, 783, 5533, -1560, 0, 242, 1318, -4930, 601, -4624, 7902, 1175, -1663, 513, 4884, 0, 3276, 3345, 1698, 3461, -770, -3353, -631, -621, -1490, -6674, 0, 3230, -3486, 4976, 61, 3140, -5506, -587, 900, -167, 7688, 0, 722, -2909, -2032, -6320, 3952, 7785, 272, 1735, -8198, 8968, 0, -10590, -2770, 927, 3768, -1, -4642, -3156, -3258, 6235, -15082, 0, -5078, -6609, 4936, 7379, 5332, -6346, 688, 7601, -8258, 9136, 0, 1866, 8405, 6182, 254, 6529, -90, -7161, 8178, -1655, -2008, 0, -1248, 3172, 1830, -2277, -1199, 2031, 1028, -640, 6215, 7176, 0, -15256, -8781, -6461, -3042, -669, 2413, -3871, -1632, 1434, 340, 0, 6224, -4210, 404, 2411, 1047, 2532, 12237, -16037, -8130, 6212, 0, 6850, -2762, -639, 2826, -4760, -3356, -12086, -3015, 3925, -19584, 0, 28624, 3518, 2170, -11243, -10970, -355, 13650, 16223, 7020, 10422, 0, -4944, 26628, -13945, 5653, -11195, 9714, 10562, -7636, 9697, -588, 0, 2940, -4611, -9545, -1863, -1720, -2923, -20, -6470, -2790, -28892, 0, 11670, -184, 2031, -2049, 6255, 8898, -3901, -20733, 10, -9422, 0, -24336, -2303, -2086, 1749, 388, 9126, -6434, 12627, 3756, 8426, 0, -11566, 4729, -7281, -20716, -7455, -27011, 11693, 18050, 4647, 12276, 0, 10888, 18120, -1764, 8256, -13862, -87, -4243, -6153, 1699, 8234, 0, 23402, -13498, 23777, -6290, 249, -3396, -8581, 4478, -8053, -13484, 0, -13228, -3873, 940, 11109, 22312, -2320, -3119, -5070, -18439, 3750, 0, -39354, -37377, -6084, 23152, 4966, 8378, -4938, 6241, 4646, 17344, 0, -6532, -13085, 1760, 1052, 30290, -20549, -12784, 3457, -1164, -19290, 0, 14358, 16193, 27845, 10238, 6264, 35348, 12749, 14462, -14964, 79360, 0, -2400, 14451, 19740, -37395, 23516, 7615, -8592, 3569, -23462, -17812, 0, 9114, -6428, -5175, 18304, 4908, -26742, 5531, -7286, -8255, -7766, 0, -2060, -17308, 15938, 42279, -10560, 6374, -17555, -6417, 46660, 11614, 0, 12196, -1854, -5461, 6201, -1840, -17217, 3265, -2868, -22624, -20724, 0, -16424, -3857, -20274, -18828, -47196, 4243, 6942, -5247, 27340, -3610, 0, 24010, -1836, -34005, -63002, -741, 38732, 20490, 9654, -13839, 23578, 0, -44196, 34231, -17269, 7840, -15286, -17036, -7050, -12528, 41150, -63880, 0, 24800, -9360, 15605, -3478, 6726, -40368, -8063, 19318, 285, -31274, 0, 12462, 12767, -15655, 3700, -15627, 1160, -4362, -5127, -31268, 5300, 0, 936, 56226, 2348, 10884, -15717, 23690, 42510, -46720, 1437, -48114, 0, 848, -6979, 1122, -15233, -8744, 16113, 7490, -7625, 33102, 11312, 0, 13274, 10067, -26163, -7980, 20804, 29780, 44401, -16111, 14925, 32560, 0, 61160, 5751, -34091, 8675, -64644, 19261, -35706, 18383, 6898, -4998, 0, -31734, 8958, 18021, 4526, 7153, -56071, -15762, 54528, 24001, 1626, 0, 12236, -26257, 8820, -13892, 22186, -27413, 13119, -16173, -54502, 3394, 0, -12544, -22714, -7037, -1962, 35955, 45186, -41647, -18959, -32392, 23712, 0, 32348, -29971, 65664, 25187, 18354, -8730, -1970, -52918, 8589, -10248, 0, -8034, -66162, 22349, 32096, -688, 1244, -24275, 27856, -31910, 55336, 0, -46038, 43966, -5600, -18717, 28362, 12746, 38298, 55776, 17316, 79520, 0, -44490, 8754, -26770, 20368, -22231, -30162, -12137, 13356, 20375, -4482, 0, -106610, -23415, 29666, 8162, 54185, 23131, -978, 49678, 3580, 18810, 0, 55554, 7224, 31276, 6640, 27341, 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-2558, 130115, 10928, 45811, -88136, 72246, 0, -19370, 67178, -56389, -84008, -15443, -52870, 50651, -3570, -10307, -119546, 0, 12952, 28779, -31864, 16710, 77874, -47073, 15642, 6705, 45649, 43872, 0, 88868, -9746, 90697, 38015, 42334, 58411, 24015, -56414, 11864, -53400, 0, -88268, -71986, 7515, 39069, 1143, -95813, 39184, 14506, 25226, -136386, 0, -101850, -62550, -8016, -11106, 8517, -5900, -76481, 31287, 40918, 10018, 0, -49480, 992, -25370, -9877, -80318, 28799, 21264, -101881, -14088, 49378, 0, -37238, 4509, 7095, -4616, 1130, -54376, -20041, 64745, -114689, -128260, 0, -31880, 21157, 28762, -120149, -20970, 50695, 5650, 44340, -10116, 208782, 0, 52170, 24889, -91233, 37308, -39121, -19862, -27614, 54264, -32466, 66948, 0, 136680, -38461, 108801, 40808, 22506, -71599, -76776, -22467, -20067, -86322, 0, 117550, -22820, 28743, 104734, 125991, -88013, 18843, 56625, 27964, 4104, 0, -118552, -19050, -19470, -50740, 87874, 23240, 50063, 23105, -5658, 57798, 0, -95290, 25545, 8605, -20400, 20864, 433, 463, 722, 19597, 117188, 0, -190140, -55377, 76170, 63507, 42122, 14600, -117675, -9731, -807, -75638, 0, -84636, -14150, 144677, -5810, 42841, 137866, -13501, 190, -70791, -10384, 0, 7926, -27993, 22824, 50706, -12692, 62177, -87964, -48221, 55342, 27370, 0, -71904, -140300, 23446, 24482, 71105, -33900, 91265, 30374, -17039, 215844, 0, -19680, 91587, -112182, 65242, -24512, -89113, -16044, 76250, -74758, 28444, 0, 35070, 13414, 16655, -38767, 34485, 38748, 8839, -20772, -47323, -32220, 0, 205820, -50807, -39426, -65845, -2270, -52479, 77679, 65603, -2988, -159832, 0, 6404, 4886, -34195, 41325, 5037, 10264, -1390, -13188, -14039, 97620, 0, 173980, 42450, 47246, -7535, -126430, -1862, -70174, -53441, 138610, -45024, 0, 251588, 