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{'Nk2': 22500, 'analytic_conductor': 44.91585113697022, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[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': [5625, 1, [4376, 1252], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 8, 'field_disc': 5444000000, 'field_disc_factorization': [[2, 8], [5, 6], [1361, 1]], 'field_poly': [1, 12, 7, -30, -4, 20, -2, -4, 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': [[2, [1, 12, 7, -30, -4, 20, -2, -4, 1]], [7, [505, 1340, 1145, 160, -254, -108, 4, 8, 1]]], 'hecke_orbit': 30, 'hecke_orbit_code': 130604389227304441, 'hecke_ring_generator_nbound': 2, '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': '5625.2.a.bd', 'level': 5625, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [3, 5], 'level_radical': 15, 'minimal_twist': '75.2.i.a', 'nf_label': '8.8.5444000000.1', 'prim_orbit_index': 1, 'qexp_display': 'q+\\beta _{1}q^{2}+(\\beta _{1}+\\beta _{2})q^{4}+(-1-\\beta _{3}+\\cdots)q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 8, 'rm_discs': [], 'sato_tate_group': '1.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '5625.2.a', 'trace_display': [4, 0, 0, -8], 'trace_hash': 945862466662654970, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '6.987', 'prec': 17}, 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0, 0, -100, 0, -184, 12, 0, -66, -122, 0, -48, 0, 0, 12, -22, 0, 0, 28, 0, -24, -154, 0], 'weight': 2, 'weight_parity': 1}
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mf_hecke_nf • Show schema
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-14, 4], [-10, 15, -14, 8, -18, -2, -6, 6], [-30, 7, 2, -1, -19, -2, 3, 15], [-21, 11, 14, 8, 5, -11, 12, 7], [22, 7, -4, -1, 17, -5, 7, 1], [8, -16, 8, 8, 17, -1, 15, 18], [23, -3, 5, -1, 19, -7, -26, -9], [-22, -2, -18, 13, -20, -17, 16, 12], [14, -13, 16, -21, -11, -2, 2, -10], [11, 9, 20, -16, 23, 23, -4, -7], [16, 9, 18, -26, 10, 30, 2, -7], [-11, -8, -4, -2, 15, 10, -10, 0], [-17, 14, -3, 21, 3, -15, 10, 5], [-20, -8, -2, 16, -13, 2, 6, -6], [-18, 9, 2, -7, -25, -4, -15, 6], [-18, 0, 8, -8, 7, 11, -20, -11], [17, -12, 12, -2, -20, -8, -10, -6], [-22, 24, 4, 0, -26, 6, 0, -14], [-41, -5, -6, 4, -17, 11, 2, -11], [-19, -13, -1, 9, -33, -7, 2, -10], [-8, 13, 12, 6, 7, -6, -7, -1], [36, 1, 14, -9, 1, 14, 11, -11], [18, 15, 7, -1, 19, 8, 18, 24], [4, 0, 6, -8, -17, -7, -8, 12], [21, -20, -4, 4, 16, -7, -7, -10], [-32, 15, 4, -6, -1, 6, -15, -11], [-33, 23, 2, -6, 4, 13, 0, -10], [11, 8, 17, -33, 16, 11, 4, -5], [23, -23, 20, 3, -16, -2, -12, -12], [-2, 1, -13, 4, -4, 10, 10, 16], [37, -10, -8, -3, 18, 7, 9, 7], [-17, 4, -10, 25, 7, -5, 9, 7], [11, 19, 16, -16, 9, 3, 1, -5], [21, 4, 11, -19, 10, 12, 20, 6], [2, -11, -1, -4, -3, 7, 5, -10], [23, -7, -17, -4, 6, -2, 6, -4], [5, 5, 8, -4, 9, -5, -13, -7], [26, -7, -4, -6, 6, 16, 8, 0], [20, -7, -12, 6, 8, -4, -6, -3], [-9, -30, 18, -12, -33, -12, -8, -24], [13, 3, 7, -9, -10, -4, 0, -7], [-36, 20, 4, 12, 9, -3, -3, -6], [-13, -20, -11, 23, -12, -4, -14, 6], [-9, 5, -7, 20, -15, 0, 16, 14], [18, 13, 14, 16, 11, -7, 6, 24], [3, -22, -26, -4, -1, -3, 7, -10], [-8, -4, 20, -8, -19, 13, -18, -26], [20, -17, -1, -14, 1, 11, -13, -18], [-14, 10, 5, -10, -10, 4, 6, 16], [-12, -2, -8, -6, -22, -2, -9, -12], [22, 4, 0, 4, 34, 10, -2, -3], [-24, 12, 0, 5, -2, 3, 14, 2], [-32, 2, 4, -4, 0, -4, -20, -14], [14, -10, -12, 6, 29, 9, -12, 8], [7, -3, -4, 0, 46, -8, 2, 2], [11, 3, 33, -14, 0, 8, -6, -10], [-8, -17, 16, 5, -13, -18, -18, -2], [-10, -3, 