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mf_newforms • Show schema
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{'Nk2': 24576, 'analytic_conductor': 119.95584978590276, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 8, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 2, 'char_parity': 1, 'char_values': [384, 2, [127, 133, 257], [2, 1, 2]], 'cm_discs': [], 'conrey_index': 193, 'conrey_indexes': [193], 'dim': 6, 'field_disc': -442795054948416, 'field_disc_factorization': [[-1, 1], [2, 6], [3, 2], [53, 2], [71, 2], [233, 2]], 'field_poly': [9216, 0, 19236, 0, 277, 0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'has_non_self_twist': 1, 'hecke_cutters': [[5, [127455068160000, 0, 15873740800, 0, 243584, 0, 1]], [7, [353498688, -1087632, -68, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503805920018816, 'hecke_ring_generator_nbound': 11, 'hecke_ring_index': 589824, 'hecke_ring_index_factorization': [[2, 16], [3, 2]], 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mf_hecke_nf • Show schema
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0, 0], [-3656224194, 0, 0, 0, -7921464, -22281688], [0, -3307658061, 8424660, -5281555, 0, 0], [0, 9239421960, -375356, -12082096, 0, 0], [0, 1627363456, -5372000, 23552436, 0, 0], [0, 4509415275, 9401466, 17313907, 0, 0], [0, -7633978862, -7089993, 30385785, 0, 0], [-13449595450, 0, 0, 0, 1862230, 11067136], [-2093759433, 0, 0, 0, -8417977, 132616], [0, -9818993410, -4180491, -19091757, 0, 0], [0, 3791598188, -11679664, 417720, 0, 0], [-584042328, 0, 0, 0, 12327124, -689380], [-5091638847, 0, 0, 0, -5145283, -49084940], [0, -1633518190, 8122479, -33598319, 0, 0], [-509920410, 0, 0, 0, -6371208, -26926180], [-73844210, 0, 0, 0, -1933236, -26581524], [0, -2541158619, 2309238, -8962195, 0, 0], [0, 6656303344, 15807272, -8206036, 0, 0], [0, 10784909013, -23340852, 24674635, 0, 0], [3563326870, 0, 0, 0, 16591200, -23989884], [0, 6084866680, -3140792, 18216228, 0, 0], [0, -8598619031, 4070430, 35412929, 0, 0], [9607046015, 0, 0, 0, -1922353, 23366856], [0, -17629950020, -6518328, 46709920, 0, 0], [0, -5862849542, -11120211, -82156065, 0, 0], [14868135618, 0, 0, 0, -21308634, 32487108], [0, 12123464312, -6371943, 8976149, 0, 0], [3661614046, 0, 0, 0, -4238112, -137076], [0, -9850863120, -13256240, 28213988, 0, 0], [-7573632068, 0, 0, 0, 13464076, 26982576], [0, -4063656388, 12262047, 22845215, 0, 0], [8062023362, 0, 0, 0, 12018960, -37788768], [0, -8712726288, 892768, 25867220, 0, 0], [8717049264, 0, 0, 0, 10979508, 68670036], [0, -2914732320, 7734560, 62815204, 0, 0], [-1018865880, 0, 0, 0, -22161168, 58460904], [20676177943, 0, 0, 0, -3317113, -1043800], [-7903428326, 0, 0, 0, 11494200, 32771676], [1971458502, 0, 0, 0, -32247552, 56830624], [0, 8018836857, 20851416, -30583309, 0, 0], [0, 2891506036, -15892552, -22558456, 0, 0], [12582407854, 0, 0, 0, -10304328, -1526956], [17005412541, 0, 0, 0, 14706333, 31739016], [0, 3471524488, -10054988, -17897088, 0, 0], [1538775850, 0, 0, 0, 2513208, 82958780], [15400154000, 0, 0, 0, 22069508, 14709636], [18609933913, 0, 0, 0, 18066333, -57869924], [0, 13132864388, 27452025, 135270809, 0, 0]], 'char_orbit_index': 4, 'field_poly': [9216, 0, 19236, 0, 277, 0, 1], 'hecke_orbit_code': 4503805920018816, 'hecke_ring_character_values': [[127, [1, 0, 0, 0, 0, 0]], [133, [-1, 0, 0, 0, 0, 0]], [257, [1, 0, 0, 0, 0, 0]]], 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 4032, 4032, 4032, 1, 7], 'hecke_ring_inverse_denominators': [1, 96, 32, 32, 32, 32], 'hecke_ring_inverse_numerators': [[1, 0, 0, 0, 0, 0], [0, 32, 1, 1, 0, 0], [-2952, 0, 0, 0, -1, 7], [0, -1352, -47, -39, 0, 0], [407704, 0, 0, 0, 153, -959], [0, 310888, 6543, 5095, 0, 0]], 'hecke_ring_numerators': [[1, 0, 0, 0, 0, 0], [0, 5892, 0, 181, 0, 1], [0, -1963572, 0, -18481, 0, -13], [0, 2162100, 0, 12689, 0, -19], [-205, 0, 274, 0, 2, 0], [2747, 0, 306, 0, 2, 0]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 6, 'label': '384.8.d.b', 'level': 384, 'maxp': 997, 'weight': 8}