54970, -24047, -45252, -17336, -83760, -28233, -100990, -55600, -148984], 'weight': 4, '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], [0.34517877346047643, 1.0623510284616546], [0.23998596208754652, 0.17436000758088474], [-0.2004243276509088, 0.14561679768526603], [-0.47724478376077767, 1.468808414183309], [-0.10239347333502309, 0.31513470719739384], [-0.4178166742047285, 0.3035615827194957], [0.6798113827421111, 0.49391188058427327], [-0.2818251446194683, -0.8673686079573725], [-1.7251248985197258, 0.0], [0.0, 0.0], [-0.07348877104536015, 0.0], [0.042731447433653355, 0.13151387228622466], [-0.4667104067368275, -0.33908495875698486], [-0.3706334948139624, 0.26928099628559804], [-0.3666066160190421, 1.1282991467413352], [-0.4167832965897106, 1.2827270904837833], [0.8241698749687989, -0.5987944644656933], [-0.5139780651698973, -0.3734269228078413], [-0.11823171277639015, -0.36387979598392906], [-0.15319913639947738, 0.0], [0.0, 0.0], [0.7457369040780794, 0.0], [0.0770267094824679, 0.23706383569697242], [-1.1206185795738686, -0.8141770557333752], [-0.12496390886690617, 0.09079159425759355], [0.175266799281503, -0.5394157427620813], [0.039536960432937564, -0.12168225223440132], [0.7764943571038709, -0.5641561731921438], [-0.4140057584924375, -0.3007927903838724], [0.23522916078228326, 0.7239609156031839], [-0.48490150006563704, 0.0], [0.0, 0.0], [-1.5065711909267232, 0.0], [-0.24647297858871495, -0.7585658285610367], [0.18278805422895664, 0.13280329500868715], [0.44124905424745064, -0.3205862033529174], [0.21929615737924713, -0.6749241733319024], [-0.01267581224505892, 0.03901213866694232], [-1.0498983624221565, 0.7627958103828821], [0.5858147343071043, 0.42561931800627234], [-0.052881089997575834, -0.16275126011342209], [1.136107871857545, 0.0], [0.0, 0.0], [1.4084978897685207, 0.0], [0.25741254987388434, 0.7922343670091577], [1.1076916183442844, 0.8047850686422058], [-0.2847106892323146, 0.2068544239049945], [-0.22659585563461243, 0.6973903344787871], [0.47812808569390364, -1.4715269380012461], [-0.3236784456350596, 0.23516615615254197], [-0.02771505055494922, -0.020136162893989187], [-0.09896652601798976, -0.3045876478569935], [0.633547247896037, 0.0], [0.0, 0.0], [-0.4339692032179511, 0.0], [-0.05823679937001181, -0.17923443867886352], [0.8673612605877606, 0.6301748429613482], [0.1294110914568338, -0.09402266153898099], [0.035072132646388206, -0.10794092525941573], [-0.16128977060500316, 0.49639887170579133], [-0.6879045100561177, 0.499791881762461], [0.38105103206491864, 0.2768497801354978], [0.19922891097724035, 0.6131635394440067], [-0.21356204258609485, 0.0], [0.0, 0.0], [-0.23508642538259092, 0.0], [-0.10325309922526495, -0.31778036364792084], [0.17896638838936627, 0.1300266922483994], [0.7207859476872815, -0.5236816445834573], [0.5128399956551647, -1.578359211832929], [0.23681571906073298, -0.7288438398975378], [0.6705541324315203, -0.48718609454123835], [0.49288489017831916, 0.35810183412580066], [-0.12697281034236094, -0.39078212805956003], [0.15739094080773253, 0.0], [0.0, 0.0], [-0.045820006958679584, 0.0], [-0.2529150451981671, -0.7783924709103339], [-1.4822941852622433, -1.076949764608077], [-0.6017137030533011, 0.43717059495181243], [-0.2499463087539103, 0.7692556396296327], [-0.07685965783697206, 0.23654970359777186], [0.030704833909565125, -0.022308367650640176], [-1.6851726893473953, -1.2243496258440492], [0.39216032172657944, 1.2069453661112444], [0.28471401997970847, 0.0], [0.0, 0.0], [-0.05017172192837265, 0.0], [0.4861835740119673, 1.4963191817816581], [-0.05777647047145921, -0.04197706291556106], [-0.14946381760431932, 0.10859181988757433], [-0.06977813427145299, 0.21475501510205522], [-0.4726126111701003, 1.454552052859627], [0.7937859568725288, -0.5767192558013214], [-0.11636955301094641, -0.08454742922742686], [-0.4158500695813619, -1.279854913083741], [-0.8190894185919394, 0.0], [0.0, 0.0], [0.3431570809689215, 0.0]], 'angles': [0.044313569561705464, -0.1263068039202336, 0.19042140294561247, -0.3915687787843689, None, -0.03898709213931628, 0.1677922513070374, -0.20144784324256143, -0.18918713531490877, -0.27033648655175047, 0.012142768939308702, -0.3060405343140394, -0.09103789707873333, -0.15384824451270157, -0.029990401276186924, -0.07559586606341571, -0.3372571050630918, -0.49202156842442635, -0.26875093198355493, -0.2942293524232649, -0.28199131486574036, -0.4828995317758953, -0.4698441304295021, -0.2539929576438496, -0.43253291251132464, -0.07064798263886642, -0.37930903149274414, -0.06440494045104937, -0.3248300486344372, -0.17063063012592547, -0.48767982032343293, -0.3838579485106368, -0.43128819790980616, -0.3635722323308368, -0.32631380888164907, -0.17324200815335003, -0.17678999416289717, 0.07051676087391429, -0.3720024230440251, -0.15062668897545717, -0.19840158426390375, -0.33369375449866256, -0.39682136128790535, -0.3382600669548441, -0.17250691699603954, -0.20541645784228357, 0.17395060353069022, -0.12097179269604155, -0.4866774223497615, -0.035478919421602174, -0.062271513542271215, 