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{'Nk2': 20808, 'analytic_conductor': 92.70184785190281, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [17, 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': [578, 1, [3], [1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 3, 'field_disc': 1505580, 'field_disc_factorization': [[2, 2], [3, 1], [5, 1], [23, 1], [1091, 1]], 'field_poly': [-480, -200, -1, 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, [-6228, -798, 4, 1]]], 'hecke_orbit': 4, 'hecke_orbit_code': 13510798982775362, 'hecke_ring_generator_nbound': 5, 'hecke_ring_index': 2, 'hecke_ring_index_factorization': [[2, 1]], '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': '578.6.a.d', 'level': 578, '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, 17], 'level_radical': 34, 'minimal_twist': '34.6.a.d', 'nf_label': '3.3.1505580.1', 'prim_orbit_index': 1, 'qexp_display': 'q+4q^{2}+(-1-\\beta _{2})q^{3}+2^{4}q^{4}+(-7^{2}+\\cdots)q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 3, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '578.6.a', 'trace_display': [12, -4, -144, 18], 'trace_hash': 958759802900439877, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.052', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.935', 'prec': 17}, {'__RealLiteral__': 0, 'data': 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mf_hecke_nf • Show schema
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-5226955, -1558903], [11217034, 906568, 9551176], [529492934, -6558946, 3884948], [329302518, -10430976, 17666556], [-212154131, -16575663, 4212210], [-265458242, 10791847, -160649], [-9646852, -25206022, 27287870], [217451668, 20579178, -18033372], [62595600, -9189258, 6829248], [-221441217, -10882638, 17148177], [-253093210, -9318496, -11661400], [80406926, 10301730, 3763560], [-29234732, -12591725, 24359449]], 'char_orbit_index': 1, 'field_poly': [-480, -200, -1, 1], 'hecke_orbit_code': 13510798982775362, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1, 4], 'hecke_ring_inverse_denominators': [1, 2, 2], 'hecke_ring_inverse_numerators': [[1, 0, 0], [1, 1, 0], [265, 1, 8]], 'hecke_ring_numerators': [[1, 0, 0], [-1, 2, 0], [-132, -1, 1]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 3, 'label': '578.6.a.d', 'level': 578, 'maxp': 2999, 'weight': 6}
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mf_newspaces • Show schema
Hide schema
{'ALdims': [27, 29, 31, 25], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [9, 9, 9, 9], 'ALdims_old': [61, 65, 61, 65], 'Nk2': 20808, 'analytic_conductor': 92.70184785190281, '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': [578, 1, [3], [1]], 'conrey_index': 1, 'cusp_dim': 364, 'dim': 112, 'eis_dim': 36, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 100663874, 'hecke_orbit_dims': [1, 2, 2, 3, 4, 4, 4, 4, 4, 4, 6, 9, 9, 9, 9, 10, 12, 16], 'label': '578.6.a', 'level': 578, '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, 17], 'level_radical': 34, 'mf_dim': 400, 'mf_new_dim': 112, 'num_forms': 18, 'plus_dim': 52, 'prim_orbit_index': 1, 'relative_dim': 112, 'sturm_bound': 459, 'trace_bound': 5, 'trace_display': [0, 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-232433856, -173845572, -72730400, -46817890, 73918800, -71457112, -100436992, 57047948, 0, -60165296, -7383424, -88981776, -23870512, 7200368, 5607424, 36456912, 1788704, -123539428, -59925760, 104155786, 50201848, 7475880, -880896], 'weight': 6, 'weight_parity': 1}
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mf_twists_nf • Show schema