12, 2, 15, -7, 9, 5], [19, 10, 19, -25, -27, 1, -6, -10], [9, 0, 4, -6, 4, 24, -6, -16], [-5, 14, 20, -19, -16, 1, -2, -1], [37, -35, -8, -1, 2, 2, -2, -2], [-31, -8, -4, 15, 0, 19, 2, -3], [11, 6, 6, -4, 11, -6, 0, 2], [-14, 1, 12, -20, -12, 16, -4, -10], [-31, -5, 14, -11, 2, 4, 6, 2], [4, -3, 8, -16, -17, -8, 5, 1], [25, -10, -13, -7, -11, -11, 0, 6], [-21, 29, -1, 15, -3, -1, 10, 23], [-38, -11, 11, -3, -11, -18, -4, -8], [4, 8, -16, 18, 26, -3, -4, 10], [-1, -5, -23, 15, -18, -10, 4, 1], [7, 4, 6, -8, 23, 7, 1, 13], [14, -18, -1, 6, -4, -6, 14, 24], [-25, 4, -19, 27, -12, -5, 6, 13], [20, 3, -18, 10, 5, 9, -8, -8], [19, 26, -3, 11, 16, 1, -8, 15], [-10, -3, -9, -20, -10, 16, 16, -16], [-17, -4, -10, 5, -21, -27, 9, 11], [-2, -33, -9, 18, -15, -15, -5, -6], [43, -18, -7, 19, 39, -1, 6, -2], [0, 9, 8, -16, 27, 12, -5, -3], [-16, 1, 19, -2, -19, -8, 26, 2], [7, 4, 32, -9, 8, -11, 0, -15], [8, 4, -10, 11, 28, 13, 4, 12], [-8, -19, 24, -5, -15, -11, -13, 9], [20, -28, 4, -10, 18, 10, -11, -4], [20, -10, 0, 14, 16, -3, -6, 2], [-29, -1, -13, 24, -27, -19, -8, 5], [-35, -19, 16, -3, -14, -17, -10, -10], [11, -7, 15, -3, -13, 7, -30, -18], [22, 0, -20, 14, 0, -18, 16, 4], [-11, 7, 7, 5, 32, -2, 18, 11], [8, 22, 2, -30, 11, 19, -7, 12], [5, -1, 5, -1, -19, -11, 8, -2], [4, 9, -11, 10, 12, -6, 2, 22], [-9, -18, 13, -13, -14, -17, 0, -7], [-3, 27, 5, -26, 17, 19, -9, 5], [-15, -6, 7, 1, -40, -10, 2, -5], [-40, 25, -3, 12, -4, -10, 0, 10], [10, -13, -2, -6, 18, -10, 10, 0], [-2, 3, 6, 24, 11, -22, 15, 13], [-45, -4, -9, 1, -42, -17, -12, -15], [11, -4, 14, -25, -5, 16, 11, -13], [4, 4, 2, 14, -2, 0, 3, -10], [-27, 8, -8, 30, 12, -4, -4, 10], [-8, 16, 20, -23, -4, 30, -30, -16], [13, 12, 22, -12, 7, 3, -3, 2], [23, -11, 6, -22, -18, 5, -18, -16], [1, -4, -2, 4, -10, 6, -18, -4], [0, -14, 18, -12, -37, -15, 6, -21], [-1, 18, 36, -7, -8, -25, 18, 3], [-5, 8, 1, 11, 29, -5, 8, 1], [-27, -15, 12, -4, -4, -9, -4, -4], [-59, -6, 12, 2, -33, 4, -14, 2], [-15, 19, 3, 6, 27, 21, -13, 15], [-7, 23, 4, 10, -4, 24, -14, -4], [-15, -24, 4, 5, -18, 5, -6, -3], [-8, 2, 0, 12, 42, 6, 8, 0], [6, 0, 39, -6, 0, -8, -12, -8], [47, -23, 3, -1, 6, -4, -10, -1], [9, 11, -19, 9, 20, 8, -2, 7], [-5, -8, -14, -8, 14, 1, -7, -20], [-7, -6, 5, -17, -12, 19, 4, -11], [-2, 1, -8, 25, -9, 0, 15, 19], [-11, 19, 2, 7, 24, 10, -20, 8], [-8, -7, 1, -5, 11, 0, 2, 22], [0, -4, -18, 2, -18, 6, -12, -11], [-6, 17, 6, -32, 5, 39, -2, 2], [16, 21, 26, 3, -7, -1, 15, 19], [-16, 4, 3, 4, 20, 8, -12, -4], [20, 6, -22, -8, 21, -7, 8, 16], [14, -14, 4, 6, 14, -4, -8, -20], [-2, 30, -11, -18, 26, 28, 18, 0], [-1, -30, -5, -5, -28, -14, 2, -22], [33, -44, -19, 3, 4, -4, -8, -9], [19, -5, -16, -14, -6, -21, 0, -6], [1, 24, -22, 10, -11, -7, -1, -4], [-39, 2, -8, -4, -31, 2, 5, -19]], 'char_orbit_index': 1, 'field_poly': [1, 12, 7, -30, -4, 20, -2, -4, 1], 'hecke_orbit_code': 130604389227304441, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1, 1, 1, 1, 1, 1, 1], 'hecke_ring_inverse_denominators': [1, 1, 1, 1, 1, 1, 1, 1], 'hecke_ring_inverse_numerators': [[1, 0, 0, 0, 0, 0, 0, 0], [0, 1, 0, 0, 0, 0, 0, 0], [2, 1, 1, 0, 0, 0, 0, 0], [1, 4, 1, 1, 0, 0, 0, 0], [7, 7, 5, 2, 1, 0, 0, 0], [9, 21, 9, 7, 3, 1, 0, 0], [33, 46, 28, 16, 12, 3, 1, 0], [64, 124, 62, 44, 35, 13, 4, 1]], 'hecke_ring_numerators': [[1, 0, 0, 0, 0, 0, 0, 0], [0, 1, 0, 0, 0, 0, 0, 0], [-2, -1, 1, 0, 0, 0, 0, 0], [1, -3, -1, 1, 0, 0, 0, 0], [1, 4, -3, -2, 1, 0, 0, 0], [-1, -3, 7, -1, -3, 1, 0, 0], [-2, -9, 3, 11, -3, -3, 1, 0], [2, 5, -16, -5, 16, -1, -4, 1]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 8, 'label': '5625.2.a.bd', 'level': 5625, 'maxp': 2999, 'weight': 2}