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mf_newspaces • Show schema
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{'Nk2': 24576, 'analytic_conductor': 119.95584978590276, 'char_conductor': 8, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 2, 'char_parity': 1, 'char_values': [384, 2, [127, 133, 257], [2, 1, 2]], 'conrey_index': 193, 'cusp_dim': 432, 'dim': 56, 'eis_dim': 32, 'eis_new_dim': 0, 'hecke_cutter_primes': [5, 7], 'hecke_orbit_code': 206292648320, 'hecke_orbit_dims': [6, 6, 8, 8, 12, 16], 'label': '384.8.d', 'level': 384, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'mf_dim': 464, 'mf_new_dim': 56, 'num_forms': 6, 'prim_orbit_index': 2, 'relative_dim': 56, 'sturm_bound': 512, 'trace_bound': 7, 'trace_display': [0, 0, 0, 0], 'traces': [56, 0, 0, 0, 0, 0, 0, 0, -40824, 0, 0, 0, 0, 0, 0, 0, -11632, 0, 0, 0, 0, 0, 0, 0, -810504, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1765136, 0, 0, 0, 0, 0, 0, 0, 4544152, 0, 0, 0, 0, 0, 0, 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'weight_parity': 1}
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mf_twists_nf • Show schema
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id: 286973
{'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 6, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '384.8.d.b', 'source_level': 384, 'target_char_orbit': 4, 'target_dim': 6, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '384.8.d.a', 'target_level': 384, 'twist_class_label': '384.8.d.a', 'twist_class_level': 384, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 8}
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id: 286974
{'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 6, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '384.8.d.b', 'source_level': 384, 'target_char_orbit': 4, 'target_dim': 6, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '384.8.d.a', 'target_level': 384, 'twist_class_label': '384.8.d.a', 'twist_class_level': 384, 'twisting_char_label': '8.d', 'twisting_char_orbit': 4, 'weight': 8}
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id: 286975
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 4, 'source_dim': 6, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '384.8.d.b', 'source_level': 384, 'target_char_orbit': 4, 'target_dim': 6, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '384.8.d.b', 'target_level': 384, 'twist_class_label': '384.8.d.a', 'twist_class_level': 384, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 8}
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id: 286976
{'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 6, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '384.8.d.b', 'source_level': 384, 'target_char_orbit': 4, 'target_dim': 6, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '384.8.d.b', 'target_level': 384, 'twist_class_label': '384.8.d.a', 'twist_class_level': 384, 'twisting_char_label': '8.b', 'twisting_char_orbit': 2, 'weight': 8}
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mf_hecke_charpolys • Show schema
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id: 808675
{'charpoly_factorization': [[[0, 1], 6]], 'hecke_orbit_code': 4503805920018816, 'p': 2}
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id: 808676
{'charpoly_factorization': [[[729, 0, 1], 3]], 'hecke_orbit_code': 4503805920018816, 'p': 3}
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id: 808677
{'charpoly_factorization': [[[127455068160000, 0, 15873740800, 0, 243584, 0, 1], 1]], 'hecke_orbit_code': 4503805920018816, 'p': 5}
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id: 808678
{'charpoly_factorization': [[[353498688, -1087632, -68, 1], 2]], 'hecke_orbit_code': 4503805920018816, 'p': 7}
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id: 808679
{'charpoly_factorization': [[[21699298040057856, 0, 369949065474816, 0, 62402992, 0, 1], 1]], 'hecke_orbit_code': 4503805920018816, 'p': 11}
