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{'Nk2': 5600, 'analytic_conductor': 28.842006825176895, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [7, -1]], 'atkin_lehner_string': '+-', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [56, 1, [15, 29, 17], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 4, 'field_disc': 10560483299685, 'field_disc_factorization': [[3, 1], [5, 1], [11, 2], [1487, 1], [3912877, 1]], 'field_poly': [-607824, -170673, -5576, -2, 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': [[3, [436688352, 1159704, -43004, -70, 1]]], 'hecke_orbit': 3, 'hecke_orbit_code': 9007199422513208, 'hecke_ring_generator_nbound': 5, 'hecke_ring_index': 6144, 'hecke_ring_index_factorization': [[2, 11], [3, 1]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': True, 'is_maximal': True, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '56.10.a.c', 'level': 56, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 7], 'level_radical': 14, 'minimal_twist': '56.10.a.c', 'prim_orbit_index': 1, 'qexp_display': 'q+(17-\\beta _{1})q^{3}+(255-\\beta _{1}-\\beta _{2})q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 4, 'rm_discs': [], 'sato_tate_group': '9.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '56.10.a', 'trace_display': [0, 70, 1022, 9604], 'trace_hash': 2011635139173817457, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.069', 'prec': 17}, {'__RealLiteral__': 0, 'data': '3.889', 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'hecke_ring_power_basis': False, 'hecke_ring_rank': 4, 'label': '56.10.a.c', 'level': 56, 'maxp': 2999, 'weight': 10}
-
mf_newspaces • Show schema
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{'ALdims': [3, 4, 4, 3], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [2, 2, 2, 2], 'ALdims_old': [12, 15, 13, 14], 'Nk2': 5600, 'analytic_conductor': 28.842006825176895, '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': [56, 1, [15, 29, 17], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 68, 'dim': 14, 'eis_dim': 8, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 167772216, 'hecke_orbit_dims': [3, 3, 4, 4], 'label': '56.10.a', 'level': 56, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 7], 'level_radical': 14, 'mf_dim': 76, 'mf_new_dim': 14, 'num_forms': 4, 'plus_dim': 6, 'prim_orbit_index': 1, 'relative_dim': 14, 'sturm_bound': 80, 'trace_bound': 3, 'trace_display': [0, 146, -122, 0], 'traces': [14, 0, 146, 0, -122, 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mf_twists_nf • Show schema
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id: 48190
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '56.10.a.c', 'source_level': 56, 'target_char_orbit': 1, 'target_dim': 4, 'target_hecke_orbit': 3, 'target_is_minimal': True, 'target_label': '56.10.a.c', 'target_level': 56, 'twist_class_label': '56.10.a.c', 'twist_class_level': 56, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 10}
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id: 48191
{'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '56.10.a.c', 'source_level': 56, 'target_char_orbit': 1, 'target_dim': 4, 'target_hecke_orbit': 11, 'target_is_minimal': False, 'target_label': '112.10.a.k', 'target_level': 112, 'twist_class_label': '56.10.a.c', 'twist_class_level': 56, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 10}
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id: 48192
{'conductor': 7, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '56.10.a.c', 'source_level': 56, 'target_char_orbit': 1, 'target_dim': 4, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '392.10.a.f', 'target_level': 392, 'twist_class_label': '56.10.a.c', 'twist_class_level': 56, 'twisting_char_label': '7.b', 'twisting_char_orbit': 2, 'weight': 10}
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mf_hecke_charpolys • Show schema
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id: 188450
{'charpoly_factorization': [[[0, 1], 4]], 'hecke_orbit_code': 9007199422513208, 'p': 2}
