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{'Nk2': 34200, 'analytic_conductor': 68.27209372819473, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [3, -1], [5, -1], [19, -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': [8550, 1, [1901, 1027, 1351], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 3, 'field_disc': 148, 'field_disc_factorization': [[2, 2], [37, 1]], 'field_poly': [1, -3, -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': [[7, [16, -16, 0, 1]], [11, [-16, 8, 8, 1]], [13, [32, -16, -4, 1]], [17, [-8, -20, 2, 1]], [23, [16, 8, -8, 1]], [53, [-6, 1]]], 'hecke_orbit': 57, 'hecke_orbit_code': 252201579166310758, 'hecke_ring_generator_nbound': 11, 'hecke_ring_index': 4, 'hecke_ring_index_factorization': [[2, 2]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '8550.2.a.ce', 'level': 8550, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 5, 19], 'level_radical': 570, 'minimal_twist': '570.2.d.c', 'nf_label': '3.3.148.1', 'prim_orbit_index': 1, 'qexp_display': 'q-q^{2}+q^{4}+\\beta _{2}q^{7}-q^{8}+(-3-\\beta _{1}+\\cdots)q^{11}+\\cdots', 'related_objects': [], 'relative_dim': 3, 'rm_discs': [], 'sato_tate_group': '1.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '8550.2.a', 'trace_display': [-3, 0, 0, 0], 'trace_hash': 1259695063084480714, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.031', 'prec': 17}, {'__RealLiteral__': 0, 'data': 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mf_hecke_nf • Show schema
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'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1, 1], 'hecke_ring_inverse_denominators': [1, 2, 2], 'hecke_ring_inverse_numerators': [[1, 0, 0], [1, 1, 0], [5, 1, 1]], 'hecke_ring_numerators': [[1, 0, 0], [-1, 2, 0], [-4, -2, 2]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 3, 'label': '8550.2.a.ce', 'level': 8550, 'maxp': 3593, 'weight': 2}
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mf_newspaces • Show schema
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{'AL_dims': [[[[2, -1], [3, -1], [5, -1], [19, -1]], 9, 4], [[[2, -1], [3, 1], [5, 1], [19, -1]], 6, 3], [[[2, -1], [3, 1], [5, 1], [19, 1]], 7, 4], [[[2, 1], [3, 1], [5, -1], [19, -1]], 9, 2], [[[2, 1], [3, -1], [5, -1], [19, 1]], 10, 6], [[[2, 1], [3, 1], [5, -1], [19, 1]], 7, 2], [[[2, -1], [3, 1], [5, -1], [19, 1]], 7, 2], [[[2, 1], [3, 1], [5, 1], [19, 1]], 7, 4], [[[2, -1], [3, 1], [5, -1], [19, -1]], 9, 2], [[[2, 1], [3, 1], [5, 1], [19, -1]], 6, 3], [[[2, 1], [3, -1], [5, -1], [19, -1]], 12, 5], [[[2, 1], [3, -1], [5, 1], [19, -1]], 8, 7], [[[2, -1], [3, -1], [5, 1], [19, -1]], 13, 10], [[[2, 1], [3, -1], [5, 1], [19, 1]], 12, 8], [[[2, -1], [3, -1], [5, -1], [19, 1]], 13, 7], [[[2, -1], [3, -1], [5, 1], [19, 1]], 8, 7]], 'ALdims': [7, 6, 7, 9, 12, 8, 10, 12, 7, 6, 7, 9, 8, 13, 13, 9], 'Nk2': 34200, 'analytic_conductor': 68.27209372819473, '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': [8550, 1, [1901, 1027, 1351], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 1753, 'dim': 143, 'eis_dim': 95, 'eis_new_dim': 0, 'hecke_cutter_primes': [7, 11, 13, 17, 23, 53], 'hecke_orbit_code': 33562982, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 4, 4, 6, 6], 'label': '8550.2.a', 'level': 8550, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 5, 19], 'level_radical': 570, 'mf_dim': 1848, 'mf_new_dim': 143, 'num_forms': 76, 'plus_dim': 64, 'prim_orbit_index': 1, 'relative_dim': 143, 'sturm_bound': 3600, 'trace_bound': 23, 'trace_display': [1, 0, 0, -2], 'traces': [143, 1, 0, 143, 0, 0, -2, 1, 0, 0, -12, 0, -2, -4, 0, 143, 4, 0, 1, 0, 0, -4, 6, 0, 0, -12, 0, -2, -18, 0, 12, 1, 0, -22, 0, 0, 34, 3, 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-482, 0, 0, 184, 0, -92, -800, 0, 198, 416, 0, -76, 0, 0, -548, 20, 0, 0, 454, 0, 64, -674, 0, -92, -298, 0, -298, 0, 0, 202, -640, 0, 0, 508, 0, 64, 416, 0, -28, 48, 0, -172, 0, 0, -642, -252, 0, 0, -574, 0, 574, -4, 0, 488, 256, 0, -636, 0, 0, 50, -46, 0, 0, -92, 0, 164, 84, 0, -120], 'weight': 2, 'weight_parity': 1}
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mf_twists_nf • Show schema
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id: 1396192
{'conductor': 15, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 57, 'source_is_minimal': False, 'source_label': '8550.2.a.ce', 'source_level': 8550, 'target_char_orbit': 4, 'target_dim': 6, 'target_hecke_orbit': 3, 'target_is_minimal': True, 'target_label': '570.2.d.c', 'target_level': 570, 'twist_class_label': '570.2.d.c', 'twist_class_level': 570, 'twisting_char_label': '15.e', 'twisting_char_orbit': 5, 'weight': 2}