Hide schema
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id: 397977
{'conductor': 17, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '578.6.a.d', 'source_level': 578, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 4, 'target_is_minimal': True, 'target_label': '34.6.a.d', 'target_level': 34, 'twist_class_label': '34.6.a.d', 'twist_class_level': 34, 'twisting_char_label': '17.b', 'twisting_char_orbit': 2, 'weight': 6}
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id: 397978
{'conductor': 68, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '578.6.a.d', 'source_level': 578, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 9, 'target_is_minimal': False, 'target_label': '272.6.a.i', 'target_level': 272, 'twist_class_label': '34.6.a.d', 'twist_class_level': 34, 'twisting_char_label': '68.d', 'twisting_char_orbit': 4, 'weight': 6}
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id: 397979
{'conductor': 51, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '578.6.a.d', 'source_level': 578, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 15, 'target_is_minimal': False, 'target_label': '306.6.a.o', 'target_level': 306, 'twist_class_label': '34.6.a.d', 'twist_class_level': 34, 'twisting_char_label': '51.c', 'twisting_char_orbit': 3, 'weight': 6}
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id: 397980
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '578.6.a.d', 'source_level': 578, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '578.6.a.d', 'target_level': 578, 'twist_class_label': '34.6.a.d', 'twist_class_level': 34, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 6}
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id: 397981
{'conductor': 85, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '578.6.a.d', 'source_level': 578, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '850.6.a.g', 'target_level': 850, 'twist_class_label': '34.6.a.d', 'twist_class_level': 34, 'twisting_char_label': '85.c', 'twisting_char_orbit': 3, 'weight': 6}
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id: 397982
{'conductor': 136, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '578.6.a.d', 'source_level': 578, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 17, 'target_is_minimal': False, 'target_label': '1088.6.a.q', 'target_level': 1088, 'twist_class_label': '34.6.a.d', 'twist_class_level': 34, 'twisting_char_label': '136.h', 'twisting_char_orbit': 8, 'weight': 6}
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id: 397983
{'conductor': 136, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '578.6.a.d', 'source_level': 578, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 18, 'target_is_minimal': False, 'target_label': '1088.6.a.r', 'target_level': 1088, 'twist_class_label': '34.6.a.d', 'twist_class_level': 34, 'twisting_char_label': '136.e', 'twisting_char_orbit': 5, 'weight': 6}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 1076250
{'charpoly_factorization': [[[-4, 1], 3]], 'hecke_orbit_code': 13510798982775362, 'p': 2}
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id: 1076251
{'charpoly_factorization': [[[-6228, -798, 4, 1], 1]], 'hecke_orbit_code': 13510798982775362, 'p': 3}
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id: 1076252
{'charpoly_factorization': [[[29376, 4404, 144, 1], 1]], 'hecke_orbit_code': 13510798982775362, 'p': 5}
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id: 1076253
{'charpoly_factorization': [[[-2587888, -45234, -18, 1], 1]], 'hecke_orbit_code': 13510798982775362, 'p': 7}