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id: 808680
{'charpoly_factorization': [[[67518982330797564006400, 0, 5776028879966976, 0, 138457776, 0, 1], 1]], 'hecke_orbit_code': 4503805920018816, 'p': 13}
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id: 808681
{'charpoly_factorization': [[[-3423209334392, -651439732, 12902, 1], 2]], 'hecke_orbit_code': 4503805920018816, 'p': 17}
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id: 808682
{'charpoly_factorization': [[[197820196259014834244849664, 0, 1424337288510788352, 0, 2821164208, 0, 1], 1]], 'hecke_orbit_code': 4503805920018816, 'p': 19}
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id: 808683
{'charpoly_factorization': [[[-5673212960256, -940576320, -6344, 1], 2]], 'hecke_orbit_code': 4503805920018816, 'p': 23}
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id: 808684
{'charpoly_factorization': [[[15454121635150101986280472576, 0, 1896489001149328736256, 0, 87314947392, 0, 1], 1]], 'hecke_orbit_code': 4503805920018816, 'p': 29}
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id: 808685
{'charpoly_factorization': [[[2635527301774272, -27412916112, -110236, 1], 2]], 'hecke_orbit_code': 4503805920018816, 'p': 31}
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id: 808686
{'charpoly_factorization': [[[1982467704959674824725320863744, 0, 1567007238319191528192, 0, 142490404528, 0, 1], 1]], 'hecke_orbit_code': 4503805920018816, 'p': 37}
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id: 808687
{'charpoly_factorization': [[[-36672759023339112, -264714765908, 309826, 1], 2]], 'hecke_orbit_code': 4503805920018816, 'p': 41}
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id: 808688
{'charpoly_factorization': [[[17125320176946186438070986706944, 0, 123560247210226928186112, 0, 712688054704, 0, 1], 1]], 'hecke_orbit_code': 4503805920018816, 'p': 43}
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id: 808689
{'charpoly_factorization': [[[125404267607170560, -670347998784, 163016, 1], 2]], 'hecke_orbit_code': 4503805920018816, 'p': 47}
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id: 808690
{'charpoly_factorization': [[[45083307141598647350541291593138176, 0, 688804013123986228199424, 0, 1939725513024, 0, 1], 1]], 'hecke_orbit_code': 4503805920018816, 'p': 53}
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id: 808691
{'charpoly_factorization': [[[7202970159112588352180595237575921664, 0, 15570698894988717345202944, 0, 7392682583856, 0, 1], 1]], 'hecke_orbit_code': 4503805920018816, 'p': 59}
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id: 808692
{'charpoly_factorization': [[[49444333289144072603885749693648896, 0, 21523457402609517464986368, 0, 10634490988848, 0, 1], 1]], 'hecke_orbit_code': 4503805920018816, 'p': 61}
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id: 808693
{'charpoly_factorization': [[[1052884276859992115838063075687993839616, 0, 317410888857343420763849472, 0, 31190766079536, 0, 1], 1]], 'hecke_orbit_code': 4503805920018816, 'p': 67}
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id: 808694
{'charpoly_factorization': [[[-1597393613362512384, -10886778529344, -2920888, 1], 2]], 'hecke_orbit_code': 4503805920018816, 'p': 71}
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id: 808695
{'charpoly_factorization': [[[-9770234143232629656, -3452072322132, 5537598, 1], 2]], 'hecke_orbit_code': 4503805920018816, 'p': 73}
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id: 808696
{'charpoly_factorization': [[[20582392989606584256, -13650103915920, -247900, 1], 2]], 'hecke_orbit_code': 4503805920018816, 'p': 79}
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id: 808697
{'charpoly_factorization': [[[13506421998541289933574419019734271430656, 0, 3193743200795292455632196352, 0, 115950455782576, 0, 1], 1]], 'hecke_orbit_code': 4503805920018816, 'p': 83}
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id: 808698