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id: 1396193
{'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 57, 'source_is_minimal': False, 'source_label': '8550.2.a.ce', 'source_level': 8550, 'target_char_orbit': 4, 'target_dim': 6, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '1710.2.d.f', 'target_level': 1710, 'twist_class_label': '570.2.d.c', 'twist_class_level': 570, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 2}
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id: 1396194
{'conductor': 15, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 57, 'source_is_minimal': False, 'source_label': '8550.2.a.ce', 'source_level': 8550, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 38, 'target_is_minimal': False, 'target_label': '2850.2.a.bl', 'target_level': 2850, 'twist_class_label': '570.2.d.c', 'twist_class_level': 570, 'twisting_char_label': '15.d', 'twisting_char_orbit': 4, 'weight': 2}
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id: 1396195
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 57, 'source_is_minimal': False, 'source_label': '8550.2.a.ce', 'source_level': 8550, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 39, 'target_is_minimal': False, 'target_label': '2850.2.a.bm', 'target_level': 2850, 'twist_class_label': '570.2.d.c', 'twist_class_level': 570, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 2}
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id: 1396196
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 57, 'source_is_minimal': False, 'source_label': '8550.2.a.ce', 'source_level': 8550, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 57, 'target_is_minimal': False, 'target_label': '8550.2.a.ce', 'target_level': 8550, 'twist_class_label': '570.2.d.c', 'twist_class_level': 570, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 2}
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id: 1396197
{'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 57, 'source_is_minimal': False, 'source_label': '8550.2.a.ce', 'source_level': 8550, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 69, 'target_is_minimal': False, 'target_label': '8550.2.a.cq', 'target_level': 8550, 'twist_class_label': '570.2.d.c', 'twist_class_level': 570, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 2}
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mf_hecke_charpolys • Show schema
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id: 4786325
{'charpoly_factorization': [[[1, 1], 3]], 'hecke_orbit_code': 252201579166310758, 'p': 2}
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id: 4786326
{'charpoly_factorization': [[[0, 1], 3]], 'hecke_orbit_code': 252201579166310758, 'p': 3}
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id: 4786327
{'charpoly_factorization': [[[0, 1], 3]], 'hecke_orbit_code': 252201579166310758, 'p': 5}
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id: 4786328
{'charpoly_factorization': [[[16, -16, 0, 1], 1]], 'hecke_orbit_code': 252201579166310758, 'p': 7}
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id: 4786329
{'charpoly_factorization': [[[-16, 8, 8, 1], 1]], 'hecke_orbit_code': 252201579166310758, 'p': 11}
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id: 4786330
{'charpoly_factorization': [[[32, -16, -4, 1], 1]], 'hecke_orbit_code': 252201579166310758, 'p': 13}
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id: 4786331
{'charpoly_factorization': [[[-8, -20, 2, 1], 1]], 'hecke_orbit_code': 252201579166310758, 'p': 17}
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id: 4786332
{'charpoly_factorization': [[[-1, 1], 3]], 'hecke_orbit_code': 252201579166310758, 'p': 19}
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id: 4786333
{'charpoly_factorization': [[[16, 8, -8, 1], 1]], 'hecke_orbit_code': 252201579166310758, 'p': 23}
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id: 4786334
{'charpoly_factorization': [[[-8, 20, 10, 1], 1]], 'hecke_orbit_code': 252201579166310758, 'p': 29}
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id: 4786335
{'charpoly_factorization': [[[16, -16, 0, 1], 1]], 'hecke_orbit_code': 252201579166310758, 'p': 31}
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id: 4786336
{'charpoly_factorization': [[[32, -16, -4, 1], 1]], 'hecke_orbit_code': 252201579166310758, 'p': 37}
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id: 4786337
{'charpoly_factorization': [[[-400, -80, 4, 1], 1]], 'hecke_orbit_code': 252201579166310758, 'p': 41}
