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mf_newforms • Show schema
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{'Nk2': 2280, 'analytic_conductor': 4.551472915212982, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 19, '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': [570, 3, [191, 457, 211], [3, 3, 1]], 'cm_discs': [], 'conrey_index': 121, 'conrey_indexes': [121, 391], '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, [-3, 1]], [11, [-1, 1]]], 'hecke_orbit': 3, 'hecke_orbit_code': 9007749044109882, 'hecke_ring_generator_nbound': 2, '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, 19, 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': '570.2.i.c', 'level': 570, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 3, 5, 19], 'level_radical': 570, 'minimal_twist': '570.2.i.c', 'nf_label': '2.0.3.1', 'prim_orbit_index': 3, 'qexp_display': 'q+(-1+\\zeta_{6})q^{2}+(1-\\zeta_{6})q^{3}-\\zeta_{6}q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '1.2.3.c3', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '570.2.i', 'trace_display': [-1, 1, 1, 6], 'trace_hash': 2080672341966797774, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.013', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.998', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '11.584', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '101.626', 'prec': 24}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.013', 'prec': 17}, 'traces': [2, -1, 1, -1, 1, 1, 6, 2, -1, 1, 2, -2, -2, -3, -1, -1, -2, 2, 1, -2, 3, -1, -1, 1, -1, 4, -2, -3, 0, 2, 8, -1, 1, -2, 3, -1, 18, 7, -4, 1, -1, 3, 10, -1, -2, 2, 0, 1, 4, 2, 2, -2, -3, 1, 1, 6, -7, 0, -12, -1, 2, -4, -3, 2, -4, 1, 2, 4, -2, 3, -8, -1, 12, -9, -2, -8, 6, 2, -14, 1, -1, -1, 12, -6, 2, 10, 0, 2, 5, 1, -6, -1, 4, 0, -7, -2, -8, -2, -1, -1, 2, -4, -26, -2, -3, 6, -20, 1, 6, 1, 9, -3, 20, 8, -2, 0, -2, -12, -6, -1, -20, -4, 1, -4, -2, 6, 1, -1, -10, 2, -21, -2, 3, -4, -1, -2, -4, 1, 20, -6, 0, -8, -2, 2, 0, 12, 2, -9, 6, 1, -36, 1, 4, -3, 4, 2, -7, -14, -6, -2, -3, -1, 4, 2, -1, -6, -3, 3, 9, -4, -8, -20, -11, 0, -3, -1, 12, -10, -26, 1, 0, 12, 4, -1, 9, 4, -2, 0, -6, 8, -20, 1, -14, -8, -2, -2, 10, 2, 18, -1, 4, -4, 0, 2, 1, 13, -1, 4, 1, 6, -23, -3, 8, 10, -10, -2, 24, 6, -12, -2, 8, 9, -3, -3, -1, -10, 56, -1, 28, 1, 3, 0, -6, -2, 0, 24, 14, -6, 24, 2, 10, 10, 1, 2, 2, -2, -16, 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mf_hecke_nf • Show schema
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{'an': [[1, 0], [-1, 1], [1, -1], [0, -1], [1, -1], [0, 1], [3, 0], [1, 0], [0, -1], [0, 1], [1, 0], [-1, 0], [0, -2], [-3, 3], [0, -1], [-1, 1], [-2, 2], [1, 0], [3, -5], [-1, 0], [3, -3], [-1, 1], [0, -1], [1, -1], [0, -1], [2, 0], [-1, 0], [0, -3], [0, 0], [1, 0], [4, 0], [0, -1], [1, -1], [0, -2], [3, -3], [-1, 1], [9, 0], [2, 3], [-2, 0], [1, -1], [-1, 1], [0, 3], [10, -10], [0, -1], [-1, 0], [1, 0], [0, 0], [0, 1], [2, 0], [1, 0], [0, 2], [-2, 2], [0, -3], [1, -1], [1, -1], [3, 0], [-2, -3], [0, 0], [-12, 12], [-1, 1], [0, 2], [-4, 4], [0, -3], [1, 0], [-2, 0], [0, 1], [0, 2], [2, 0], [-1, 0], [0, 3], [-8, 8], [0, -1], [12, -12], [-9, 9], [-1, 0], [-5, 2], [3, 0], [2, -2], [-14, 14], [0, 1], [-1, 1], [0, -1], [6, 0], [-3, 0], [0, 2], [0, 10], [0, 0], [1, 0], [0, 5], [1, -1], [0, -6], [-1, 1], [4, -4], [0, 0], [-2, -3], [-1, 0], [-8, 8], [-2, 2], [0, -1], [-1, 1]], 'ap': [[-1, 1], [1, -1], [1, -1], [3, 0], [1, 0], [0, -2], [-2, 2], [3, -5], [0, -1], [0, 0], [4, 0], [9, 0], [-1, 1], [10, -10], [0, 0], [0, -3], [-12, 12], [0, 2], [0, 2], [-8, 8], [12, -12], [-14, 14], [6, 0], [0, 5], [-8, 8], [0, 