0.029780041226724004, -0.40354473462024565, 0.06537598133004795, -0.21696144149574875, -0.30184920599298587, 0.13427208553124753, -0.2327887043604885, -0.030413861177454513, -0.4133896838126755, -0.10596176125604263, -0.2390079048786446, -0.15577144271929705, -0.07112949881183601, -0.36221264179157747, -0.43234063373278453, -0.2845912460252903, -0.38851450374611707, -0.3642384573704194, -0.13422068066190498, -0.19646201965502164, -0.3471555277598228, 0.322219134857535, -0.31313647558133284, -0.4826121895755045, -0.07060963577751131, -0.2923907007543758, -0.3359776099010237, -0.49387220447319163, -0.4601771072058945, -0.15054277334284688, -0.2261756102949737, -0.4854575655082013, -0.298143129657935, -0.3198466018981828, -0.20794322164508752, 0.0368798640720799, 0.18032964196682816, -0.2241852624150181, -0.3151557019672186, -0.497201469954798, 0.10660749699456051, -0.21258809943332652, -0.23043329082869632, -0.39090542148237506, -0.04354542805714304, 0.042752485574303126, -0.3547578933759704, 0.1550807488141085, -0.3765370637234048], 'char_orbit_index': 3, 'conrey_index': 27, 'dual_conrey_index': 9, 'dual_embedding_index': 2, 'dual_embedding_m': 4, 'embedding_index': 2, 'embedding_m': 6, 'embedding_root_imag': -3.368053728905636, 'embedding_root_real': -1.0943469944921267, 'hecke_orbit': 9, 'hecke_orbit_code': 36028934525026425, 'label': '121.4.c.i.27.2', 'level': 121, 'weight': 4}
• 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': 1936, 'analytic_conductor': 7.139231110694614, 'char_conductor': 11, 'char_degree': 4, 'char_is_real': False, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 5, 'char_parity': 1, 'char_values': [121, 5, [2], [4]], 'conrey_index': 3, 'cusp_dim': 108, 'dim': 92, 'eis_dim': 48, 'eis_new_dim': 32, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 137506062457, 'hecke_orbit_dims': [4, 8, 8, 8, 8, 8, 8, 8, 8, 24], 'label': '121.4.c', 'level': 121, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [11], 'level_radical': 11, 'mf_dim': 156, 'mf_new_dim': 124, 'num_forms': 10, 'prim_orbit_index': 3, 'relative_dim': 23, 'sturm_bound': 44, 'trace_bound': 3, 'trace_display': [7, 5, 3, 35], 'traces': [92, 7, 5, -83, 3, 29, 35, -47, -182, -40, 0, -358, 65, 248, 83, 245, 31, 102, -148, -426, -334, 0, 52, 447, 148, 148, -166, 42, 199, 114, 369, -324, 0, 530, -237, -26, -33, 290, -365, -532, 31, 294, 650, 0, -1204, -1204, -1259, -254, -1110, 147, 246, 590, 1719, 3100, 0, 2664, -102, -1048, -478, -400, 525, -2456, 68, 861, -1790, 0, -806, -710, -228, 288, -1027, -919, 2155, 1476, 54, 242, 0, 2716, 861, 3156, 1489, 3915, -52, 84, -2383, -1203, -2310, 0, -5382, 1682, -3871, 1158, -2013, -702, 1317, -1252, -2094, -2740, 0, -9508, 867, 5303, 9, -424, -522, 402, 783, -6361, -1560, 0, 4686, 1318, 5104, -477, 4486, 7902, 1175, -1663, -389, 4884, 0, 23652, 3345, -338, -11381, 4374, -3353, -631, -621, -4402, -6674, 0, -11622, -3486, -3520, 805, -6732, -5506, -587, 900, 1081, 7688, 0, -22442, -2909, -3750, 11214, -4324, 7785, 272, 1735, 14660, 8968, 0, 17966, -2770, -2005, -4080, 581, -4642, -3156, -3258, -1247, -15082, 0, 8142, -6609, -3004, -1026, -1980, -6346, 688, 7601, 11278, 9136, 0, -5434, 8405, -6148, 10042, 63, -90, -7161, 8178, 8239, -2008, 0, 2480, 3172, -1534, 1373, 1933, 2031, 1028, -640, 2297, 7176, 0, 26760, -8781, 18139, 13162, 5415, 2413, -3871, -1632, -3226, 340, 0, -59216, -4210, -28056, -3469, -29825, 2532, 12237, -16037, -16574, 6212, 0, -54514, -2762, 14207, -26782, 17463, -3356, -12086, -3015, -2677, -19584, 0, 26160, 3518, 1234, 12155, 13492, -355, 13650, 16223, -3844, 10422, 0, 132688, 26628, 18019, -34867, 29847, 9714, 10562, -7636, -38385, -588, 0, 42484, -4611, 25021, -345, -25926, -2923, -20, -6470, -1948, -28892, 0, -100614, -184, -20339, -5269, -9961, 8898, -3901, -20733, 21432, -9422, 0, -38336, -2303, -14238, 6023, 3040, 9126, -6434, 12627, -2220, 8426, 0, 16406, 4729, 26088, 45860, -4777, -27011, 11693, 18050, -6861, 12276, 0, -12296, 18120, 3362, 13500, 27398, -87, -4243, -6153, -5651, 8234, 0, -34210, -13498, -26231, 30798, 2557, -3396, -8581, 4478, 37943, -13484, 0, -33940, -3873, 13548, -8519, -960, -2320, -3119, -5070, 32161, 3750, 0, -45862, -37377, -38178, -22416, -45404, 8378, -4938, 6241, -44378, 17344, 0, -30204, -13085, 23210, -35410, 3534, -20549, -12784, 3457, 32824, -19290, 0, 121866, 16193, -32777, -2904, 410, 35348, 12749, 14462, 44411, 79360, 0, 265264, 14451, -16656, -16241, 4812, 7615, -8592, 3569, -29530, -17812, 0, 84390, -6428, 45361, -14576, -60898, -26742, 5531, -7286, 12391, -7766, 0, -101044, -17308, -61880, -62611, 54256, 6374, -17555, -6417, -3492, 11614, 0, -182548, -1854, -39999, 21515, -6092, -17217, 3265, -2868, 7338, -20724, 0, -42888, -3857, 72026, 55492, 24952, 4243, 6942, -5247, -30096, -3610, 0, -23906, -1836, 35463, 116832, -2961, 38732, 20490, 9654, -23289, 23578, 0, 33396, 34231, 63709, 24554, 11778, -17036, -7050, -12528, 2644, -63880, 0, -198804, -9360, -10671, -19202, 44862, -40368, -8063, 19318, 