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{'AL_dims': [[[[3, -1], [5, -1]], 54, 9], [[[3, 1], [5, 1]], 36, 5], [[[3, 1], [5, -1]], 44, 4], [[[3, -1], [5, 1]], 58, 14]], 'ALdims': [36, 44, 58, 54], 'Nk2': 22500, 'analytic_conductor': 44.91585113697022, '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': [5625, 1, [4376, 1252], [1, 1]], 'conrey_index': 1, 'cusp_dim': 691, 'dim': 192, 'eis_dim': 119, 'eis_new_dim': 16, 'hecke_cutter_primes': [2, 7], 'hecke_orbit_code': 33560057, 'hecke_orbit_dims': [2, 2, 2, 2, 2, 2, 2, 2, 4, 4, 4, 4, 4, 4, 6, 6, 6, 6, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 8, 24], 'label': '5625.2.a', 'level': 5625, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [3, 5], 'level_radical': 15, 'mf_dim': 810, 'mf_new_dim': 208, 'num_forms': 32, 'plus_dim': 90, 'prim_orbit_index': 1, 'relative_dim': 192, 'sturm_bound': 1500, 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mf_twists_nf • Show schema
Hide schema
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id: 1267747
{'conductor': 75, 'degree': 8, 'multiplicity': 2, 'order': 20, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 8, 'source_hecke_orbit': 30, 'source_is_minimal': False, 'source_label': '5625.2.a.bd', 'source_level': 5625, 'target_char_orbit': 9, 'target_dim': 16, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '75.2.i.a', 'target_level': 75, 'twist_class_label': '75.2.i.a', 'twist_class_level': 75, 'twisting_char_label': '75.l', 'twisting_char_orbit': 12, 'weight': 2}
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id: 1267748
{'conductor': 25, 'degree': 8, 'multiplicity': 2, 'order': 20, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 8, 'source_hecke_orbit': 30, 'source_is_minimal': False, 'source_label': '5625.2.a.bd', 'source_level': 5625, 'target_char_orbit': 13, 'target_dim': 16, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '225.2.m.b', 'target_level': 225, 'twist_class_label': '75.2.i.a', 'twist_class_level': 75, 'twisting_char_label': '25.f', 'twisting_char_orbit': 6, 'weight': 2}
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id: 1267749
{'conductor': 75, 'degree': 4, 'multiplicity': 2, 'order': 10, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 8, 'source_hecke_orbit': 30, 'source_is_minimal': False, 'source_label': '5625.2.a.bd', 'source_level': 5625, 'target_char_orbit': 7, 'target_dim': 16, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '375.2.g.d', 'target_level': 375, 'twist_class_label': '75.2.i.a', 'twist_class_level': 75, 'twisting_char_label': '75.h', 'twisting_char_orbit': 8, 'weight': 2}
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id: 1267750
{'conductor': 75, 'degree': 4, 'multiplicity': 2, 'order': 10, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 8, 'source_hecke_orbit': 30, 'source_is_minimal': False, 'source_label': '5625.2.a.bd', 'source_level': 5625, 'target_char_orbit': 7, 'target_dim': 16, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '375.2.g.e', 'target_level': 375, 'twist_class_label': '75.2.i.a', 'twist_class_level': 75, 'twisting_char_label': '75.j', 'twisting_char_orbit': 10, 'weight': 2}
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id: 1267751
