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mf_newforms • Show schema
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{'Nk2': 3720, 'analytic_conductor': 7.426087387979075, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 31, 'char_degree': 2, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 9, 'char_orbit_label': 'i', 'char_order': 3, 'char_parity': 1, 'char_values': [930, 3, [311, 187, 871], [3, 3, 1]], 'cm_discs': [], 'conrey_index': 211, 'conrey_indexes': [211, 811], 'dim': 2, 'field_disc': -3, 'field_disc_factorization': [[-1, 1], [3, 1]], 'field_poly': [1, -1, 1], 'field_poly_is_cyclotomic': True, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 6, 'has_non_self_twist': 1, 'hecke_cutters': [[7, [1, -1, 1]], [11, [25, 5, 1]], [13, [16, 4, 1]]], 'hecke_orbit': 6, 'hecke_orbit_code': 22518547926221730, 'hecke_ring_generator_nbound': 3, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 31, 3, 1, 3, 0]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '930.2.i.f', 'level': 930, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 3, 5, 31], 'level_radical': 930, 'minimal_twist': '930.2.i.f', 'nf_label': '2.0.3.1', 'prim_orbit_index': 3, 'qexp_display': 'q+q^{2}+(-1+\\zeta_{6})q^{3}+q^{4}-\\zeta_{6}q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '1.2.3.c3', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '930.2.i', 'trace_display': [2, -1, -1, 1], 'trace_hash': 2256004316870515001, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.031', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.043', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.025', 'prec': 17}, {'__RealLiteral__': 0, 'data': '12.561', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 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mf_hecke_cc • Show schema
Hide schema
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'embedding_index': 1, 'embedding_m': 2, 'embedding_root_imag': 0.8660254037844386, 'embedding_root_real': 0.5, 'hecke_orbit': 6, 'hecke_orbit_code': 22518547926221730, 'label': '930.2.i.f.811.1', 'level': 930, 'weight': 2}
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mf_newspaces • Show schema
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{'Nk2': 3720, 'analytic_conductor': 7.426087387979075, 'char_conductor': 31, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 9, 'char_orbit_label': 'i', 'char_order': 3, 'char_parity': 1, 'char_values': [930, 3, [311, 187, 871], [3, 3, 1]], 'conrey_index': 211, 'cusp_dim': 368, 'dim': 40, 'eis_dim': 32, 'eis_new_dim': 0, 'hecke_cutter_primes': [7, 11, 13], 'hecke_orbit_code': 549789369250, 'hecke_orbit_dims': [2, 2, 2, 2, 2, 2, 2, 2, 2, 4, 4, 4, 4, 6], 'label': '930.2.i', 'level': 930, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 3, 5, 31], 'level_radical': 930, 'mf_dim': 400, 'mf_new_dim': 40, 'num_forms': 14, 'prim_orbit_index': 3, 'relative_dim': 20, 'sturm_bound': 384, 'trace_bound': 11, 'trace_display': [0, 0, 0, 0], 'traces': [40, 0, 0, 40, 0, 0, 0, 0, -20, 0, 8, 0, -24, 8, 0, 40, -8, 0, 0, 0, 0, 0, 64, 0, -20, 8, 0, 0, 16, 8, 0, 0, 32, 4, 32, -20, 8, 24, 0, 0, 0, -8, -32, 8, 0, 8, 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-192, 40, -96, 16, 24, -64, 88, 32, -88, 48, -96, -224, -240, 32, -64, 0, 176, 32, 72, 16, -64, 24, -28, 0], 'weight': 2, 'weight_parity': 1}
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mf_twists_cc • Show schema
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id: 45276153
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 811, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 22518547926221730, 'source_is_minimal': True, 'source_label': '930.2.i.f.811.1', 'source_level': 930, 'target_conrey_index': 811, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 22518547926221730, 'target_is_minimal': True, 'target_label': '930.2.i.f.811.1', 'target_level': 930, 'twist_class_label': '930.2.i.f.211.1', 'twist_class_level': 930, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 2}
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id: 45276154
{'conductor': 31, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 811, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 22518547926221730, 'source_is_minimal': True, 'source_label': '930.2.i.f.811.1', 'source_level': 930, 'target_conrey_index': 211, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 22518547926221730, 'target_is_minimal': True, 'target_label': '930.2.i.f.211.1', 'target_level': 930, 'twist_class_label': '930.2.i.f.211.1', 'twist_class_level': 930, 'twisting_char_label': '31.25', 'twisting_conrey_index': 25, 'weight': 2}
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mf_hecke_charpolys • Show schema
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id: 1502650
{'charpoly_factorization': [[[-1, 1], 2]], 'hecke_orbit_code': 22518547926221730, 'p': 2}
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id: 1502651
{'charpoly_factorization': [[[1, 1, 1], 1]], 'hecke_orbit_code': 22518547926221730, 'p': 3}
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id: 1502652
{'charpoly_factorization': [[[1, 1, 1], 1]], 'hecke_orbit_code': 22518547926221730, 'p': 5}
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id: 1502653
{'charpoly_factorization': [[[1, -1, 1], 1]], 'hecke_orbit_code': 22518547926221730, 'p': 7}
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id: 1502654
{'charpoly_factorization': [[[25, 5, 1], 1]], 'hecke_orbit_code': 22518547926221730, 'p': 11}
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id: 1502655
{'charpoly_factorization': [[[16, 4, 1], 1]], 'hecke_orbit_code': 22518547926221730, 'p': 13}
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id: 1502656
{'charpoly_factorization': [[[4, -2, 1], 1]], 'hecke_orbit_code': 22518547926221730, 'p': 17}
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id: 1502657
{'charpoly_factorization': [[[4, -2, 1], 1]], 'hecke_orbit_code': 22518547926221730, 'p': 19}
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id: 1502658
{'charpoly_factorization': [[[4, 1], 2]], 'hecke_orbit_code': 22518547926221730, 'p': 23}
