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mf_newforms • Show schema
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{'Nk2': 12936, 'analytic_conductor': 25.823620013682078, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [3, 1], [7, 1], [11, 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': [3234, 1, [1079, 199, 2059], [1, 1, 1]], 'cm_discs': [], 'conrey_indexes': [1], 'dim': 3, 'field_disc': 2700, 'field_disc_factorization': [[2, 2], [3, 3], [5, 2]], 'field_poly': [-20, -15, 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': [[5, [-20, -15, 0, 1]], [13, [0, 1]], [17, [139, -57, -3, 1]]], 'hecke_orbit': 32, 'hecke_orbit_code': 139611588482043042, 'hecke_ring_generator_nbound': 5, '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_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '3234.2.a.bf', 'level': 3234, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 7, 11], 'level_radical': 462, 'minimal_twist': '462.2.i.g', 'nf_label': '3.3.2700.1', 'prim_orbit_index': 1, 'qexp_display': 'q+q^{2}-q^{3}+q^{4}+\\beta _{1}q^{5}-q^{6}+q^{8}+\\cdots', 'related_objects': [], 'relative_dim': 3, 'rm_discs': [], 'sato_tate_group': '1.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '3234.2.a', 'trace_display': [3, -3, 0, 0], 'trace_hash': 189106164978488461, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.009', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.881', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': 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mf_hecke_nf • Show schema
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{'an': [[1, 0, 0], [1, 0, 0], [-1, 0, 0], [1, 0, 0], [0, 1, 0], [-1, 0, 0], [0, 0, 0], [1, 0, 0], [1, 0, 0], [0, 1, 0], [-1, 0, 0], [-1, 0, 0], [0, 0, 0], [0, 0, 0], [0, -1, 0], [1, 0, 0], [1, 0, 2], [1, 0, 0], [-3, 0, -1], [0, 1, 0], [0, 0, 0], [-1, 0, 0], [1, 1, -1], [-1, 0, 0], [5, 2, 1], [0, 0, 0], [-1, 0, 0], [0, 0, 0], [3, -2, -1], [0, -1, 0], [-2, 0, -2], [1, 0, 0], [1, 0, 0], [1, 0, 2], [0, 0, 0], [1, 0, 0], [7, 0, 1], [-3, 0, -1], [0, 0, 0], [0, 1, 0], [4, 2, -1], [0, 0, 0], [1, 0, 3], [-1, 0, 0], [0, 1, 0], [1, 1, -1], [1, -1, -1], [-1, 0, 0], [0, 0, 0], [5, 2, 1], [-1, 0, -2], [0, 0, 0], [8, 0, 0], [-1, 0, 0], [0, -1, 0], [0, 0, 0], [3, 0, 1], [3, -2, -1], [-3, -2, -1], [0, -1, 0], [-2, 1, 2], [-2, 0, -2], [0, 0, 0], [1, 0, 0], [0, 0, 0], [1, 0, 0], [2, 2, -1], [1, 0, 2], [-1, -1, 1], [0, 0, 0], [3, 0, -3], [1, 0, 0], [0, -2, 2], [7, 0, 1], [-5, -2, -1], [-3, 0, -1], [0, 0, 0], [0, 0, 0], [4, -1, 0], [0, 1, 0], [1, 0, 0], [4, 2, -1], [6, -2, 1], [0, 0, 0], [0, 3, -4], [1, 0, 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'hecke_ring_denominators': [1, 1, 1], 'hecke_ring_inverse_denominators': [1, 1, 1], 'hecke_ring_inverse_numerators': [[1, 0, 0], [0, 1, 0], [10, 2, 1]], 'hecke_ring_numerators': [[1, 0, 0], [0, 1, 0], [-10, -2, 1]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 3, 'label': '3234.2.a.bf', 'level': 3234, 'maxp': 2999, 'weight': 2}
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mf_newspaces • Show schema
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{'AL_dims': [[[[2, -1], [3, -1], [7, -1], [11, -1]], 1, 1], [[[2, 1], [3, -1], [7, 1], [11, 1]], 6, 3], [[[2, -1], [3, 1], [7, 1], [11, 1]], 5, 2], [[[2, 1], [3, 1], [7, -1], [11, -1]], 4, 3], [[[2, -1], [3, -1], [7, 1], [11, 1]], 2, 1], [[[2, -1], [3, 1], [7, -1], [11, -1]], 6, 4], [[[2, 1], [3, -1], [7, -1], [11, -1]], 5, 4], [[[2, -1], [3, -1], [7, 1], [11, -1]], 7, 2], [[[2, -1], [3, -1], [7, -1], [11, 1]], 7, 4], [[[2, 1], [3, -1], [7, 1], [11, -1]], 3, 2], [[[2, -1], [3, 1], [7, -1], [11, 1]], 3, 2], [[[2, 1], [3, 1], [7, 1], [11, 1]], 5, 2], [[[2, 1], [3, 1], [7, -1], [11, 1]], 4, 4], [[[2, -1], [3, 1], [7, 1], [11, -1]], 4, 1], [[[2, 1], [3, 1], [7, 1], [11, -1]], 4, 2], [[[2, 1], [3, -1], [7, -1], [11, 1]], 2, 2]], 'Nk2': 12936, 'analytic_conductor': 25.823620013682078, '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': [3234, 1, [1079, 199, 2059], [1, 1, 1]], 'conrey_indexes': [1], 'cusp_dim': 641, 'dim': 68, 'eis_dim': 63, 'eis_new_dim': 0, 'hecke_cutter_primes': [5, 13, 17], 'hecke_orbit_code': 33557666, '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, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 4, 4, 4, 4], 'label': '3234.2.a', 'level': 3234, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 7, 11], 'level_radical': 462, 'mf_dim': 704, 'mf_new_dim': 68, 'num_forms': 39, 'plus_dim': 24, 'prim_orbit_index': 1, 'relative_dim': 68, 'sturm_bound': 1344, 'trace_bound': 17, 'trace_display': [2, -2, 4, 0], 'traces': [68, 2, -2, 68, 4, 0, 0, 2, 68, 4, 0, -2, 0, 0, 0, 68, 12, 2, -4, 4, 0, 2, -4, 0, 52, 16, -2, 0, -12, 0, -24, 2, -2, 0, 0, 68, 56, -4, 36, 4, 12, 0, 12, 0, 4, 0, 12, -2, 0, 62, -8, 0, 60, 0, 0, 0, 44, 64, -8, 0, 24, 16, 0, 68, 72, -4, 40, 12, -4, 0, 4, 2, 24, 68, -6, -4, 0, -20, 52, 4, 68, -8, 16, 0, 56, -20, -8, 2, 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mf_twists_nf • Show schema