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id: 188451
{'charpoly_factorization': [[[436688352, 1159704, -43004, -70, 1], 1]], 'hecke_orbit_code': 9007199422513208, 'p': 3}
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id: 188452
{'charpoly_factorization': [[[4309037209600, 2182717600, -3927264, -1022, 1], 1]], 'hecke_orbit_code': 9007199422513208, 'p': 5}
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id: 188453
{'charpoly_factorization': [[[-2401, 1], 4]], 'hecke_orbit_code': 9007199422513208, 'p': 7}
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id: 188454
{'charpoly_factorization': [[[2148393501602611200, -20747550781440, -5051393280, 31476, 1], 1]], 'hecke_orbit_code': 9007199422513208, 'p': 11}
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id: 188455
{'charpoly_factorization': [[[-19088193800003328000, -1333224099567360, -24405938040, -11466, 1], 1]], 'hecke_orbit_code': 9007199422513208, 'p': 13}
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id: 188456
{'charpoly_factorization': [[[-24646891473836174260304, 191316476587287632, -328777121136, -397012, 1], 1]], 'hecke_orbit_code': 9007199422513208, 'p': 17}
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id: 188457
{'charpoly_factorization': [[[845190083924716905687712, 218223067825501256, -1839813556524, -246610, 1], 1]], 'hecke_orbit_code': 9007199422513208, 'p': 19}
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id: 188458
{'charpoly_factorization': [[[-2704093885465644186927104, 7398292489642281472, -3497015916096, -1976552, 1], 1]], 'hecke_orbit_code': 9007199422513208, 'p': 23}
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id: 188459
{'charpoly_factorization': [[[29142751471303654634347312, 36019380689363454064, -12484442725584, -3718940, 1], 1]], 'hecke_orbit_code': 9007199422513208, 'p': 29}
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id: 188460
{'charpoly_factorization': [[[-2318761599816109098792126464, 833446752174811256384, -42765288472464, -11118436, 1], 1]], 'hecke_orbit_code': 9007199422513208, 'p': 31}
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id: 188461
{'charpoly_factorization': [[[2214531329949605771534027952, -1462409749605221276688, 325988282256144, -30221340, 1], 1]], 'hecke_orbit_code': 9007199422513208, 'p': 37}
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id: 188462
{'charpoly_factorization': [[[-71815352095820904303730860560, 11573108657780515120688, -265897891288128, -27162604, 1], 1]], 'hecke_orbit_code': 9007199422513208, 'p': 41}
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id: 188463
{'charpoly_factorization': [[[-536994430495124963233956915200, 35966019814867928497408, 428848467144672, -64096964, 1], 1]], 'hecke_orbit_code': 9007199422513208, 'p': 43}
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id: 188464
{'charpoly_factorization': [[[14817689437394380532693441536, 27292751080799594762176, 2210977493693616, -104378204, 1], 1]], 'hecke_orbit_code': 9007199422513208, 'p': 47}
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id: 188465
{'charpoly_factorization': [[[3371380683343222643664210259600, 110408382815848835139040, -5068194320319240, -20587304, 1], 1]], 'hecke_orbit_code': 9007199422513208, 'p': 53}
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id: 188466
{'charpoly_factorization': [[[-5422791307390715275696458159264, 161571871381248013008456, 3011317248729156, -130065474, 1], 1]], 'hecke_orbit_code': 9007199422513208, 'p': 59}
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id: 188467
{'charpoly_factorization': [[[-152051437673428446583580325744896, -4317069511709364800434912, -24906070016054160, 134490482, 1], 1]], 'hecke_orbit_code': 9007199422513208, 'p': 61}
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id: 188468
{'charpoly_factorization': [[[-44197150990840611022291489839360, 3817234822002336346647168, -39548621636554368, -104031144, 1], 1]], 'hecke_orbit_code': 9007199422513208, 'p': 67}
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id: 188469