{'conductor': 75, 'degree': 8, 'multiplicity': 2, 'order': 20, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 8, 'source_hecke_orbit': 30, 'source_is_minimal': False, 'source_label': '5625.2.a.bd', 'source_level': 5625, 'target_char_orbit': 9, 'target_dim': 16, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '375.2.i.c', 'target_level': 375, 'twist_class_label': '75.2.i.a', 'twist_class_level': 75, 'twisting_char_label': '75.l', 'twisting_char_orbit': 12, 'weight': 2}
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id: 1267752
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 8, 'source_hecke_orbit': 30, 'source_is_minimal': False, 'source_label': '5625.2.a.bd', 'source_level': 5625, 'target_char_orbit': 1, 'target_dim': 8, 'target_hecke_orbit': 13, 'target_is_minimal': False, 'target_label': '1875.2.a.m', 'target_level': 1875, 'twist_class_label': '75.2.i.a', 'twist_class_level': 75, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 2}
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id: 1267753
{'conductor': 15, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 8, 'source_hecke_orbit': 30, 'source_is_minimal': False, 'source_label': '5625.2.a.bd', 'source_level': 5625, 'target_char_orbit': 1, 'target_dim': 8, 'target_hecke_orbit': 16, 'target_is_minimal': False, 'target_label': '1875.2.a.p', 'target_level': 1875, 'twist_class_label': '75.2.i.a', 'twist_class_level': 75, 'twisting_char_label': '15.d', 'twisting_char_orbit': 4, 'weight': 2}
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id: 1267754
{'conductor': 15, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 8, 'source_hecke_orbit': 30, 'source_is_minimal': False, 'source_label': '5625.2.a.bd', 'source_level': 5625, 'target_char_orbit': 2, 'target_dim': 16, 'target_hecke_orbit': 8, 'target_is_minimal': False, 'target_label': '1875.2.b.h', 'target_level': 1875, 'twist_class_label': '75.2.i.a', 'twist_class_level': 75, 'twisting_char_label': '15.e', 'twisting_char_orbit': 5, 'weight': 2}
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id: 1267755
{'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 8, 'source_hecke_orbit': 30, 'source_is_minimal': False, 'source_label': '5625.2.a.bd', 'source_level': 5625, 'target_char_orbit': 1, 'target_dim': 8, 'target_hecke_orbit': 20, 'target_is_minimal': False, 'target_label': '5625.2.a.t', 'target_level': 5625, 'twist_class_label': '75.2.i.a', 'twist_class_level': 75, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 2}
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id: 1267756
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 8, 'source_hecke_orbit': 30, 'source_is_minimal': False, 'source_label': '5625.2.a.bd', 'source_level': 5625, 'target_char_orbit': 1, 'target_dim': 8, 'target_hecke_orbit': 30, 'target_is_minimal': False, 'target_label': '5625.2.a.bd', 'target_level': 5625, 'twist_class_label': '75.2.i.a', 'twist_class_level': 75, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 2}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 3953125
{'charpoly_factorization': [[[1, 12, 7, -30, -4, 20, -2, -4, 1], 1]], 'hecke_orbit_code': 130604389227304441, 'p': 2}
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id: 3953126
{'charpoly_factorization': [[[0, 1], 8]], 'hecke_orbit_code': 130604389227304441, 'p': 3}
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id: 3953127
{'charpoly_factorization': [[[0, 1], 8]], 'hecke_orbit_code': 130604389227304441, 'p': 5}
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id: 3953128
{'charpoly_factorization': [[[505, 1340, 1145, 160, -254, -108, 4, 8, 1], 1]], 'hecke_orbit_code': 130604389227304441, 'p': 7}
