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{'Nk2': 15000, 'analytic_conductor': 29.943900757980145, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [3, -1], [5, 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': [3750, 1, [2501, 3127], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 2, 'field_disc': 5, 'field_disc_factorization': [[5, 1]], 'field_poly': [-1, -1, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': True, 'field_poly_root_of_unity': 10, 'fricke_eigenval': 1, 'has_non_self_twist': 0, 'hecke_cutters': [[7, [2, 1]]], 'hecke_orbit': 7, 'hecke_orbit_code': 27021597797781158, 'hecke_ring_generator_nbound': 13, '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': '3750.2.a.g', 'level': 3750, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 5], 'level_radical': 30, 'minimal_twist': '150.2.g.b', 'nf_label': '2.2.5.1', 'prim_orbit_index': 1, 'qexp_display': 'q+q^{2}+q^{3}+q^{4}+q^{6}-2q^{7}+q^{8}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '1.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '3750.2.a', 'trace_display': [2, 2, 0, -4], 'trace_hash': 2194119999195010118, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.008', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.974', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.047', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.919', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 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'weight': 2, 'weight_parity': 1}
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mf_hecke_nf • Show schema
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{'an': [[1, 0], [1, 0], [1, 0], [1, 0], [0, 0], [1, 0], [-2, 0], [1, 0], [1, 0], [0, 0], [-2, -2], [1, 0], [0, 3], [-2, 0], [0, 0], [1, 0], [-3, -3], [1, 0], [-6, 2], [0, 0], [-2, 0], [-2, -2], [-6, 0], [1, 0], [0, 0], [0, 3], [1, 0], [-2, 0], [-3, 1], [0, 0], [-6, 6], [1, 0], [-2, -2], [-3, -3], [0, 0], [1, 0], [7, -3], [-6, 2], [0, 3], [0, 0], [2, -5], [-2, 0], [-2, 2], [-2, -2], [0, 0], [-6, 0], [-8, 2], [1, 0], [-3, 0], [0, 0], [-3, -3], [0, 3], [6, -9], [1, 0], [0, 0], [-2, 0], [-6, 2], [-3, 1], [-4, 8], [0, 0], [-4, -3], [-6, 6], [-2, 0], [1, 0], [0, 0], [-2, -2], [0, 6], [-3, -3], [-6, 0], [0, 0], [2, -10], [1, 0], [8, -3], [7, -3], [0, 0], [-6, 2], [4, 4], [0, 3], [0, 0], [0, 0], [1, 0], [2, -5], [-6, 0], [-2, 0], [0, 0], [-2, 2], [-3, 1], [-2, -2], [3, -1], [0, 0], [0, -6], [-6, 0], [-6, 6], [-8, 2], [0, 0], [1, 0], [9, 3], [-3, 0], [-2, -2], [0, 0]], 'ap': [[1, 0], [1, 0], [0, 0], [-2, 0], [-2, -2], [0, 3], [-3, -3], [-6, 2], [-6, 0], [-3, 1], [-6, 6], [7, -3], [2, -5], [-2, 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mf_newspaces • Show schema
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{'AL_dims': [[[[2, 1], [3, -1], [5, 1]], 10, 3], [[[2, -1], [3, -1], [5, -1]], 14, 3], [[[2, 1], [3, -1], [5, -1]], 10, 3], [[[2, -1], [3, 1], [5, 1]], 12, 4], [[[2, -1], [3, 1], [5, -1]], 8, 2], [[[2, 1], [3, 1], [5, -1]], 12, 2], [[[2, 1], [3, 1], [5, 1]], 8, 3], [[[2, -1], [3, -1], [5, 1]], 6, 2]], 'ALdims': [8, 12, 10, 10, 12, 8, 6, 14], 'Nk2': 15000, 'analytic_conductor': 29.943900757980145, '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': [3750, 1, [2501, 3127], [1, 1]], 'conrey_index': 1, 'cusp_dim': 691, 'dim': 80, 'eis_dim': 119, 'eis_new_dim': 0, 'hecke_cutter_primes': [7], 'hecke_orbit_code': 33558182, 'hecke_orbit_dims': [2, 2, 2, 2, 2, 2, 2, 2, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 8, 8], 'label': '3750.2.a', 'level': 3750, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 5], 'level_radical': 30, 'mf_dim': 810, 'mf_new_dim': 80, 'num_forms': 22, 'plus_dim': 32, 'prim_orbit_index': 1, 'relative_dim': 80, 'sturm_bound': 1500, 'trace_bound': 11, 'trace_display': [0, 0, 0, 0], 'traces': [80, 0, 0, 80, 0, 0, 0, 0, 80, 0, 0, 0, 0, 0, 0, 80, 0, 0, -20, 0, -20, 0, 0, 0, 0, 20, 0, 0, 20, 0, -20, 0, 0, 20, 0, 80, 0, 0, -20, 0, 20, 0, 0, 0, 0, 0, 0, 0, 60, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 80, 0, 0, 0, 0, 0, 0, 0, 0, 0, 20, 0, -20, 0, 0, -20, 0, 80, 0, 0, -20, 0, 0, 0, 0, 20, 0, -40, 0, 0, 0, 0, 0, 0, 0, 0, 0, 20, 0, 0, 20, 0, 20, 0, 0, 0, 0, -20, 0, 0, 0, 0, 20, 0, 0, 80, 0, 160, 0, 0, -20, 0, 0, 0, 0, -20, 0, 80, 0, 0, 0, 0, 20, 0, 0, 60, 0, 0, 0, 0, 80, 0, 20, 0, 0, 100, 0, 20, 0, 0, 40, 0, -20, 0, 0, 40, 0, 80, 0, 0, 20, 0, 40, 0, 0, 80, 0, -20, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 40, 0, 0, -20, 0, 80, 0, 0, 20, 0, 60, 0, 0, 20, 0, -20, 0, 0, 0, 0, 0, 0, 0, 80, 0, -20, 0, 0, 40, 0, 0, 0, 0, -20, 0, 40, 0, 0, 0, 0, 20, 0, 0, 80, 0, 40, 0, 0, 20, 0, 0, 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mf_twists_nf • Show schema