{'charpoly_factorization': [[[663485872651592837352, -111341978320340, -4830370, 1], 2]], 'hecke_orbit_code': 4503805920018816, 'p': 89}
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id: 808699
{'charpoly_factorization': [[[5607637651831391496, -11334470916852, 4755782, 1], 2]], 'hecke_orbit_code': 4503805920018816, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 4, 'hecke_orbit': 2, 'label': '384.8.d.b', 'level': 384, 'portrait': 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', 'weight': 8}
-
mf_hecke_traces • Show schema
Hide schema
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id: 84591000
{'hecke_orbit_code': 4503805920018816, 'n': 1, 'trace_an': 6}
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id: 84591001
{'hecke_orbit_code': 4503805920018816, 'n': 2, 'trace_an': 0}
-
id: 84591002
{'hecke_orbit_code': 4503805920018816, 'n': 3, 'trace_an': 0}
-
id: 84591003
{'hecke_orbit_code': 4503805920018816, 'n': 4, 'trace_an': 0}
-
id: 84591004
{'hecke_orbit_code': 4503805920018816, 'n': 5, 'trace_an': 0}
-
id: 84591005
{'hecke_orbit_code': 4503805920018816, 'n': 6, 'trace_an': 0}
-
id: 84591006
{'hecke_orbit_code': 4503805920018816, 'n': 7, 'trace_an': 136}
-
id: 84591007
{'hecke_orbit_code': 4503805920018816, 'n': 8, 'trace_an': 0}
-
id: 84591008
{'hecke_orbit_code': 4503805920018816, 'n': 9, 'trace_an': -4374}
-
id: 84591009
{'hecke_orbit_code': 4503805920018816, 'n': 10, 'trace_an': 0}
-
id: 84591010
{'hecke_orbit_code': 4503805920018816, 'n': 11, 'trace_an': 0}
-
id: 84591011
{'hecke_orbit_code': 4503805920018816, 'n': 12, 'trace_an': 0}
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id: 84591012
{'hecke_orbit_code': 4503805920018816, 'n': 13, 'trace_an': 0}
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id: 84591013
{'hecke_orbit_code': 4503805920018816, 'n': 14, 'trace_an': 0}
-
id: 84591014
{'hecke_orbit_code': 4503805920018816, 'n': 15, 'trace_an': -6048}
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id: 84591015
{'hecke_orbit_code': 4503805920018816, 'n': 16, 'trace_an': 0}
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id: 84591016
{'hecke_orbit_code': 4503805920018816, 'n': 17, 'trace_an': -25804}
-
id: 84591017
{'hecke_orbit_code': 4503805920018816, 'n': 18, 'trace_an': 0}
-
id: 84591018
{'hecke_orbit_code': 4503805920018816, 'n': 19, 'trace_an': 0}
-
id: 84591019
{'hecke_orbit_code': 4503805920018816, 'n': 20, 'trace_an': 0}
-
id: 84591020
{'hecke_orbit_code': 4503805920018816, 'n': 21, 'trace_an': 0}
-
id: 84591021
{'hecke_orbit_code': 4503805920018816, 'n': 22, 'trace_an': 0}
-
id: 84591022
{'hecke_orbit_code': 4503805920018816, 'n': 23, 'trace_an': 12688}
-
id: 84591023
{'hecke_orbit_code': 4503805920018816, 'n': 24, 'trace_an': 0}
-
id: 84591024
{'hecke_orbit_code': 4503805920018816, 'n': 25, 'trace_an': -18418}
-
id: 84591025
{'hecke_orbit_code': 4503805920018816, 'n': 26, 'trace_an': 0}
-
id: 84591026
{'hecke_orbit_code': 4503805920018816, 'n': 27, 'trace_an': 0}
-
id: 84591027
{'hecke_orbit_code': 4503805920018816, 'n': 28, 'trace_an': 0}
-
id: 84591028
{'hecke_orbit_code': 4503805920018816, 'n': 29, 'trace_an': 0}
-
id: 84591029
{'hecke_orbit_code': 4503805920018816, 'n': 30, 'trace_an': 0}
-
id: 84591030
{'hecke_orbit_code': 4503805920018816, 'n': 31, 'trace_an': 220472}
-
id: 84591031
{'hecke_orbit_code': 4503805920018816, 'n': 32, 'trace_an': 0}
-
id: 84591032
{'hecke_orbit_code': 4503805920018816, 'n': 33, 'trace_an': -264600}
-
id: 84591033
{'hecke_orbit_code': 4503805920018816, 'n': 34, 'trace_an': 0}
-
id: 84591034
{'hecke_orbit_code': 4503805920018816, 'n': 35, 'trace_an': 0}
-
id: 84591035
{'hecke_orbit_code': 4503805920018816, 'n': 36, 'trace_an': 0}
-
id: 84591036
{'hecke_orbit_code': 4503805920018816, 'n': 37, 'trace_an': 0}
-
id: 84591037
{'hecke_orbit_code': 4503805920018816, 'n': 38, 'trace_an': 0}
-
id: 84591038
{'hecke_orbit_code': 4503805920018816, 'n': 39, 'trace_an': -591192}
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