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id: 3953129
{'charpoly_factorization': [[[5281, -3274, -2842, 1010, 556, -90, -43, 2, 1], 1]], 'hecke_orbit_code': 130604389227304441, 'p': 11}
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id: 3953130
{'charpoly_factorization': [[[281, 1472, 1032, -600, -594, 0, 73, 16, 1], 1]], 'hecke_orbit_code': 130604389227304441, 'p': 13}
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id: 3953131
{'charpoly_factorization': [[[-7339, -2654, 12407, -622, -2220, 442, 42, -16, 1], 1]], 'hecke_orbit_code': 130604389227304441, 'p': 17}
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id: 3953132
{'charpoly_factorization': [[[2525, -8050, 5715, 2180, -1599, -516, 11, 14, 1], 1]], 'hecke_orbit_code': 130604389227304441, 'p': 19}
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id: 3953133
{'charpoly_factorization': [[[-2095, -2500, 7950, -1750, -1484, 486, 11, -14, 1], 1]], 'hecke_orbit_code': 130604389227304441, 'p': 23}
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id: 3953134
{'charpoly_factorization': [[[-395, -11650, -16095, 2330, 2956, -162, -106, 2, 1], 1]], 'hecke_orbit_code': 130604389227304441, 'p': 29}
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id: 3953135
{'charpoly_factorization': [[[125, 0, -700, -390, 586, 548, 169, 22, 1], 1]], 'hecke_orbit_code': 130604389227304441, 'p': 31}
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id: 3953136
{'charpoly_factorization': [[[93025, -152500, 65265, 7000, -6794, -428, 204, 28, 1], 1]], 'hecke_orbit_code': 130604389227304441, 'p': 37}
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id: 3953137
{'charpoly_factorization': [[[4705, 13460, 13920, 5680, 166, -428, -56, 8, 1], 1]], 'hecke_orbit_code': 130604389227304441, 'p': 41}
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id: 3953138
{'charpoly_factorization': [[[22961, 215140, 164886, 26000, -6949, -1760, 6, 20, 1], 1]], 'hecke_orbit_code': 130604389227304441, 'p': 43}
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id: 3953139
{'charpoly_factorization': [[[-6057019, 2873300, -36051, -130810, 9856, 1980, -186, -10, 1], 1]], 'hecke_orbit_code': 130604389227304441, 'p': 47}
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id: 3953140
{'charpoly_factorization': [[[-200995, 513930, -262425, 18390, 18836, -5914, 746, -44, 1], 1]], 'hecke_orbit_code': 130604389227304441, 'p': 53}
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id: 3953141
{'charpoly_factorization': [[[-3595, 15080, 28695, 8970, -1689, -886, -29, 14, 1], 1]], 'hecke_orbit_code': 130604389227304441, 'p': 59}
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id: 3953142
{'charpoly_factorization': [[[16604261, 12349420, 3212144, 256380, -27214, -5500, -136, 20, 1], 1]], 'hecke_orbit_code': 130604389227304441, 'p': 61}
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id: 3953143
{'charpoly_factorization': [[[-3739, 44284, 9362, -34668, -20225, -3652, -138, 16, 1], 1]], 'hecke_orbit_code': 130604389227304441, 'p': 67}
-
id: 3953144
{'charpoly_factorization': [[[-159779, -142086, 138507, 41822, -5420, -2162, -78, 16, 1], 1]], 'hecke_orbit_code': 130604389227304441, 'p': 71}
-
id: 3953145
{'charpoly_factorization': [[[-870295, 1796760, 630150, -66880, -45829, -5216, -34, 24, 1], 1]], 'hecke_orbit_code': 130604389227304441, 'p': 73}
-
id: 3953146
{'charpoly_factorization': [[[-1984975, -851400, 499600, 74350, -19590, -2680, 145, 30, 1], 1]], 'hecke_orbit_code': 130604389227304441, 'p': 79}
-
id: 3953147