Hide schema
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id: 1145408
{'conductor': 25, 'degree': 4, 'multiplicity': 2, 'order': 10, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '3750.2.a.g', 'source_level': 3750, 'target_char_orbit': 7, 'target_dim': 4, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '150.2.g.b', 'target_level': 150, 'twist_class_label': '150.2.g.b', 'twist_class_level': 150, 'twisting_char_label': '25.e', 'twisting_char_orbit': 5, 'weight': 2}
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id: 1145409
{'conductor': 75, 'degree': 4, 'multiplicity': 2, 'order': 10, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '3750.2.a.g', 'source_level': 3750, 'target_char_orbit': 8, 'target_dim': 4, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '450.2.h.b', 'target_level': 450, 'twist_class_label': '150.2.g.b', 'twist_class_level': 150, 'twisting_char_label': '75.h', 'twisting_char_orbit': 8, 'weight': 2}
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id: 1145410
{'conductor': 25, 'degree': 4, 'multiplicity': 2, 'order': 5, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '3750.2.a.g', 'source_level': 3750, 'target_char_orbit': 7, 'target_dim': 4, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '750.2.g.a', 'target_level': 750, 'twist_class_label': '150.2.g.b', 'twist_class_level': 150, 'twisting_char_label': '25.d', 'twisting_char_orbit': 4, 'weight': 2}
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id: 1145411
{'conductor': 25, 'degree': 8, 'multiplicity': 4, 'order': 20, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '3750.2.a.g', 'source_level': 3750, 'target_char_orbit': 8, 'target_dim': 8, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '750.2.h.a', 'target_level': 750, 'twist_class_label': '150.2.g.b', 'twist_class_level': 150, 'twisting_char_label': '25.f', 'twisting_char_orbit': 6, 'weight': 2}
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id: 1145412
{'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '3750.2.a.g', 'source_level': 3750, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '3750.2.a.b', 'target_level': 3750, 'twist_class_label': '150.2.g.b', 'twist_class_level': 150, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 2}
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id: 1145413
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '3750.2.a.g', 'source_level': 3750, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '3750.2.a.g', 'target_level': 3750, 'twist_class_label': '150.2.g.b', 'twist_class_level': 150, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 2}
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id: 1145414
{'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '3750.2.a.g', 'source_level': 3750, 'target_char_orbit': 3, 'target_dim': 4, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '3750.2.c.c', 'target_level': 3750, 'twist_class_label': '150.2.g.b', 'twist_class_level': 150, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 2}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 3339850
{'charpoly_factorization': [[[-1, 1], 2]], 'hecke_orbit_code': 27021597797781158, 'p': 2}
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id: 3339851
{'charpoly_factorization': [[[-1, 1], 2]], 'hecke_orbit_code': 27021597797781158, 'p': 3}
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id: 3339852
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 27021597797781158, 'p': 5}
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id: 3339853