4129, -31274, 0, -303078, 12767, -87303, 19018, -94221, 1160, -4362, -5127, -77036, 5300, 0, 46208, 56226, 3636, -127330, 62841, 23690, 42510, -46720, 36595, -48114, 0, 432464, -6979, 59582, 15429, 3552, 16113, 7490, -7625, 10672, 11312, 0, 349726, 10067, 17395, -69276, -6724, 29780, 44401, -16111, -102563, 32560, 0, 239368, 5751, 103713, -3007, -7820, 19261, -35706, 18383, 35534, -4998, 0, -21258, 8958, -91435, -79458, 51997, -56071, -15762, 54528, 2815, 1626, 0, -395052, -26257, -74648, 86684, 47662, -27413, 13119, -16173, 13158, 3394, 0, -190244, -22714, 90755, 29982, -107533, 45186, -41647, -18959, 27840, 23712, 0, -181084, -29971, -71696, 4355, -64736, -8730, -1970, -52918, -67803, -10248, 0, 26394, -66162, 26915, 79208, 40360, 1244, -24275, 27856, 81078, 55336, 0, -248994, 43966, -27536, -22723, 64054, 12746, 38298, 55776, 55032, 79520, 0, -127798, 8754, -41422, 52838, -36835, -30162, -12137, 13356, -80699, -4482, 0, 313194, -23415, -58378, -68730, -6199, 23131, -978, 49678, 125500, 18810, 0, 158438, 7224, 20040, 26812, -34279, -20775, -57013, -53616, 134369, -92936, 0, 516944, -49085, 42491, -137385, -45402, -19715, -14851, 12519, -83151, 15846, 0, 265482, 47170, 35514, 89800, -85006, 12860, 2162, 14490, 38552, -40550, 0, 102668, 21721, -116346, -88329, 146074, -58633, 56356, -1889, 82764, 27700, 0, -232776, 7038, -111079, 134271, 67064, -7224, -24038, 37568, -79303, -1716, 0, -488612, 24810, 115385, 16885, -101242, 44798, -28206, -31349, 38144, 40306, 0, 123032, -93645, 53180, 11046, -30760, 17194, 44860, -15370, -149289, -43720, 0, -515956, -11953, 139741, 151661, 27, 13391, 54395, -11631, 50278, -67218, 0, -574808, 26165, -7211, -65096, 128719, -15573, -20205, -36232, 967, 93304, 0, -427546, 847, -301500, 122220, -161372, -9745, -6978, 31897, -231948, -57486, 0, 337742, 65014, 58453, -273193, 118961, -19646, -10345, -48758, 51070, -42696, 0, 783150, -5257, 236114, -84983, 105964, -16077, 12639, -14391, -11386, -27324, 0, 628284, -5760, 111532, -134586, 38125, 88116, -17449, -37116, -142030, 92372, 0, 873578, 73865, 67668, 102923, -171738, 130115, 10928, 45811, 201092, 72246, 0, 222018, 67178, -103395, -107700, 130705, -52870, 50651, -3570, -4575, -119546, 0, -531528, 28779, -118072, 127078, 90974, -47073, 15642, 6705, -237283, 43872, 0, -849860, -9746, -28565, -60825, -180232, 58411, 24015, -56414, 63402, -53400, 0, -435860, -71986, 115473, -30823, -159959, -95813, 39184, 14506, -148966, -136386, 0, -180750, -62550, 150782, 156418, 115693, -5900, -76481, 31287, -66084, 10018, 0, -656360, 992, -125826, -120383, 188578, 28799, 21264, -101881, 254796, 49378, 0, 7934, 4509, -133903, 163592, -138012, -54376, -20041, 64745, 373, -128260, 0, 512008, 21157, -131310, 20581, 64474, 50695, 5650, 44340, 198000, 208782, 0, 434182, 24889, 221173, 212164, 149770, -19862, -27614, 54264, 157112, 66948, 0, 635016, -38461, 60065, -255854, -114918, -71599, -76776, -22467, -178335, -86322, 0, 243042, -22820, 12853, 120070, -321165, -88013, 18843, 56625, 181518, 4104, 0, 461832, -19050, -173250, -25034, 100834, 23240, 50063, 23105, -48322, 57798, 0, -28790, 25545, -205813, 182704, 174980, 433, 463, 722, -114709, 117188, 0, -521252, -55377, -1762, -138801, -190142, 14600, -117675, -9731, 315769, -75638, 0, -706068, -14150, -27535, 15870, -157449, 137866, -13501, 190, -78587, -10384, 0, -1001262, -27993, 232964, -46, 294086, 62177, -87964, -48221, -82426, 27370, 0, -537432, -140300, -120840, -154818, 30955, -33900, 91265, 30374, 188757, 215844, 0, -89088, 91587, -232774, 172536, -327404, -89113, -16044, 76250, -250140, 28444, 0, 519186, 13414, -79035, -304303, -44071, 38748, 8839, -20772, 110637, -32220, 0, 999220, -50807, 372290, 311480, 369662, -52479, 77679, 65603, 153308, -159832, 0, 1453740, 4886, 284947, -388737, -67451, 10264, -1390, -13188, -334621, 97620, 0, 925620, 42450, -35992, 181311, -188260, -1862, -70174, -53441, 183366, -45024, 0, -7780, 54970, -337341, -247832, 85808, -83760, -28233, -100990, 6248, -148984], 'weight': 4, '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: 46614139
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 27, 'source_dim': 8, 'source_embedding_index': 2, 'source_hecke_orbit_code': 36028934525026425, 'source_is_minimal': False, 'source_label': '121.4.c.i.27.2', 'source_level': 121, 'target_conrey_index': 27, 'target_dim': 8, 'target_embedding_index': 2, 'target_hecke_orbit_code': 36028934525026425, 'target_is_minimal': False, 'target_label': '121.4.c.i.27.2', 'target_level': 121, 'twist_class_label': '11.4.c.a.5.1', 'twist_class_level': 11, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 4}
  • id: 46614140
    {'conductor': 11, 'degree': 4, 'order': 10, 'parity': -1, 'source_conrey_index': 27, 'source_dim': 8, 'source_embedding_index': 2, 'source_hecke_orbit_code': 36028934525026425, 'source_is_minimal': False, 'source_label': '121.4.c.i.27.2', 'source_level': 121, 'target_conrey_index': 9, 'target_dim': 8, 'target_embedding_index': 1, 'target_hecke_orbit_code': 137506062347, 'target_is_minimal': True, 'target_label': '11.4.c.a.9.1', 'target_level': 11, 'twist_class_label': '11.4.c.a.5.1', 'twist_class_level': 11, 'twisting_char_label': '11.2', 'twisting_conrey_index': 2, 'weight': 4}