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id: 1076254
{'charpoly_factorization': [[[1592028, -136518, -180, 1], 1]], 'hecke_orbit_code': 13510798982775362, 'p': 11}
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id: 1076255
{'charpoly_factorization': [[[-1444016, -83040, -318, 1], 1]], 'hecke_orbit_code': 13510798982775362, 'p': 13}
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id: 1076256
{'charpoly_factorization': [[[0, 1], 3]], 'hecke_orbit_code': 13510798982775362, 'p': 17}
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id: 1076257
{'charpoly_factorization': [[[5820446752, -3169464, -1848, 1], 1]], 'hecke_orbit_code': 13510798982775362, 'p': 19}
-
id: 1076258
{'charpoly_factorization': [[[-1848978072, 6642750, -5154, 1], 1]], 'hecke_orbit_code': 13510798982775362, 'p': 23}
-
id: 1076259
{'charpoly_factorization': [[[-36826311744, -22799436, 144, 1], 1]], 'hecke_orbit_code': 13510798982775362, 'p': 29}
-
id: 1076260
{'charpoly_factorization': [[[-3248846848, 6603366, -4458, 1], 1]], 'hecke_orbit_code': 13510798982775362, 'p': 31}
-
id: 1076261
{'charpoly_factorization': [[[261944912624, -67694412, -7140, 1], 1]], 'hecke_orbit_code': 13510798982775362, 'p': 37}
-
id: 1076262
{'charpoly_factorization': [[[-922961585448, -113064228, 13050, 1], 1]], 'hecke_orbit_code': 13510798982775362, 'p': 41}
-
id: 1076263
{'charpoly_factorization': [[[-370663566656, 159042168, -22188, 1], 1]], 'hecke_orbit_code': 13510798982775362, 'p': 43}
-
id: 1076264
{'charpoly_factorization': [[[711662408064, -33555120, -16008, 1], 1]], 'hecke_orbit_code': 13510798982775362, 'p': 47}
-
id: 1076265
{'charpoly_factorization': [[[6151268662200, -738514644, -17862, 1], 1]], 'hecke_orbit_code': 13510798982775362, 'p': 53}
-
id: 1076266
{'charpoly_factorization': [[[-3293925494400, 131522520, 34740, 1], 1]], 'hecke_orbit_code': 13510798982775362, 'p': 59}
-
id: 1076267
{'charpoly_factorization': [[[1449557264240, -21943836, -26316, 1], 1]], 'hecke_orbit_code': 13510798982775362, 'p': 61}
-
id: 1076268
{'charpoly_factorization': [[[-89837382361472, -2779765488, 34776, 1], 1]], 'hecke_orbit_code': 13510798982775362, 'p': 67}
-
id: 1076269
{'charpoly_factorization': [[[-67543901263656, -2423907882, 26262, 1], 1]], 'hecke_orbit_code': 13510798982775362, 'p': 71}
-
id: 1076270
{'charpoly_factorization': [[[-74998640041720, -5287711476, 3654, 1], 1]], 'hecke_orbit_code': 13510798982775362, 'p': 73}
-
id: 1076271
{'charpoly_factorization': [[[50826829505720, 1053335070, -96594, 1], 1]], 'hecke_orbit_code': 13510798982775362, 'p': 79}
-
id: 1076272
{'charpoly_factorization': [[[182533520848896, -3261622632, -57060, 1], 1]], 'hecke_orbit_code': 13510798982775362, 'p': 83}
-
id: 1076273
{'charpoly_factorization': [[[-735405794207856, 24975306768, -276438, 1], 1]], 'hecke_orbit_code': 13510798982775362, 'p': 89}
-
id: 1076274
{'charpoly_factorization': [[[-68821299416296, 7056191628, -178830, 1], 1]], 'hecke_orbit_code': 13510798982775362, 'p': 97}
-
mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 4, 'label': '578.6.a.d', 'level': 578, 'portrait': 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', 'weight': 6}
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mf_hecke_traces • Show schema
Hide schema
-
id: 35216719
{'hecke_orbit_code': 13510798982775362, 'n': 1, 'trace_an': 3}
-
id: 35216720
{'hecke_orbit_code': 13510798982775362, 'n': 2, 'trace_an': 12}
-
id: 35216721
{'hecke_orbit_code': 13510798982775362, 'n': 3, 'trace_an': -4}
-