2], [-13, 0], [-10, 0], [6, -6], [10, 0], [0, 1], [-21, 21], [0, -4], [0, 20], [6, -6], [-18, 0], [-7, 7], [2, 0], [0, -3], [-11, 11], [-13, 0], [0, 0], [-10, 0], [-14, 14], [5, 0], [0, 18], [-23, 23], [-3, 3], [28, 0], [14, 0], [-6, 6], [12, 0], [0, 10], [0, -28], [0, -2], [25, -25], [14, -14], [-2, 2], [22, 0], [0, 21], [-2, 2], [1, 0], [-16, 16], [-16, 0], [0, 0], [0, -7], [13, 0], [-2, 2], [-18, 18], [26, 0], [26, 0], [-12, 12], [0, 0], [-37, 0], [16, 0], [24, -24], [0, -8], [15, -15], [2, -2], [0, -21], [-15, 0], [22, -22], [0, -38], [0, -16], [-30, 30], [0, -22], [-9, 0], [-18, 0], [-22, 22], [-25, 0], [32, 0], [0, -20], [-41, 0], [33, -33], [-15, 15], [0, 9], [0, -30], [6, 0], [0, 32], [0, -20], [0, -2], [0, -33], [28, 0], [31, 0], [-20, 0], [42, 0], [28, -28], [0, 44], [0, -34], [25, 0], [-5, 0], [11, -11], [0, -16], [13, 0], [0, 8], [-42, 42], [-14, 14], [-39, 0], [9, 0], [0, 15], [0, -4], [16, 0], [-39, 0], [6, 0], [23, 0], [42, -42], [0, -38], [-28, 28], [32, -32], [-35, 0], [-7, 7], [23, -23], [0, -32], [19, -19], [-45, 0], [0, -2], [0, 45], [32, 0], [15, 0], [34, 0], [0, 11], [0, 10], [0, -5], [0, 48], [-8, 0], [30, -30], [-38, 38], [40, -40], [0, 15], [17, 0], [1, -1], [-21, 0], [0, -2], [0, 12], [26, -26], [6, 0], [32, 0], [-39, 39], [0, -52], [0, 24], [-10, 10], [48, -48], [-4, 4], [-36, 36], [8, 0], [-41, 41], [20, -20], [0, 13]], 'char_orbit_index': 9, 'field_poly': [1, -1, 1], 'hecke_orbit_code': 9007749044109882, 'hecke_ring_character_values': [[191, [1, 0]], [457, [1, 0]], [211, [0, -1]]], 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 2, 'label': '570.2.i.c', 'level': 570, 'maxp': 997, 'weight': 2}
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mf_newspaces • Show schema
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{'Nk2': 2280, 'analytic_conductor': 4.551472915212982, 'char_conductor': 19, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 9, 'char_orbit_label': 'i', 'char_order': 3, 'char_parity': 1, 'char_values': [570, 3, [191, 457, 211], [3, 3, 1]], 'conrey_index': 121, 'cusp_dim': 224, 'dim': 32, 'eis_dim': 32, 'eis_new_dim': 0, 'hecke_cutter_primes': [7, 11], 'hecke_orbit_code': 549789368890, 'hecke_orbit_dims': [2, 2, 2, 2, 2, 4, 4, 4, 4, 6], 'label': '570.2.i', 'level': 570, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 3, 5, 19], 'level_radical': 570, 'mf_dim': 256, 'mf_new_dim': 32, 'num_forms': 10, 'prim_orbit_index': 3, 'relative_dim': 16, 'sturm_bound': 240, 'trace_bound': 11, 'trace_display': [0, -4, 0, -8], 'traces': [32, 0, -4, -16, 0, 0, -8, 0, -16, -4, -8, 8, -4, -12, 0, -16, 16, 0, -4, 0, 4, 0, -8, 0, -16, 0, 8, 4, -8, 0, 24, 0, -8, 8, 4, -16, 8, 0, -24, -4, 12, 8, 12, 4, 0, -24, 16, 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24, 8, -76, 8, -16, 164, 176, 4, -60, -8, 20, 40, -32, -64, 44, -72, -40, 8], 'weight': 2, 'weight_parity': 1}
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mf_twists_nf • Show schema
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id: 389201
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 9, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '570.2.i.c', 'source_level': 570, 'target_char_orbit': 9, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': True, 'target_label': '570.2.i.c', 'target_level': 570, 'twist_class_label': '570.2.i.c', 'twist_class_level': 570, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 2}
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id: 389202
