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{'Nk2': 11340, 'analytic_conductor': 50.5209032410889, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, -1], [5, -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': [315, 1, [281, 127, 136], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 3, 'field_disc': 577880, 'field_disc_factorization': [[2, 3], [5, 1], [14447, 1]], 'field_poly': [-232, -98, 0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': -1, 'has_non_self_twist': 0, 'hecke_cutters': [[2, [420, -86, -6, 1]]], 'hecke_orbit': 9, 'hecke_orbit_code': 36028797119627579, 'hecke_ring_generator_nbound': 11, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '315.6.a.i', 'level': 315, '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': [3, 5, 7], 'level_radical': 105, 'minimal_twist': '35.6.a.c', 'nf_label': '3.3.577880.1', 'prim_orbit_index': 1, 'qexp_display': 'q+(2-\\beta _{1})q^{2}+(38+2\\beta _{2})q^{4}+5^{2}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': '315.6.a', 'trace_display': [6, 0, 75, 147], 'trace_hash': 1996713337677440768, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.007', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.865', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 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mf_hecke_nf • Show schema
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-
mf_newspaces • Show schema
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{'ALdims': [6, 4, 6, 4, 8, 7, 6, 9], 'ALdims_eis_new': [0, 0, 0, 0, 0, 0, 0, 0], 'ALdims_eis_old': [2, 2, 2, 2, 2, 2, 2, 2], 'ALdims_old': [20, 26, 26, 24, 21, 22, 23, 20], 'Nk2': 11340, 'analytic_conductor': 50.5209032410889, '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': [315, 1, [281, 127, 136], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 232, 'dim': 50, 'eis_dim': 16, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 100663611, 'hecke_orbit_dims': [1, 2, 2, 2, 2, 2, 2, 2, 3, 4, 4, 4, 4, 4, 6, 6], 'label': '315.6.a', 'level': 315, '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': [3, 5, 7], 'level_radical': 105, 'mf_dim': 248, 'mf_new_dim': 50, 'num_forms': 16, 'plus_dim': 23, 'prim_orbit_index': 1, 'relative_dim': 50, 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mf_twists_nf • Show schema
Hide schema
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id: 241508
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 9, 'source_is_minimal': False, 'source_label': '315.6.a.i', 'source_level': 315, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 3, 'target_is_minimal': True, 'target_label': '35.6.a.c', 'target_level': 35, 'twist_class_label': '35.6.a.c', 'twist_class_level': 35, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 6}
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id: 241509
{'conductor': 15, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 9, 'source_is_minimal': False, 'source_label': '315.6.a.i', 'source_level': 315, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '175.6.a.e', 'target_level': 175, 'twist_class_label': '35.6.a.c', 'twist_class_level': 35, 'twisting_char_label': '15.d', 'twisting_char_orbit': 4, 'weight': 6}
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id: 241510
{'conductor': 15, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 9, 'source_is_minimal': False, 'source_label': '315.6.a.i', 'source_level': 315, 'target_char_orbit': 2, 'target_dim': 6, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '175.6.b.e', 'target_level': 175, 'twist_class_label': '35.6.a.c', 'twist_class_level': 35, 'twisting_char_label': '15.e', 'twisting_char_orbit': 5, 'weight': 6}
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id: 241511
{'conductor': 21, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 9, 'source_is_minimal': False, 'source_label': '315.6.a.i', 'source_level': 315, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '245.6.a.d', 'target_level': 245, 'twist_class_label': '35.6.a.c', 'twist_class_level': 35, 'twisting_char_label': '21.c', 'twisting_char_orbit': 3, 'weight': 6}
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id: 241512
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 9, 'source_is_minimal': False, 'source_label': '315.6.a.i', 'source_level': 315, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 9, 'target_is_minimal': False, 'target_label': '315.6.a.i', 'target_level': 315, 'twist_class_label': '35.6.a.c', 'twist_class_level': 35, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 6}