{'charpoly_factorization': [[[261516179989063664118779609088000, -1707137962415722767974400, -37071035640145920, 71827896, 1], 1]], 'hecke_orbit_code': 9007199422513208, 'p': 71}
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id: 188470
{'charpoly_factorization': [[[-2268341278071029966152351818192560, -16882339228131732434899456, 51881378484832008, 586388432, 1], 1]], 'hecke_orbit_code': 9007199422513208, 'p': 73}
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id: 188471
{'charpoly_factorization': [[[-1004437743769553671103667943989248, 24499518385014810755469824, -104930114352210624, -164282440, 1], 1]], 'hecke_orbit_code': 9007199422513208, 'p': 79}
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id: 188472
{'charpoly_factorization': [[[-606269395163693265617634426680544, 68765202650929517049289896, -370658148837111084, -130538394, 1], 1]], 'hecke_orbit_code': 9007199422513208, 'p': 83}
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id: 188473
{'charpoly_factorization': [[[39817946147727031885166753131210000, 404565053945126838026503520, 1425048099402837720, 2036960408, 1], 1]], 'hecke_orbit_code': 9007199422513208, 'p': 89}
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id: 188474
{'charpoly_factorization': [[[69582832209884039352429290836624048, -951027183493638561864821680, 151966619529369168, 2049365612, 1], 1]], 'hecke_orbit_code': 9007199422513208, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 3, 'label': '56.10.a.c', 'level': 56, 'portrait': 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', 'weight': 10}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 29187775
{'hecke_orbit_code': 9007199422513208, 'n': 1, 'trace_an': 4}
-
id: 29187776
{'hecke_orbit_code': 9007199422513208, 'n': 2, 'trace_an': 0}
-
id: 29187777
{'hecke_orbit_code': 9007199422513208, 'n': 3, 'trace_an': 70}
-
id: 29187778
{'hecke_orbit_code': 9007199422513208, 'n': 4, 'trace_an': 0}
-
id: 29187779
{'hecke_orbit_code': 9007199422513208, 'n': 5, 'trace_an': 1022}
-
id: 29187780
{'hecke_orbit_code': 9007199422513208, 'n': 6, 'trace_an': 0}
-
id: 29187781
{'hecke_orbit_code': 9007199422513208, 'n': 7, 'trace_an': 9604}
-
id: 29187782
{'hecke_orbit_code': 9007199422513208, 'n': 8, 'trace_an': 0}
-
id: 29187783
{'hecke_orbit_code': 9007199422513208, 'n': 9, 'trace_an': 12176}
-
id: 29187784
{'hecke_orbit_code': 9007199422513208, 'n': 10, 'trace_an': 0}
-
id: 29187785
{'hecke_orbit_code': 9007199422513208, 'n': 11, 'trace_an': -31476}
-
id: 29187786
{'hecke_orbit_code': 9007199422513208, 'n': 12, 'trace_an': 0}
-
id: 29187787
{'hecke_orbit_code': 9007199422513208, 'n': 13, 'trace_an': 11466}
-
id: 29187788
{'hecke_orbit_code': 9007199422513208, 'n': 14, 'trace_an': 0}
-
id: 29187789
{'hecke_orbit_code': 9007199422513208, 'n': 15, 'trace_an': 98504}
-
id: 29187790
{'hecke_orbit_code': 9007199422513208, 'n': 16, 'trace_an': 0}
-
id: 29187791
{'hecke_orbit_code': 9007199422513208, 'n': 17, 'trace_an': 397012}
-
id: 29187792
{'hecke_orbit_code': 9007199422513208, 'n': 18, 'trace_an': 0}
-
id: 29187793
{'hecke_orbit_code': 9007199422513208, 'n': 19, 'trace_an': 246610}
-
id: 29187794
{'hecke_orbit_code': 9007199422513208, 'n': 20, 'trace_an': 0}
-
id: 29187795
{'hecke_orbit_code': 9007199422513208, 'n': 21, 'trace_an': 168070}
-
id: 29187796
{'hecke_orbit_code': 9007199422513208, 'n': 22, 'trace_an': 0}
-
id: 29187797
{'hecke_orbit_code': 9007199422513208, 'n': 23, 'trace_an': 1976552}
-
id: 29187798
{'hecke_orbit_code': 9007199422513208, 'n': 24, 'trace_an': 0}
-
id: 29187799
{'hecke_orbit_code': 9007199422513208, 'n': 25, 'trace_an': 1086512}
-
id: 29187800
{'hecke_orbit_code': 9007199422513208, 'n': 26, 'trace_an': 0}
-
id: 29187801
{'hecke_orbit_code': 9007199422513208, 'n': 27, 'trace_an': 3139108}
-
id: 29187802
{'hecke_orbit_code': 9007199422513208, 'n': 28, 'trace_an': 0}
-
id: 29187803
{'hecke_orbit_code': 9007199422513208, 'n': 29, 'trace_an': 3718940}
-
id: 29187804
{'hecke_orbit_code': 9007199422513208, 'n': 30, 'trace_an': 0}