  • id: 46614141
    {'conductor': 11, 'degree': 4, 'order': 5, 'parity': 1, 'source_conrey_index': 27, 'source_dim': 8, 'source_embedding_index': 2, 'source_hecke_orbit_code': 36028934525026425, 'source_is_minimal': False, 'source_label': '121.4.c.i.27.2', 'source_level': 121, 'target_conrey_index': 1, 'target_dim': 4, 'target_embedding_index': 4, 'target_hecke_orbit_code': 22517998203961465, 'target_is_minimal': False, 'target_label': '121.4.a.f.1.4', 'target_level': 121, 'twist_class_label': '11.4.c.a.5.1', 'twist_class_level': 11, 'twisting_char_label': '11.3', 'twisting_conrey_index': 3, 'weight': 4}
  • id: 46614142
    {'conductor': 11, 'degree': 4, 'order': 5, 'parity': 1, 'source_conrey_index': 27, 'source_dim': 8, 'source_embedding_index': 2, 'source_hecke_orbit_code': 36028934525026425, 'source_is_minimal': False, 'source_label': '121.4.c.i.27.2', 'source_level': 121, 'target_conrey_index': 3, 'target_dim': 8, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503737133432953, 'target_is_minimal': False, 'target_label': '121.4.c.b.3.1', 'target_level': 121, 'twist_class_label': '11.4.c.a.5.1', 'twist_class_level': 11, 'twisting_char_label': '11.4', 'twisting_conrey_index': 4, 'weight': 4}
  • id: 46614143
    {'conductor': 11, 'degree': 4, 'order': 5, 'parity': 1, 'source_conrey_index': 27, 'source_dim': 8, 'source_embedding_index': 2, 'source_hecke_orbit_code': 36028934525026425, 'source_is_minimal': False, 'source_label': '121.4.c.i.27.2', 'source_level': 121, 'target_conrey_index': 81, 'target_dim': 8, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503737133432953, 'target_is_minimal': False, 'target_label': '121.4.c.b.81.1', 'target_level': 121, 'twist_class_label': '11.4.c.a.5.1', 'twist_class_level': 11, 'twisting_char_label': '11.5', 'twisting_conrey_index': 5, 'weight': 4}
  • id: 46614144
    {'conductor': 11, 'degree': 4, 'order': 10, 'parity': -1, 'source_conrey_index': 27, 'source_dim': 8, 'source_embedding_index': 2, 'source_hecke_orbit_code': 36028934525026425, 'source_is_minimal': False, 'source_label': '121.4.c.i.27.2', 'source_level': 121, 'target_conrey_index': 81, 'target_dim': 8, 'target_embedding_index': 2, 'target_hecke_orbit_code': 31525334897655929, 'target_is_minimal': False, 'target_label': '121.4.c.h.81.2', 'target_level': 121, 'twist_class_label': '11.4.c.a.5.1', 'twist_class_level': 11, 'twisting_char_label': '11.6', 'twisting_conrey_index': 6, 'weight': 4}
  • id: 46614145
    {'conductor': 11, 'degree': 4, 'order': 10, 'parity': -1, 'source_conrey_index': 27, 'source_dim': 8, 'source_embedding_index': 2, 'source_hecke_orbit_code': 36028934525026425, 'source_is_minimal': False, 'source_label': '121.4.c.i.27.2', 'source_level': 121, 'target_conrey_index': 3, 'target_dim': 8, 'target_embedding_index': 2, 'target_hecke_orbit_code': 31525334897655929, 'target_is_minimal': False, 'target_label': '121.4.c.h.3.2', 'target_level': 121, 'twist_class_label': '11.4.c.a.5.1', 'twist_class_level': 11, 'twisting_char_label': '11.7', 'twisting_conrey_index': 7, 'weight': 4}
  • id: 46614146
    {'conductor': 11, 'degree': 4, 'order': 10, 'parity': -1, 'source_conrey_index': 27, 'source_dim': 8, 'source_embedding_index': 2, 'source_hecke_orbit_code': 36028934525026425, 'source_is_minimal': False, 'source_label': '121.4.c.i.27.2', 'source_level': 121, 'target_conrey_index': 1, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 27021597831331961, 'target_is_minimal': False, 'target_label': '121.4.a.g.1.1', 'target_level': 121, 'twist_class_label': '11.4.c.a.5.1', 'twist_class_level': 11, 'twisting_char_label': '11.8', 'twisting_conrey_index': 8, 'weight': 4}
  • id: 46614147
    {'conductor': 11, 'degree': 4, 'order': 5, 'parity': 1, 'source_conrey_index': 27, 'source_dim': 8, 'source_embedding_index': 2, 'source_hecke_orbit_code': 36028934525026425, 'source_is_minimal': False, 'source_label': '121.4.c.i.27.2', 'source_level': 121, 'target_conrey_index': 9, 'target_dim': 8, 'target_embedding_index': 2, 'target_hecke_orbit_code': 36028934525026425, 'target_is_minimal': False, 'target_label': '121.4.c.i.9.2', 'target_level': 121, 'twist_class_label': '11.4.c.a.5.1', 'twist_class_level': 11, 'twisting_char_label': '11.9', 'twisting_conrey_index': 9, 'weight': 4}
  • id: 46614148
    {'conductor': 11, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 27, 'source_dim': 8, 'source_embedding_index': 2, 'source_hecke_orbit_code': 36028934525026425, 'source_is_minimal': False, 'source_label': '121.4.c.i.27.2', 'source_level': 121, 'target_conrey_index': 5, 'target_dim': 8, 'target_embedding_index': 1, 'target_hecke_orbit_code': 137506062347, 'target_is_minimal': True, 'target_label': '11.4.c.a.5.1', 'target_level': 11, 'twist_class_label': '11.4.c.a.5.1', 'twist_class_level': 11, 'twisting_char_label': '11.10', 'twisting_conrey_index': 10, 'weight': 4}