{'conductor': 19, 'degree': 2, 'multiplicity': 1, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 9, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '570.2.i.c', 'source_level': 570, 'target_char_orbit': 9, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': True, 'target_label': '570.2.i.c', 'target_level': 570, 'twist_class_label': '570.2.i.c', 'twist_class_level': 570, 'twisting_char_label': '19.c', 'twisting_char_orbit': 3, 'weight': 2}
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id: 389203
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 9, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '570.2.i.c', 'source_level': 570, 'target_char_orbit': 12, 'target_dim': 2, 'target_hecke_orbit': 9, 'target_is_minimal': False, 'target_label': '1710.2.l.i', 'target_level': 1710, 'twist_class_label': '570.2.i.c', 'twist_class_level': 570, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 2}
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id: 389204
{'conductor': 57, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 9, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '570.2.i.c', 'source_level': 570, 'target_char_orbit': 12, 'target_dim': 2, 'target_hecke_orbit': 9, 'target_is_minimal': False, 'target_label': '1710.2.l.i', 'target_level': 1710, 'twist_class_label': '570.2.i.c', 'twist_class_level': 570, 'twisting_char_label': '57.h', 'twisting_char_orbit': 8, 'weight': 2}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 1059850
{'charpoly_factorization': [[[1, 1, 1], 1]], 'hecke_orbit_code': 9007749044109882, 'p': 2}
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id: 1059851
{'charpoly_factorization': [[[1, -1, 1], 1]], 'hecke_orbit_code': 9007749044109882, 'p': 3}
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id: 1059852
{'charpoly_factorization': [[[1, -1, 1], 1]], 'hecke_orbit_code': 9007749044109882, 'p': 5}
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id: 1059853
{'charpoly_factorization': [[[-3, 1], 2]], 'hecke_orbit_code': 9007749044109882, 'p': 7}
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id: 1059854
{'charpoly_factorization': [[[-1, 1], 2]], 'hecke_orbit_code': 9007749044109882, 'p': 11}
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id: 1059855
{'charpoly_factorization': [[[4, 2, 1], 1]], 'hecke_orbit_code': 9007749044109882, 'p': 13}
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id: 1059856
{'charpoly_factorization': [[[4, 2, 1], 1]], 'hecke_orbit_code': 9007749044109882, 'p': 17}
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id: 1059857
{'charpoly_factorization': [[[19, -1, 1], 1]], 'hecke_orbit_code': 9007749044109882, 'p': 19}
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id: 1059858
{'charpoly_factorization': [[[1, 1, 1], 1]], 'hecke_orbit_code': 9007749044109882, 'p': 23}
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id: 1059859
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 9007749044109882, 'p': 29}
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id: 1059860
{'charpoly_factorization': [[[-4, 1], 2]], 'hecke_orbit_code': 9007749044109882, 'p': 31}
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id: 1059861
{'charpoly_factorization': [[[-9, 1], 2]], 'hecke_orbit_code': 9007749044109882, 'p': 37}
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id: 1059862
{'charpoly_factorization': [[[1, 1, 1], 1]], 'hecke_orbit_code': 9007749044109882, 'p': 41}
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id: 1059863
{'charpoly_factorization': [[[100, -10, 1], 1]], 'hecke_orbit_code': 9007749044109882, 'p': 43}
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id: 1059864
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 9007749044109882, 'p': 47}
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id: 1059865