{'charpoly_factorization': [[[48541, -302696, 412308, -127820, 4186, 2560, -188, -12, 1], 1]], 'hecke_orbit_code': 130604389227304441, 'p': 83}
-
id: 3953148
{'charpoly_factorization': [[[5, -370, -2830, -6620, -5504, -1454, -39, 16, 1], 1]], 'hecke_orbit_code': 130604389227304441, 'p': 89}
-
id: 3953149
{'charpoly_factorization': [[[-14719, -432096, 138132, 80272, -1370, -2432, -108, 16, 1], 1]], 'hecke_orbit_code': 130604389227304441, 'p': 97}
-
mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 30, 'label': '5625.2.a.bd', 'level': 5625, 'portrait': 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', 'weight': 2}
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mf_hecke_traces • Show schema
Hide schema
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id: 264571000
{'hecke_orbit_code': 130604389227304441, 'n': 1, 'trace_an': 8}
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id: 264571001
{'hecke_orbit_code': 130604389227304441, 'n': 2, 'trace_an': 4}
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id: 264571002
{'hecke_orbit_code': 130604389227304441, 'n': 3, 'trace_an': 0}
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id: 264571003
{'hecke_orbit_code': 130604389227304441, 'n': 4, 'trace_an': 4}
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id: 264571004
{'hecke_orbit_code': 130604389227304441, 'n': 5, 'trace_an': 0}
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id: 264571005
{'hecke_orbit_code': 130604389227304441, 'n': 6, 'trace_an': 0}
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id: 264571006
{'hecke_orbit_code': 130604389227304441, 'n': 7, 'trace_an': -8}
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id: 264571007
{'hecke_orbit_code': 130604389227304441, 'n': 8, 'trace_an': 12}
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id: 264571008
{'hecke_orbit_code': 130604389227304441, 'n': 9, 'trace_an': 0}
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id: 264571009
{'hecke_orbit_code': 130604389227304441, 'n': 10, 'trace_an': 0}
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id: 264571010
{'hecke_orbit_code': 130604389227304441, 'n': 11, 'trace_an': -2}
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id: 264571011
{'hecke_orbit_code': 130604389227304441, 'n': 12, 'trace_an': 0}
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id: 264571012
{'hecke_orbit_code': 130604389227304441, 'n': 13, 'trace_an': -16}
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id: 264571013
{'hecke_orbit_code': 130604389227304441, 'n': 14, 'trace_an': -6}
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id: 264571014
{'hecke_orbit_code': 130604389227304441, 'n': 15, 'trace_an': 0}
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id: 264571015
{'hecke_orbit_code': 130604389227304441, 'n': 16, 'trace_an': 0}
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id: 264571016
{'hecke_orbit_code': 130604389227304441, 'n': 17, 'trace_an': 16}
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id: 264571017
{'hecke_orbit_code': 130604389227304441, 'n': 18, 'trace_an': 0}
-
id: 264571018
{'hecke_orbit_code': 130604389227304441, 'n': 19, 'trace_an': -14}
-
id: 264571019
{'hecke_orbit_code': 130604389227304441, 'n': 20, 'trace_an': 0}
-
id: 264571020
{'hecke_orbit_code': 130604389227304441, 'n': 21, 'trace_an': 0}
-
id: 264571021
{'hecke_orbit_code': 130604389227304441, 'n': 22, 'trace_an': -12}
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id: 264571022
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