  • id: 46614149
    {'conductor': 33, 'degree': 4, 'order': 10, 'parity': 1, 'source_conrey_index': 27, 'source_dim': 8, 'source_embedding_index': 2, 'source_hecke_orbit_code': 36028934525026425, 'source_is_minimal': False, 'source_label': '121.4.c.i.27.2', 'source_level': 121, 'target_conrey_index': 64, 'target_dim': 8, 'target_embedding_index': 2, 'target_hecke_orbit_code': 9007542919233635, 'target_is_minimal': False, 'target_label': '99.4.f.c.64.2', 'target_level': 99, 'twist_class_label': '11.4.c.a.5.1', 'twist_class_level': 11, 'twisting_char_label': '33.2', 'twisting_conrey_index': 2, 'weight': 4}
  • id: 46614150
    {'conductor': 33, 'degree': 4, 'order': 10, 'parity': 1, 'source_conrey_index': 27, 'source_dim': 8, 'source_embedding_index': 2, 'source_hecke_orbit_code': 36028934525026425, 'source_is_minimal': False, 'source_label': '121.4.c.i.27.2', 'source_level': 121, 'target_conrey_index': 1, 'target_dim': 4, 'target_embedding_index': 4, 'target_hecke_orbit_code': 108086391124001857, 'target_is_minimal': False, 'target_label': '1089.4.a.y.1.4', 'target_level': 1089, 'twist_class_label': '11.4.c.a.5.1', 'twist_class_level': 11, 'twisting_char_label': '33.8', 'twisting_conrey_index': 8, 'weight': 4}
  • id: 46614151
    {'conductor': 33, 'degree': 4, 'order': 10, 'parity': -1, 'source_conrey_index': 27, 'source_dim': 8, 'source_embedding_index': 2, 'source_hecke_orbit_code': 36028934525026425, 'source_is_minimal': False, 'source_label': '121.4.c.i.27.2', 'source_level': 121, 'target_conrey_index': 1, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 148618787770336321, 'target_is_minimal': False, 'target_label': '1089.4.a.bh.1.1', 'target_level': 1089, 'twist_class_label': '11.4.c.a.5.1', 'twist_class_level': 11, 'twisting_char_label': '33.14', 'twisting_conrey_index': 14, 'weight': 4}
  • id: 46614152
    {'conductor': 33, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 27, 'source_dim': 8, 'source_embedding_index': 2, 'source_hecke_orbit_code': 36028934525026425, 'source_is_minimal': False, 'source_label': '121.4.c.i.27.2', 'source_level': 121, 'target_conrey_index': 82, 'target_dim': 8, 'target_embedding_index': 2, 'target_hecke_orbit_code': 9007542919233635, 'target_is_minimal': False, 'target_label': '99.4.f.c.82.2', 'target_level': 99, 'twist_class_label': '11.4.c.a.5.1', 'twist_class_level': 11, 'twisting_char_label': '33.32', 'twisting_conrey_index': 32, 'weight': 4}
  • id: 46614153
    {'conductor': 44, 'degree': 4, 'order': 10, 'parity': -1, 'source_conrey_index': 27, 'source_dim': 8, 'source_embedding_index': 2, 'source_hecke_orbit_code': 36028934525026425, 'source_is_minimal': False, 'source_label': '121.4.c.i.27.2', 'source_level': 121, 'target_conrey_index': 1, 'target_dim': 4, 'target_embedding_index': 3, 'target_hecke_orbit_code': 166633186279819152, 'target_is_minimal': False, 'target_label': '1936.4.a.bl.1.3', 'target_level': 1936, 'twist_class_label': '11.4.c.a.5.1', 'twist_class_level': 11, 'twisting_char_label': '44.3', 'twisting_conrey_index': 3, 'weight': 4}
  • id: 46614154
    {'conductor': 44, 'degree': 4, 'order': 10, 'parity': 1, 'source_conrey_index': 27, 'source_dim': 8, 'source_embedding_index': 2, 'source_hecke_orbit_code': 36028934525026425, 'source_is_minimal': False, 'source_label': '121.4.c.i.27.2', 'source_level': 121, 'target_conrey_index': 1, 'target_dim': 4, 'target_embedding_index': 3, 'target_hecke_orbit_code': 162129586652448656, 'target_is_minimal': False, 'target_label': '1936.4.a.bk.1.3', 'target_level': 1936, 'twist_class_label': '11.4.c.a.5.1', 'twist_class_level': 11, 'twisting_char_label': '44.19', 'twisting_conrey_index': 19, 'weight': 4}
  • id: 46614155
    {'conductor': 44, 'degree': 4, 'order': 10, 'parity': 1, 'source_conrey_index': 27, 'source_dim': 8, 'source_embedding_index': 2, 'source_hecke_orbit_code': 36028934525026425, 'source_is_minimal': False, 'source_label': '121.4.c.i.27.2', 'source_level': 121, 'target_conrey_index': 97, 'target_dim': 8, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9008023955570864, 'target_is_minimal': False, 'target_label': '176.4.m.c.97.1', 'target_level': 176, 'twist_class_label': '11.4.c.a.5.1', 'twist_class_level': 11, 'twisting_char_label': '44.35', 'twisting_conrey_index': 35, 'weight': 4}
  • id: 46614156
    {'conductor': 44, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 27, 'source_dim': 8, 'source_embedding_index': 2, 'source_hecke_orbit_code': 36028934525026425, 'source_is_minimal': False, 'source_label': '121.4.c.i.27.2', 'source_level': 121, 'target_conrey_index': 49, 'target_dim': 8, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9008023955570864, 'target_is_minimal': False, 'target_label': '176.4.m.c.49.1', 'target_level': 176, 'twist_class_label': '11.4.c.a.5.1', 'twist_class_level': 11, 'twisting_char_label': '44.43', 'twisting_conrey_index': 43, 'weight': 4}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 342925