id: 35216722
{'hecke_orbit_code': 13510798982775362, 'n': 4, 'trace_an': 48}
-
id: 35216723
{'hecke_orbit_code': 13510798982775362, 'n': 5, 'trace_an': -144}
-
id: 35216724
{'hecke_orbit_code': 13510798982775362, 'n': 6, 'trace_an': -16}
-
id: 35216725
{'hecke_orbit_code': 13510798982775362, 'n': 7, 'trace_an': 18}
-
id: 35216726
{'hecke_orbit_code': 13510798982775362, 'n': 8, 'trace_an': 192}
-
id: 35216727
{'hecke_orbit_code': 13510798982775362, 'n': 9, 'trace_an': 883}
-
id: 35216728
{'hecke_orbit_code': 13510798982775362, 'n': 10, 'trace_an': -576}
-
id: 35216729
{'hecke_orbit_code': 13510798982775362, 'n': 11, 'trace_an': 180}
-
id: 35216730
{'hecke_orbit_code': 13510798982775362, 'n': 12, 'trace_an': -64}
-
id: 35216731
{'hecke_orbit_code': 13510798982775362, 'n': 13, 'trace_an': 318}
-
id: 35216732
{'hecke_orbit_code': 13510798982775362, 'n': 14, 'trace_an': 72}
-
id: 35216733
{'hecke_orbit_code': 13510798982775362, 'n': 15, 'trace_an': -2268}
-
id: 35216734
{'hecke_orbit_code': 13510798982775362, 'n': 16, 'trace_an': 768}
-
id: 35216735
{'hecke_orbit_code': 13510798982775362, 'n': 17, 'trace_an': 0}
-
id: 35216736
{'hecke_orbit_code': 13510798982775362, 'n': 18, 'trace_an': 3532}
-
id: 35216737
{'hecke_orbit_code': 13510798982775362, 'n': 19, 'trace_an': 1848}
-
id: 35216738
{'hecke_orbit_code': 13510798982775362, 'n': 20, 'trace_an': -2304}
-
id: 35216739
{'hecke_orbit_code': 13510798982775362, 'n': 21, 'trace_an': -6904}
-
id: 35216740
{'hecke_orbit_code': 13510798982775362, 'n': 22, 'trace_an': 720}
-
id: 35216741
{'hecke_orbit_code': 13510798982775362, 'n': 23, 'trace_an': 5154}
-
id: 35216742
{'hecke_orbit_code': 13510798982775362, 'n': 24, 'trace_an': -256}
-
id: 35216743
{'hecke_orbit_code': 13510798982775362, 'n': 25, 'trace_an': 2553}
-
id: 35216744
{'hecke_orbit_code': 13510798982775362, 'n': 26, 'trace_an': 1272}
-
id: 35216745
{'hecke_orbit_code': 13510798982775362, 'n': 27, 'trace_an': 10988}
-
id: 35216746
{'hecke_orbit_code': 13510798982775362, 'n': 28, 'trace_an': 288}
-
id: 35216747
{'hecke_orbit_code': 13510798982775362, 'n': 29, 'trace_an': -144}
-
id: 35216748
{'hecke_orbit_code': 13510798982775362, 'n': 30, 'trace_an': -9072}
-
id: 35216749
{'hecke_orbit_code': 13510798982775362, 'n': 31, 'trace_an': 4458}
-
id: 35216750
{'hecke_orbit_code': 13510798982775362, 'n': 32, 'trace_an': 3072}
-
id: 35216751
{'hecke_orbit_code': 13510798982775362, 'n': 33, 'trace_an': -9180}
-
id: 35216752
{'hecke_orbit_code': 13510798982775362, 'n': 34, 'trace_an': 0}
-
id: 35216753
{'hecke_orbit_code': 13510798982775362, 'n': 35, 'trace_an': 924}
-
id: 35216754
{'hecke_orbit_code': 13510798982775362, 'n': 36, 'trace_an': 14128}
-
id: 35216755
{'hecke_orbit_code': 13510798982775362, 'n': 37, 'trace_an': 7140}
-
id: 35216756
{'hecke_orbit_code': 13510798982775362, 'n': 38, 'trace_an': 7392}
-
id: 35216757
{'hecke_orbit_code': 13510798982775362, 'n': 39, 'trace_an': -11924}
-
id: 35216758
{'hecke_orbit_code': 13510798982775362, 'n': 40, 'trace_an': -9216}
-
id: 35216759
{'hecke_orbit_code': 13510798982775362, 'n': 41, 'trace_an': -13050}
-
id: 35216760
{'hecke_orbit_code': 13510798982775362, 'n': 42, 'trace_an': -27616}
-
id: 35216761
{'hecke_orbit_code': 13510798982775362, 'n': 43, 'trace_an': 22188}
-
id: 35216762
{'hecke_orbit_code': 13510798982775362, 'n': 44, 'trace_an': 2880}
-
id: 35216763
{'hecke_orbit_code': 13510798982775362, 'n': 45, 'trace_an': -78264}
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id: 35216764
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