{'charpoly_factorization': [[[2, 1], 2]], 'hecke_orbit_code': 27021597797781158, 'p': 7}
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id: 3339854
{'charpoly_factorization': [[[4, 6, 1], 1]], 'hecke_orbit_code': 27021597797781158, 'p': 11}
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id: 3339855
{'charpoly_factorization': [[[-9, -3, 1], 1]], 'hecke_orbit_code': 27021597797781158, 'p': 13}
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id: 3339856
{'charpoly_factorization': [[[9, 9, 1], 1]], 'hecke_orbit_code': 27021597797781158, 'p': 17}
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id: 3339857
{'charpoly_factorization': [[[20, 10, 1], 1]], 'hecke_orbit_code': 27021597797781158, 'p': 19}
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id: 3339858
{'charpoly_factorization': [[[6, 1], 2]], 'hecke_orbit_code': 27021597797781158, 'p': 23}
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id: 3339859
{'charpoly_factorization': [[[5, 5, 1], 1]], 'hecke_orbit_code': 27021597797781158, 'p': 29}
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id: 3339860
{'charpoly_factorization': [[[-36, 6, 1], 1]], 'hecke_orbit_code': 27021597797781158, 'p': 31}
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id: 3339861
{'charpoly_factorization': [[[19, -11, 1], 1]], 'hecke_orbit_code': 27021597797781158, 'p': 37}
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id: 3339862
{'charpoly_factorization': [[[-31, 1, 1], 1]], 'hecke_orbit_code': 27021597797781158, 'p': 41}
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id: 3339863
{'charpoly_factorization': [[[-4, 2, 1], 1]], 'hecke_orbit_code': 27021597797781158, 'p': 43}
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id: 3339864
{'charpoly_factorization': [[[44, 14, 1], 1]], 'hecke_orbit_code': 27021597797781158, 'p': 47}
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id: 3339865
{'charpoly_factorization': [[[-99, -3, 1], 1]], 'hecke_orbit_code': 27021597797781158, 'p': 53}
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id: 3339866
{'charpoly_factorization': [[[-80, 0, 1], 1]], 'hecke_orbit_code': 27021597797781158, 'p': 59}
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id: 3339867
{'charpoly_factorization': [[[19, 11, 1], 1]], 'hecke_orbit_code': 27021597797781158, 'p': 61}
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id: 3339868
{'charpoly_factorization': [[[-36, -6, 1], 1]], 'hecke_orbit_code': 27021597797781158, 'p': 67}
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id: 3339869
{'charpoly_factorization': [[[-116, 6, 1], 1]], 'hecke_orbit_code': 27021597797781158, 'p': 71}
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id: 3339870
{'charpoly_factorization': [[[31, -13, 1], 1]], 'hecke_orbit_code': 27021597797781158, 'p': 73}
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id: 3339871
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 27021597797781158, 'p': 79}
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id: 3339872
{'charpoly_factorization': [[[6, 1], 2]], 'hecke_orbit_code': 27021597797781158, 'p': 83}
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id: 3339873
{'charpoly_factorization': [[[5, -5, 1], 1]], 'hecke_orbit_code': 27021597797781158, 'p': 89}
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id: 3339874
{'charpoly_factorization': [[[99, -21, 1], 1]], 'hecke_orbit_code': 27021597797781158, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 7, 'label': '3750.2.a.g', 'level': 3750, 'portrait': 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', 'weight': 2}
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mf_hecke_traces • Show schema
Hide schema
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id: 176474000
{'hecke_orbit_code': 27021597797781158, 'n': 1, 'trace_an': 2}
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id: 176474001
{'hecke_orbit_code': 27021597797781158, 'n': 2, 'trace_an': 2}
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id: 176474002
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id: 176474999
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