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id: 4786338
{'charpoly_factorization': [[[-760, -124, 6, 1], 1]], 'hecke_orbit_code': 252201579166310758, 'p': 43}
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id: 4786339
{'charpoly_factorization': [[[-16, 8, 8, 1], 1]], 'hecke_orbit_code': 252201579166310758, 'p': 47}
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id: 4786340
{'charpoly_factorization': [[[-6, 1], 3]], 'hecke_orbit_code': 252201579166310758, 'p': 53}
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id: 4786341
{'charpoly_factorization': [[[-8, -4, 10, 1], 1]], 'hecke_orbit_code': 252201579166310758, 'p': 59}
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id: 4786342
{'charpoly_factorization': [[[152, 12, -14, 1], 1]], 'hecke_orbit_code': 252201579166310758, 'p': 61}
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id: 4786343
{'charpoly_factorization': [[[320, 48, -20, 1], 1]], 'hecke_orbit_code': 252201579166310758, 'p': 67}
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id: 4786344
{'charpoly_factorization': [[[-320, 48, 20, 1], 1]], 'hecke_orbit_code': 252201579166310758, 'p': 71}
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id: 4786345
{'charpoly_factorization': [[[256, -64, -8, 1], 1]], 'hecke_orbit_code': 252201579166310758, 'p': 73}
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id: 4786346
{'charpoly_factorization': [[[-16, -16, 0, 1], 1]], 'hecke_orbit_code': 252201579166310758, 'p': 79}
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id: 4786347
{'charpoly_factorization': [[[160, -176, -4, 1], 1]], 'hecke_orbit_code': 252201579166310758, 'p': 83}
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id: 4786348
{'charpoly_factorization': [[[400, 176, 24, 1], 1]], 'hecke_orbit_code': 252201579166310758, 'p': 89}
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id: 4786349
{'charpoly_factorization': [[[-296, 148, -22, 1], 1]], 'hecke_orbit_code': 252201579166310758, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 57, 'label': '8550.2.a.ce', 'level': 8550, 'portrait': 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', 'weight': 2}
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mf_hecke_traces • Show schema
Hide schema
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id: 278883000
{'hecke_orbit_code': 252201579166310758, 'n': 1, 'trace_an': 3}
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id: 278883001
{'hecke_orbit_code': 252201579166310758, 'n': 2, 'trace_an': -3}
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id: 278883002
{'hecke_orbit_code': 252201579166310758, 'n': 3, 'trace_an': 0}
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id: 278883003
{'hecke_orbit_code': 252201579166310758, 'n': 4, 'trace_an': 3}
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id: 278883004
{'hecke_orbit_code': 252201579166310758, 'n': 5, 'trace_an': 0}
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id: 278883005
{'hecke_orbit_code': 252201579166310758, 'n': 6, 'trace_an': 0}
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id: 278883006
{'hecke_orbit_code': 252201579166310758, 'n': 7, 'trace_an': 0}
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id: 278883007
{'hecke_orbit_code': 252201579166310758, 'n': 8, 'trace_an': -3}
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id: 278883008
{'hecke_orbit_code': 252201579166310758, 'n': 9, 'trace_an': 0}
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id: 278883009
{'hecke_orbit_code': 252201579166310758, 'n': 10, 'trace_an': 0}
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id: 278883010
{'hecke_orbit_code': 252201579166310758, 'n': 11, 'trace_an': -8}
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id: 278883011
{'hecke_orbit_code': 252201579166310758, 'n': 12, 'trace_an': 0}
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id: 278883012
{'hecke_orbit_code': 252201579166310758, 'n': 13, 'trace_an': 4}
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id: 278883013
{'hecke_orbit_code': 252201579166310758, 'n': 14, 'trace_an': 0}
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id: 278883014
{'hecke_orbit_code': 252201579166310758, 'n': 15, 'trace_an': 0}
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id: 278883015
{'hecke_orbit_code': 252201579166310758, 'n': 16, 'trace_an': 3}
-
id: 278883016
{'hecke_orbit_code': 252201579166310758, 'n': 17, 'trace_an': -2}
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-
id: 278883999
{'hecke_orbit_code': 252201579166310758, 'n': 1000, 'trace_an': 0}