-
id: 29187805
{'hecke_orbit_code': 9007199422513208, 'n': 31, 'trace_an': 11118436}
-
id: 29187806
{'hecke_orbit_code': 9007199422513208, 'n': 32, 'trace_an': 0}
-
id: 29187807
{'hecke_orbit_code': 9007199422513208, 'n': 33, 'trace_an': 16891056}
-
id: 29187808
{'hecke_orbit_code': 9007199422513208, 'n': 34, 'trace_an': 0}
-
id: 29187809
{'hecke_orbit_code': 9007199422513208, 'n': 35, 'trace_an': 2453822}
-
id: 29187810
{'hecke_orbit_code': 9007199422513208, 'n': 36, 'trace_an': 0}
-
id: 29187811
{'hecke_orbit_code': 9007199422513208, 'n': 37, 'trace_an': 30221340}
-
id: 29187812
{'hecke_orbit_code': 9007199422513208, 'n': 38, 'trace_an': 0}
-
id: 29187813
{'hecke_orbit_code': 9007199422513208, 'n': 39, 'trace_an': 37296384}
-
id: 29187814
{'hecke_orbit_code': 9007199422513208, 'n': 40, 'trace_an': 0}
-
id: 29187815
{'hecke_orbit_code': 9007199422513208, 'n': 41, 'trace_an': 27162604}
-
id: 29187816
{'hecke_orbit_code': 9007199422513208, 'n': 42, 'trace_an': 0}
-
id: 29187817
{'hecke_orbit_code': 9007199422513208, 'n': 43, 'trace_an': 64096964}
-
id: 29187818
{'hecke_orbit_code': 9007199422513208, 'n': 44, 'trace_an': 0}
-
id: 29187819
{'hecke_orbit_code': 9007199422513208, 'n': 45, 'trace_an': 35015302}
-
id: 29187820
{'hecke_orbit_code': 9007199422513208, 'n': 46, 'trace_an': 0}
-
id: 29187821
{'hecke_orbit_code': 9007199422513208, 'n': 47, 'trace_an': 104378204}
-
id: 29187822
{'hecke_orbit_code': 9007199422513208, 'n': 48, 'trace_an': 0}
-
id: 29187823
{'hecke_orbit_code': 9007199422513208, 'n': 49, 'trace_an': 23059204}
-
id: 29187824
{'hecke_orbit_code': 9007199422513208, 'n': 50, 'trace_an': 0}
-
id: 29187825
{'hecke_orbit_code': 9007199422513208, 'n': 51, 'trace_an': 111871540}
-
id: 29187826
{'hecke_orbit_code': 9007199422513208, 'n': 52, 'trace_an': 0}
-
id: 29187827
{'hecke_orbit_code': 9007199422513208, 'n': 53, 'trace_an': 20587304}
-
id: 29187828
{'hecke_orbit_code': 9007199422513208, 'n': 54, 'trace_an': 0}
-
id: 29187829
{'hecke_orbit_code': 9007199422513208, 'n': 55, 'trace_an': 251355720}
-
id: 29187830
{'hecke_orbit_code': 9007199422513208, 'n': 56, 'trace_an': 0}
-
id: 29187831
{'hecke_orbit_code': 9007199422513208, 'n': 57, 'trace_an': -49920188}
-
id: 29187832
{'hecke_orbit_code': 9007199422513208, 'n': 58, 'trace_an': 0}
-
id: 29187833
{'hecke_orbit_code': 9007199422513208, 'n': 59, 'trace_an': 130065474}
-
id: 29187834
{'hecke_orbit_code': 9007199422513208, 'n': 60, 'trace_an': 0}
-
id: 29187835
{'hecke_orbit_code': 9007199422513208, 'n': 61, 'trace_an': -134490482}
-
id: 29187836
{'hecke_orbit_code': 9007199422513208, 'n': 62, 'trace_an': 0}
-
id: 29187837
{'hecke_orbit_code': 9007199422513208, 'n': 63, 'trace_an': 29234576}
-
id: 29187838
{'hecke_orbit_code': 9007199422513208, 'n': 64, 'trace_an': 0}
-
id: 29187839
{'hecke_orbit_code': 9007199422513208, 'n': 65, 'trace_an': -227739180}
-
id: 29187840
{'hecke_orbit_code': 9007199422513208, 'n': 66, 'trace_an': 0}
-
id: 29187841
{'hecke_orbit_code': 9007199422513208, 'n': 67, 'trace_an': 104031144}
-
id: 29187842
{'hecke_orbit_code': 9007199422513208, 'n': 68, 'trace_an': 0}
-
id: 29187843
{'hecke_orbit_code': 9007199422513208, 'n': 69, 'trace_an': -408620800}
-
id: 29187844
{'hecke_orbit_code': 9007199422513208, 'n': 70, 'trace_an': 0}
-
id: 29187845
{'hecke_orbit_code': 9007199422513208, 'n': 71, 'trace_an': -71827896}
-
id: 29187846
{'hecke_orbit_code': 9007199422513208, 'n': 72, 'trace_an': 0}
-
id: 29187847
{'hecke_orbit_code': 9007199422513208, 'n': 73, 'trace_an': -586388432}
-
id: 29187848
{'hecke_orbit_code': 9007199422513208, 'n': 74, 'trace_an': 0}
-
id: 29187849
{'hecke_orbit_code': 9007199422513208, 'n': 75, 'trace_an': 134360114}
-
id: 29187850
{'hecke_orbit_code': 9007199422513208, 'n': 76, 'trace_an': 0}
-
id: 29187851
{'hecke_orbit_code': 9007199422513208, 'n': 77, 'trace_an': -75573876}
-
id: 29187852
{'hecke_orbit_code': 9007199422513208, 'n': 78, 'trace_an': 0}
-
id: 29187853
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