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id: 1502659
{'charpoly_factorization': [[[-3, 1], 2]], 'hecke_orbit_code': 22518547926221730, 'p': 29}
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id: 1502660
{'charpoly_factorization': [[[31, -7, 1], 1]], 'hecke_orbit_code': 22518547926221730, 'p': 31}
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id: 1502661
{'charpoly_factorization': [[[16, -4, 1], 1]], 'hecke_orbit_code': 22518547926221730, 'p': 37}
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id: 1502662
{'charpoly_factorization': [[[16, 4, 1], 1]], 'hecke_orbit_code': 22518547926221730, 'p': 41}
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id: 1502663
{'charpoly_factorization': [[[16, -4, 1], 1]], 'hecke_orbit_code': 22518547926221730, 'p': 43}
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id: 1502664
{'charpoly_factorization': [[[-2, 1], 2]], 'hecke_orbit_code': 22518547926221730, 'p': 47}
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id: 1502665
{'charpoly_factorization': [[[9, 3, 1], 1]], 'hecke_orbit_code': 22518547926221730, 'p': 53}
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id: 1502666
{'charpoly_factorization': [[[9, 3, 1], 1]], 'hecke_orbit_code': 22518547926221730, 'p': 59}
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id: 1502667
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 22518547926221730, 'p': 61}
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id: 1502668
{'charpoly_factorization': [[[16, -4, 1], 1]], 'hecke_orbit_code': 22518547926221730, 'p': 67}
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id: 1502669
{'charpoly_factorization': [[[64, 8, 1], 1]], 'hecke_orbit_code': 22518547926221730, 'p': 71}
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id: 1502670
{'charpoly_factorization': [[[4, 2, 1], 1]], 'hecke_orbit_code': 22518547926221730, 'p': 73}
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id: 1502671
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 22518547926221730, 'p': 79}
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id: 1502672
{'charpoly_factorization': [[[81, 9, 1], 1]], 'hecke_orbit_code': 22518547926221730, 'p': 83}
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id: 1502673
{'charpoly_factorization': [[[-18, 1], 2]], 'hecke_orbit_code': 22518547926221730, 'p': 89}
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id: 1502674
{'charpoly_factorization': [[[1, 1], 2]], 'hecke_orbit_code': 22518547926221730, 'p': 97}
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 9, 'hecke_orbit': 6, 'label': '930.2.i.f', 'level': 930, 'portrait': 'data:image/png;base64,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', 'weight': 2}
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mf_hecke_traces • Show schema
Hide schema
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id: 172893000
{'hecke_orbit_code': 22518547926221730, 'n': 1, 'trace_an': 2}
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id: 172893001
{'hecke_orbit_code': 22518547926221730, 'n': 2, 'trace_an': 2}
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id: 172893002
{'hecke_orbit_code': 22518547926221730, 'n': 3, 'trace_an': -1}
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id: 172893003
{'hecke_orbit_code': 22518547926221730, 'n': 4, 'trace_an': 2}
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id: 172893004
{'hecke_orbit_code': 22518547926221730, 'n': 5, 'trace_an': -1}
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id: 172893005
{'hecke_orbit_code': 22518547926221730, 'n': 6, 'trace_an': -1}
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id: 172893006
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{'hecke_orbit_code': 22518547926221730, 'n': 982, 'trace_an': 15}
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id: 172893982
{'hecke_orbit_code': 22518547926221730, 'n': 983, 'trace_an': 34}
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id: 172893983
{'hecke_orbit_code': 22518547926221730, 'n': 984, 'trace_an': 8}
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id: 172893984
{'hecke_orbit_code': 22518547926221730, 'n': 985, 'trace_an': -26}
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id: 172893985
{'hecke_orbit_code': 22518547926221730, 'n': 986, 'trace_an': 6}
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id: 172893986
{'hecke_orbit_code': 22518547926221730, 'n': 987, 'trace_an': 2}
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id: 172893987
{'hecke_orbit_code': 22518547926221730, 'n': 988, 'trace_an': -16}
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id: 172893988
{'hecke_orbit_code': 22518547926221730, 'n': 989, 'trace_an': -16}
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id: 172893989
{'hecke_orbit_code': 22518547926221730, 'n': 990, 'trace_an': 10}
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id: 172893990
{'hecke_orbit_code': 22518547926221730, 'n': 991, 'trace_an': -88}
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id: 172893991
{'hecke_orbit_code': 22518547926221730, 'n': 992, 'trace_an': 7}
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id: 172893992
{'hecke_orbit_code': 22518547926221730, 'n': 993, 'trace_an': 8}
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id: 172893993
{'hecke_orbit_code': 22518547926221730, 'n': 994, 'trace_an': -16}
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id: 172893994
{'hecke_orbit_code': 22518547926221730, 'n': 995, 'trace_an': 5}
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id: 172893995
{'hecke_orbit_code': 22518547926221730, 'n': 996, 'trace_an': 18}
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id: 172893996
{'hecke_orbit_code': 22518547926221730, 'n': 997, 'trace_an': 12}
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id: 172893997
{'hecke_orbit_code': 22518547926221730, 'n': 998, 'trace_an': 32}
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id: 172893998
{'hecke_orbit_code': 22518547926221730, 'n': 999, 'trace_an': 4}
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id: 172893999
{'hecke_orbit_code': 22518547926221730, 'n': 1000, 'trace_an': 2}