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id: 1068461
{'conductor': 7, 'degree': 2, 'multiplicity': 2, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 32, 'source_is_minimal': False, 'source_label': '3234.2.a.bf', 'source_level': 3234, 'target_char_orbit': 9, 'target_dim': 6, 'target_hecke_orbit': 7, 'target_is_minimal': True, 'target_label': '462.2.i.g', 'target_level': 462, 'twist_class_label': '462.2.i.g', 'twist_class_level': 462, 'twisting_char_label': '7.c', 'twisting_char_orbit': 3, 'weight': 2}
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id: 1068462
{'conductor': 21, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 32, 'source_is_minimal': False, 'source_label': '3234.2.a.bf', 'source_level': 3234, 'target_char_orbit': 11, 'target_dim': 6, 'target_hecke_orbit': 22, 'target_is_minimal': False, 'target_label': '1386.2.k.v', 'target_level': 1386, 'twist_class_label': '462.2.i.g', 'twist_class_level': 462, 'twisting_char_label': '21.h', 'twisting_char_orbit': 8, 'weight': 2}
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id: 1068463
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 32, 'source_is_minimal': False, 'source_label': '3234.2.a.bf', 'source_level': 3234, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 32, 'target_is_minimal': False, 'target_label': '3234.2.a.bf', 'target_level': 3234, 'twist_class_label': '462.2.i.g', 'twist_class_level': 462, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 2}
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id: 1068464
{'conductor': 7, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 32, 'source_is_minimal': False, 'source_label': '3234.2.a.bf', 'source_level': 3234, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 34, 'target_is_minimal': False, 'target_label': '3234.2.a.bh', 'target_level': 3234, 'twist_class_label': '462.2.i.g', 'twist_class_level': 462, 'twisting_char_label': '7.b', 'twisting_char_orbit': 2, 'weight': 2}
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id: 1068465
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 32, 'source_is_minimal': False, 'source_label': '3234.2.a.bf', 'source_level': 3234, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 100, 'target_is_minimal': False, 'target_label': '9702.2.a.dv', 'target_level': 9702, 'twist_class_label': '462.2.i.g', 'twist_class_level': 462, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 2}
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id: 1068466
{'conductor': 21, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 32, 'source_is_minimal': False, 'source_label': '3234.2.a.bf', 'source_level': 3234, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 101, 'target_is_minimal': False, 'target_label': '9702.2.a.dw', 'target_level': 9702, 'twist_class_label': '462.2.i.g', 'twist_class_level': 462, 'twisting_char_label': '21.c', 'twisting_char_orbit': 3, 'weight': 2}
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mf_hecke_charpolys • Show schema
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id: 3069375
{'charpoly_factorization': [[[-1, 1], 3]], 'hecke_orbit_code': 139611588482043042, 'p': 2}
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id: 3069376
{'charpoly_factorization': [[[1, 1], 3]], 'hecke_orbit_code': 139611588482043042, 'p': 3}
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id: 3069377
{'charpoly_factorization': [[[-20, -15, 0, 1], 1]], 'hecke_orbit_code': 139611588482043042, 'p': 5}
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id: 3069378
{'charpoly_factorization': [[[0, 1], 3]], 'hecke_orbit_code': 139611588482043042, 'p': 7}
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id: 3069379
{'charpoly_factorization': [[[1, 1], 3]], 'hecke_orbit_code': 139611588482043042, 'p': 11}
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id: 3069380
{'charpoly_factorization': [[[0, 1], 3]], 'hecke_orbit_code': 139611588482043042, 'p': 13}