    {'charpoly_factorization': [[[1936, 2816, 1664, -78, 319, -71, 31, -7, 1], 1]], 'hecke_orbit_code': 36028934525026425, 'p': 2}
  • id: 342926
    {'charpoly_factorization': [[[2401, -1029, 784, -483, 319, 69, 16, 3, 1], 1]], 'hecke_orbit_code': 36028934525026425, 'p': 3}
  • id: 342927
    {'charpoly_factorization': [[[64577296, -4275152, 1156400, 71358, 3109, -1018, 250, 7, 1], 1]], 'hecke_orbit_code': 36028934525026425, 'p': 5}
  • id: 342928
    {'charpoly_factorization': [[[156816, 201960, 386532, 186090, 112489, 11560, 268, -35, 1], 1]], 'hecke_orbit_code': 36028934525026425, 'p': 7}
  • id: 342929
    {'charpoly_factorization': [[[0, 1], 8]], 'hecke_orbit_code': 36028934525026425, 'p': 11}
  • id: 342930
    {'charpoly_factorization': [[[2905210000, -584815000, 229712000, -15382500, 2712425, 102150, 620, -65, 1], 1]], 'hecke_orbit_code': 36028934525026425, 'p': 13}
  • id: 342931
    {'charpoly_factorization': [[[9608691844521, -2036645067303, 170263805166, -1540200879, 51677179, -768147, 9034, -31, 1], 1]], 'hecke_orbit_code': 36028934525026425, 'p': 17}
  • id: 342932
    {'charpoly_factorization': [[[90104309844241, -668051130362, -4736784822, 220038896, 52489880, 1403636, 25293, 148, 1], 1]], 'hecke_orbit_code': 36028934525026425, 'p': 19}
  • id: 342933
    {'charpoly_factorization': [[[49883584, 538608, -21180, 6, 1], 2]], 'hecke_orbit_code': 36028934525026425, 'p': 23}
  • id: 342934
    {'charpoly_factorization': [[[9707838512516496, -565626311519544, 16210382310540, -255487249446, 2923156669, -16862426, 63750, -199, 1], 1]], 'hecke_orbit_code': 36028934525026425, 'p': 29}
  • id: 342935
    {'charpoly_factorization': [[[1103714307062416, 319952936572808, 36028983020436, 271760852034, 2681918509, 20604762, 127874, 361, 1], 1]], 'hecke_orbit_code': 36028934525026425, 'p': 31}
  • id: 342936
    {'charpoly_factorization': [[[26648657080058896, 176811059981712, 4670696022736, -13895024934, 51116109, 1021518, 22574, -81, 1], 1]], 'hecke_orbit_code': 36028934525026425, 'p': 37}
  • id: 342937
    {'charpoly_factorization': [[[2752561646911945561, 7238136414981549, 12127806546450, -30693893139, 3917760879, -12654499, 96430, -31, 1], 1]], 'hecke_orbit_code': 36028934525026425, 'p': 41}
  • id: 342938
    {'charpoly_factorization': [[[-1288748736, 29170680, -77011, -325, 1], 2]], 'hecke_orbit_code': 36028934525026425, 'p': 43}
  • id: 342939
    {'charpoly_factorization': [[[701720407969751296, 1420238903785408, 200243113739648, -1958947057704, 11713523305, -56830384, 328738, -857, 1], 1]], 'hecke_orbit_code': 36028934525026425, 'p': 47}
  • id: 342940
    {'charpoly_factorization': [[[718620002362859776, -341717136443904, 352524733155744, 4585818509412, 50491440609, 297882674, 981796, 1493, 1], 1]], 'hecke_orbit_code': 36028934525026425, 'p': 53}
  • id: 342941
    {'charpoly_factorization': [[[66640502972871961, -2985020002237238, 82615458669926, -1409592264024, 15250617404, -92899212, 335249, -676, 1], 1]], 'hecke_orbit_code': 36028934525026425, 'p': 59}
  • id: 342942
    {'charpoly_factorization': [[[2293058436574524385536, 5383740670518893760, 37878287603550912, 3110614685640, 52122658329, 66957030, 215208, -525, 1], 1]], 'hecke_orbit_code': 36028934525026425, 'p': 61}
  • id: 342943
    {'charpoly_factorization': [[[-8869996224, -116831232, -394721, -43, 1], 2]], 'hecke_orbit_code': 36028934525026425, 'p': 67}
  • id: 342944
    {'charpoly_factorization': [[[554312704719065616, 1852157295214344, 627729324911784, -13844921046072, 130254296809, -610965314, 1433596, -1143, 1], 1]], 'hecke_orbit_code': 36028934525026425, 'p': 71}
  • id: 342945
    {'charpoly_factorization': [[[1447812302381491758481, -16070408168515394925, 112672831449166198, -494934399950515, 1409086605389, -2542462045, 2963582, -2155, 1], 1]], 'hecke_orbit_code': 36028934525026425, 'p': 73}
  • id: 342946
    {'charpoly_factorization': [[[44348975301377296, -32487043876015256, 9120021275987180, -35316502381934, 197075817029, -303861914, 557830, -861, 1], 1]], 'hecke_orbit_code': 36028934525026425, 'p': 79}
  • id: 342947
    {'charpoly_factorization': [[[32854954322056760667081, 152977041853862046282, 1106832413083137678, 1357844703529104, 815905746580, -353583676, 305673, 52, 1], 1]], 'hecke_orbit_code': 36028934525026425, 'p': 83}
  • id: 342948
    {'charpoly_factorization': [[[-2046678844, -9000124, 858267, -1891, 1], 2]], 'hecke_orbit_code': 36028934525026425, 'p': 89}
  • id: 342949
    {'charpoly_factorization': [[[127535645840164247745801, 143781303760850691684, 260472443669411400, -80861240615904, 236892824674, 905506256, 2238235, 1344, 1], 1]], 'hecke_orbit_code': 36028934525026425, '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': 9, 'label': '121.4.c.i', 'level': 121, 'portrait': 'data:image/png;base64,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', 'weight': 4}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 51966337
    {'hecke_orbit_code': 36028934525026425, 'n': 1, 'trace_an': 8}