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id: 241513
{'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 9, 'source_is_minimal': False, 'source_label': '315.6.a.i', 'source_level': 315, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 17, 'target_is_minimal': False, 'target_label': '560.6.a.q', 'target_level': 560, 'twist_class_label': '35.6.a.c', 'twist_class_level': 35, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 6}
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mf_hecke_charpolys • Show schema
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id: 695025
{'charpoly_factorization': [[[420, -86, -6, 1], 1]], 'hecke_orbit_code': 36028797119627579, 'p': 2}
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id: 695026
{'charpoly_factorization': [[[0, 1], 3]], 'hecke_orbit_code': 36028797119627579, 'p': 3}
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id: 695027
{'charpoly_factorization': [[[-25, 1], 3]], 'hecke_orbit_code': 36028797119627579, 'p': 5}
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id: 695028
{'charpoly_factorization': [[[-49, 1], 3]], 'hecke_orbit_code': 36028797119627579, 'p': 7}
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id: 695029
{'charpoly_factorization': [[[3144468, -15583, -194, 1], 1]], 'hecke_orbit_code': 36028797119627579, 'p': 11}
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id: 695030
{'charpoly_factorization': [[[-171071930, 1087501, -1892, 1], 1]], 'hecke_orbit_code': 36028797119627579, 'p': 13}
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id: 695031
{'charpoly_factorization': [[[-132716862, -896603, -184, 1], 1]], 'hecke_orbit_code': 36028797119627579, 'p': 17}
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id: 695032
{'charpoly_factorization': [[[-140259040, -2369180, -1212, 1], 1]], 'hecke_orbit_code': 36028797119627579, 'p': 19}
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id: 695033
{'charpoly_factorization': [[[-125424384, -1476572, 3188, 1], 1]], 'hecke_orbit_code': 36028797119627579, 'p': 23}
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id: 695034
{'charpoly_factorization': [[[-51669601050, 42201805, -11332, 1], 1]], 'hecke_orbit_code': 36028797119627579, 'p': 29}
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id: 695035
{'charpoly_factorization': [[[8818293376, 19282768, -9200, 1], 1]], 'hecke_orbit_code': 36028797119627579, 'p': 31}
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id: 695036
{'charpoly_factorization': [[[1043894647208, -190556324, -6042, 1], 1]], 'hecke_orbit_code': 36028797119627579, 'p': 37}
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id: 695037
{'charpoly_factorization': [[[-4748673370848, -404569184, 10442, 1], 1]], 'hecke_orbit_code': 36028797119627579, 'p': 41}
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id: 695038
{'charpoly_factorization': [[[4763987701360, -99225644, -28112, 1], 1]], 'hecke_orbit_code': 36028797119627579, 'p': 43}
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id: 695039
{'charpoly_factorization': [[[1072310433384, -337915327, 2330, 1], 1]], 'hecke_orbit_code': 36028797119627579, 'p': 47}
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id: 695040
{'charpoly_factorization': [[[-515502653472, -368369248, 7190, 1], 1]], 'hecke_orbit_code': 36028797119627579, 'p': 53}
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id: 695041
{'charpoly_factorization': [[[-7000620748800, -362727680, 23760, 1], 1]], 'hecke_orbit_code': 36028797119627579, 'p': 59}
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id: 695042
{'charpoly_factorization': [[[-1590789613952, -485040544, -8722, 1], 1]], 'hecke_orbit_code': 36028797119627579, 'p': 61}
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id: 695043
{'charpoly_factorization': [[[26595134017984, 2939620080, 97572, 1], 1]], 'hecke_orbit_code': 36028797119627579, 'p': 67}
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id: 695044
{'charpoly_factorization': [[[77522711777280, -1397406976, -52816, 1], 1]], 'hecke_orbit_code': 36028797119627579, 'p': 71}
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id: 695045
{'charpoly_factorization': [[[11550435576632, -3859440948, -34870, 1], 1]], 'hecke_orbit_code': 36028797119627579, 'p': 73}
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id: 695046
{'charpoly_factorization': [[[-40598762145400, -279253695, 71546, 1], 1]], 'hecke_orbit_code': 36028797119627579, 'p': 79}
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id: 695047