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id: 3069381
{'charpoly_factorization': [[[139, -57, -3, 1], 1]], 'hecke_orbit_code': 139611588482043042, 'p': 17}
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id: 3069382
{'charpoly_factorization': [[[-28, 12, 9, 1], 1]], 'hecke_orbit_code': 139611588482043042, 'p': 19}
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id: 3069383
{'charpoly_factorization': [[[89, -27, -3, 1], 1]], 'hecke_orbit_code': 139611588482043042, 'p': 23}
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id: 3069384
{'charpoly_factorization': [[[348, -48, -9, 1], 1]], 'hecke_orbit_code': 139611588482043042, 'p': 29}
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id: 3069385
{'charpoly_factorization': [[[-192, -48, 6, 1], 1]], 'hecke_orbit_code': 139611588482043042, 'p': 31}
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id: 3069386
{'charpoly_factorization': [[[-228, 132, -21, 1], 1]], 'hecke_orbit_code': 139611588482043042, 'p': 37}
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id: 3069387
{'charpoly_factorization': [[[306, -27, -12, 1], 1]], 'hecke_orbit_code': 139611588482043042, 'p': 41}
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id: 3069388
{'charpoly_factorization': [[[404, -132, -3, 1], 1]], 'hecke_orbit_code': 139611588482043042, 'p': 43}
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id: 3069389
{'charpoly_factorization': [[[9, -27, -3, 1], 1]], 'hecke_orbit_code': 139611588482043042, 'p': 47}
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id: 3069390
{'charpoly_factorization': [[[-8, 1], 3]], 'hecke_orbit_code': 139611588482043042, 'p': 53}
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id: 3069391
{'charpoly_factorization': [[[-48, -48, 9, 1], 1]], 'hecke_orbit_code': 139611588482043042, 'p': 59}
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id: 3069392
{'charpoly_factorization': [[[98, -63, 6, 1], 1]], 'hecke_orbit_code': 139611588482043042, 'p': 61}
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id: 3069393
{'charpoly_factorization': [[[212, -63, -6, 1], 1]], 'hecke_orbit_code': 139611588482043042, 'p': 67}
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id: 3069394
{'charpoly_factorization': [[[108, -108, -9, 1], 1]], 'hecke_orbit_code': 139611588482043042, 'p': 71}
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id: 3069395
{'charpoly_factorization': [[[-480, -120, 0, 1], 1]], 'hecke_orbit_code': 139611588482043042, 'p': 73}
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id: 3069396
{'charpoly_factorization': [[[16, 33, -12, 1], 1]], 'hecke_orbit_code': 139611588482043042, 'p': 79}
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id: 3069397
{'charpoly_factorization': [[[164, 33, -18, 1], 1]], 'hecke_orbit_code': 139611588482043042, 'p': 83}
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id: 3069398
{'charpoly_factorization': [[[-16, -12, 12, 1], 1]], 'hecke_orbit_code': 139611588482043042, 'p': 89}
-
id: 3069399
{'charpoly_factorization': [[[-7, 1], 3]], 'hecke_orbit_code': 139611588482043042, 'p': 97}
-
mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 32, 'label': '3234.2.a.bf', 'level': 3234, 'portrait': 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', 'weight': 2}
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mf_hecke_traces • Show schema
Hide schema
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id: 266514000
{'hecke_orbit_code': 139611588482043042, 'n': 1, 'trace_an': 3}
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id: 266514001
{'hecke_orbit_code': 139611588482043042, 'n': 2, 'trace_an': 3}
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id: 266514002
{'hecke_orbit_code': 139611588482043042, 'n': 3, 'trace_an': -3}
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id: 266514003
{'hecke_orbit_code': 139611588482043042, 'n': 4, 'trace_an': 3}
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id: 266514004
{'hecke_orbit_code': 139611588482043042, 'n': 5, 'trace_an': 0}
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id: 266514005
{'hecke_orbit_code': 139611588482043042, 'n': 6, 'trace_an': -3}
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id: 266514006
{'hecke_orbit_code': 139611588482043042, 'n': 7, 'trace_an': 0}
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id: 266514999
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