  • id: 51966338
    {'hecke_orbit_code': 36028934525026425, 'n': 2, 'trace_an': 7}
  • id: 51966339
    {'hecke_orbit_code': 36028934525026425, 'n': 3, 'trace_an': -3}
  • id: 51966340
    {'hecke_orbit_code': 36028934525026425, 'n': 4, 'trace_an': 3}
  • id: 51966341
    {'hecke_orbit_code': 36028934525026425, 'n': 5, 'trace_an': -7}
  • id: 51966342
    {'hecke_orbit_code': 36028934525026425, 'n': 6, 'trace_an': 29}
  • id: 51966343
    {'hecke_orbit_code': 36028934525026425, 'n': 7, 'trace_an': 35}
  • id: 51966344
    {'hecke_orbit_code': 36028934525026425, 'n': 8, 'trace_an': -47}
  • id: 51966345
    {'hecke_orbit_code': 36028934525026425, 'n': 9, 'trace_an': 31}
  • id: 51966346
    {'hecke_orbit_code': 36028934525026425, 'n': 10, 'trace_an': -40}
  • id: 51966347
    {'hecke_orbit_code': 36028934525026425, 'n': 11, 'trace_an': 0}
  • id: 51966348
    {'hecke_orbit_code': 36028934525026425, 'n': 12, 'trace_an': 190}
  • id: 51966349
    {'hecke_orbit_code': 36028934525026425, 'n': 13, 'trace_an': 65}
  • id: 51966350
    {'hecke_orbit_code': 36028934525026425, 'n': 14, 'trace_an': -196}
  • id: 51966351
    {'hecke_orbit_code': 36028934525026425, 'n': 15, 'trace_an': -121}
  • id: 51966352
    {'hecke_orbit_code': 36028934525026425, 'n': 16, 'trace_an': -377}
  • id: 51966353
    {'hecke_orbit_code': 36028934525026425, 'n': 17, 'trace_an': 31}
  • id: 51966354
    {'hecke_orbit_code': 36028934525026425, 'n': 18, 'trace_an': 102}
  • id: 51966355
    {'hecke_orbit_code': 36028934525026425, 'n': 19, 'trace_an': -148}
  • id: 51966356
    {'hecke_orbit_code': 36028934525026425, 'n': 20, 'trace_an': 342}
  • id: 51966357
    {'hecke_orbit_code': 36028934525026425, 'n': 21, 'trace_an': -334}
  • id: 51966358
    {'hecke_orbit_code': 36028934525026425, 'n': 22, 'trace_an': 0}
  • id: 51966359
    {'hecke_orbit_code': 36028934525026425, 'n': 23, 'trace_an': -12}
  • id: 51966360
    {'hecke_orbit_code': 36028934525026425, 'n': 24, 'trace_an': 447}
  • id: 51966361
    {'hecke_orbit_code': 36028934525026425, 'n': 25, 'trace_an': -201}
  • id: 51966362
    {'hecke_orbit_code': 36028934525026425, 'n': 26, 'trace_an': -140}
  • id: 51966363
    {'hecke_orbit_code': 36028934525026425, 'n': 27, 'trace_an': 72}
  • id: 51966364
    {'hecke_orbit_code': 36028934525026425, 'n': 28, 'trace_an': 42}
  • id: 51966365
    {'hecke_orbit_code': 36028934525026425, 'n': 29, 'trace_an': 199}
  • id: 51966366
    {'hecke_orbit_code': 36028934525026425, 'n': 30, 'trace_an': 114}
  • id: 51966367
    {'hecke_orbit_code': 36028934525026425, 'n': 31, 'trace_an': -361}
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  • id: 51966562
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  • id: 51966563
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  • id: 51966564
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  • id: 51966565
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  • id: 51966566
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  • id: 51966567
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  • id: 51966568
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  • id: 51966569
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  • id: 51966570
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  • id: 51966571
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  • id: 51966572
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  • id: 51966573
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  • id: 51966574
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  • id: 51966575
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  • id: 51966576
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  • id: 51966577
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  • id: 51966578
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  • id: 51966579
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  • id: 51966580
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  • id: 51966581
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  • id: 51966582
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  • id: 51966583
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  • id: 51966584
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  • id: 51966585
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  • id: 51966586
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  • id: 51966587
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  • id: 51966588
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  • id: 51966589
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  • id: 51966590
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  • id: 51966591
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  • id: 51966592
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  • id: 51966593
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  • id: 51966594
    {'hecke_orbit_code': 36028934525026425, 'n': 997, 'trace_an': -28233}