{'charpoly_factorization': [[[529374252288, -2697140848, -20920, 1], 1]], 'hecke_orbit_code': 36028797119627579, 'p': 83}
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id: 695048
{'charpoly_factorization': [[[31660963259040, 8081767840, -192622, 1], 1]], 'hecke_orbit_code': 36028797119627579, 'p': 89}
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id: 695049
{'charpoly_factorization': [[[117394067785166, -7473101907, -116320, 1], 1]], 'hecke_orbit_code': 36028797119627579, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 9, 'label': '315.6.a.i', 'level': 315, 'portrait': 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', 'weight': 6}
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mf_hecke_traces • Show schema
Hide schema
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id: 51769225
{'hecke_orbit_code': 36028797119627579, 'n': 1, 'trace_an': 3}
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id: 51769226
{'hecke_orbit_code': 36028797119627579, 'n': 2, 'trace_an': 6}
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id: 51769227
{'hecke_orbit_code': 36028797119627579, 'n': 3, 'trace_an': 0}
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id: 51769228
{'hecke_orbit_code': 36028797119627579, 'n': 4, 'trace_an': 112}
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id: 51769229
{'hecke_orbit_code': 36028797119627579, 'n': 5, 'trace_an': 75}
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id: 51769230
{'hecke_orbit_code': 36028797119627579, 'n': 6, 'trace_an': 0}
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id: 51769231
{'hecke_orbit_code': 36028797119627579, 'n': 7, 'trace_an': 147}
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id: 51769232
{'hecke_orbit_code': 36028797119627579, 'n': 8, 'trace_an': 120}
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id: 51769233
{'hecke_orbit_code': 36028797119627579, 'n': 9, 'trace_an': 0}
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id: 51769234
{'hecke_orbit_code': 36028797119627579, 'n': 10, 'trace_an': 150}
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id: 51769235
{'hecke_orbit_code': 36028797119627579, 'n': 11, 'trace_an': 194}
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id: 51769236
{'hecke_orbit_code': 36028797119627579, 'n': 12, 'trace_an': 0}
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id: 51769237
{'hecke_orbit_code': 36028797119627579, 'n': 13, 'trace_an': 1892}
-
id: 51769238
{'hecke_orbit_code': 36028797119627579, 'n': 14, 'trace_an': 294}
-
id: 51769239
{'hecke_orbit_code': 36028797119627579, 'n': 15, 'trace_an': 0}
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id: 51769240
{'hecke_orbit_code': 36028797119627579, 'n': 16, 'trace_an': 1496}
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id: 51769241
{'hecke_orbit_code': 36028797119627579, 'n': 17, 'trace_an': 184}
-
id: 51769242
{'hecke_orbit_code': 36028797119627579, 'n': 18, 'trace_an': 0}
-
id: 51769243
{'hecke_orbit_code': 36028797119627579, 'n': 19, 'trace_an': 1212}
-
id: 51769244
{'hecke_orbit_code': 36028797119627579, 'n': 20, 'trace_an': 2800}
-
id: 51769245
{'hecke_orbit_code': 36028797119627579, 'n': 21, 'trace_an': 0}
-
id: 51769246
{'hecke_orbit_code': 36028797119627579, 'n': 22, 'trace_an': -872}
-
id: 51769247
{'hecke_orbit_code': 36028797119627579, 'n': 23, 'trace_an': -3188}
-
id: 51769248
{'hecke_orbit_code': 36028797119627579, 'n': 24, 'trace_an': 0}
-
id: 51769249
{'hecke_orbit_code': 36028797119627579, 'n': 25, 'trace_an': 1875}
-
id: 51769250
{'hecke_orbit_code': 36028797119627579, 'n': 26, 'trace_an': 9836}
-
id: 51769251
{'hecke_orbit_code': 36028797119627579, 'n': 27, 'trace_an': 0}
-
id: 51769252
{'hecke_orbit_code': 36028797119627579, 'n': 28, 'trace_an': 5488}
-
id: 51769253
{'hecke_orbit_code': 36028797119627579, 'n': 29, 'trace_an': 11332}
-
id: 51769254
{'hecke_orbit_code': 36028797119627579, 'n': 30, 'trace_an': 0}
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id: 51769255
{'hecke_orbit_code': 36028797119627579, 'n': 31, 'trace_an': 9200}
-
id: 51769256
{'hecke_orbit_code': 36028797119627579, 'n': 32, 'trace_an': 20256}
-
id: 51769257
{'hecke_orbit_code': 36028797119627579, 'n': 33, 'trace_an': 0}
-
id: 51769258
{'hecke_orbit_code': 36028797119627579, 'n': 34, 'trace_an': -18492}
-
id: 51769259
{'hecke_orbit_code': 36028797119627579, 'n': 35, 'trace_an': 3675}
-
id: 51769260
{'hecke_orbit_code': 36028797119627579, 'n': 36, 'trace_an': 0}
-
id: 51769261
{'hecke_orbit_code': 36028797119627579, 'n': 37, 'trace_an': 6042}
-
id: 51769262
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