{'charpoly_factorization': [[[9, 3, 1], 1]], 'hecke_orbit_code': 9007749044109882, 'p': 53}
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id: 1059866
{'charpoly_factorization': [[[144, 12, 1], 1]], 'hecke_orbit_code': 9007749044109882, 'p': 59}
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id: 1059867
{'charpoly_factorization': [[[4, -2, 1], 1]], 'hecke_orbit_code': 9007749044109882, 'p': 61}
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id: 1059868
{'charpoly_factorization': [[[4, -2, 1], 1]], 'hecke_orbit_code': 9007749044109882, 'p': 67}
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id: 1059869
{'charpoly_factorization': [[[64, 8, 1], 1]], 'hecke_orbit_code': 9007749044109882, 'p': 71}
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id: 1059870
{'charpoly_factorization': [[[144, -12, 1], 1]], 'hecke_orbit_code': 9007749044109882, 'p': 73}
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id: 1059871
{'charpoly_factorization': [[[196, 14, 1], 1]], 'hecke_orbit_code': 9007749044109882, 'p': 79}
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id: 1059872
{'charpoly_factorization': [[[-6, 1], 2]], 'hecke_orbit_code': 9007749044109882, 'p': 83}
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id: 1059873
{'charpoly_factorization': [[[25, -5, 1], 1]], 'hecke_orbit_code': 9007749044109882, 'p': 89}
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id: 1059874
{'charpoly_factorization': [[[64, 8, 1], 1]], 'hecke_orbit_code': 9007749044109882, 'p': 97}
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 9, 'hecke_orbit': 3, 'label': '570.2.i.c', 'level': 570, 'portrait': 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', 'weight': 2}
-
mf_hecke_traces • Show schema
Hide schema
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id: 120764000
{'hecke_orbit_code': 9007749044109882, 'n': 1, 'trace_an': 2}
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id: 120764001
{'hecke_orbit_code': 9007749044109882, 'n': 2, 'trace_an': -1}
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id: 120764002
{'hecke_orbit_code': 9007749044109882, 'n': 3, 'trace_an': 1}
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id: 120764003
{'hecke_orbit_code': 9007749044109882, 'n': 4, 'trace_an': -1}
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id: 120764004
{'hecke_orbit_code': 9007749044109882, 'n': 5, 'trace_an': 1}
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id: 120764005
{'hecke_orbit_code': 9007749044109882, 'n': 6, 'trace_an': 1}
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id: 120764006
{'hecke_orbit_code': 9007749044109882, 'n': 7, 'trace_an': 6}
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id: 120764007
{'hecke_orbit_code': 9007749044109882, 'n': 8, 'trace_an': 2}
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id: 120764008
{'hecke_orbit_code': 9007749044109882, 'n': 9, 'trace_an': -1}
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id: 120764009
{'hecke_orbit_code': 9007749044109882, 'n': 10, 'trace_an': 1}
-
id: 120764010
{'hecke_orbit_code': 9007749044109882, 'n': 11, 'trace_an': 2}
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id: 120764011
{'hecke_orbit_code': 9007749044109882, 'n': 12, 'trace_an': -2}
-
id: 120764012
{'hecke_orbit_code': 9007749044109882, 'n': 13, 'trace_an': -2}
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id: 120764013
{'hecke_orbit_code': 9007749044109882, 'n': 14, 'trace_an': -3}
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id: 120764014
{'hecke_orbit_code': 9007749044109882, 'n': 15, 'trace_an': -1}
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