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mf_newforms • Show schema
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{'Nk2': 7560, 'analytic_conductor': 15.091725982021993, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 63, 'char_degree': 2, 'char_is_minimal': False, 'char_is_real': False, 'char_orbit_index': 12, 'char_orbit_label': 'l', 'char_order': 3, 'char_parity': 1, 'char_values': [1890, 3, [1541, 757, 1081], [1, 3, 2]], 'cm_discs': [], 'conrey_index': 361, 'conrey_indexes': [361, 1801], 'dim': 12, 'field_disc': 723271153477401, 'field_disc_factorization': [[3, 8], [29, 2], [107, 4]], 'field_poly': [79, 166, 197, 104, 114, 42, 33, -24, 36, -28, 14, -5, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'has_non_self_twist': 1, 'hecke_cutters': [[11, [363, 324, -140, -146, -12, 7, 1]], [13, [5349969, 6723891, 11628711, -3328074, 2135322, -227754, 111972, -8067, 4390, -140, 78, -2, 1]]], 'hecke_orbit': 8, 'hecke_orbit_code': 31525953339393890, 'hecke_ring_generator_nbound': 13, 'hecke_ring_index': 243, 'hecke_ring_index_factorization': [[3, 5]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 63, 7, 1, 3, 0]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '1890.2.l.h', 'level': 1890, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 5, 7], 'level_radical': 210, 'minimal_twist': '630.2.i.h', 'prim_orbit_index': 7, 'qexp_display': 'q+(1+\\beta _{3})q^{2}+\\beta _{3}q^{4}+q^{5}+(-1-\\beta _{3}+\\cdots)q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 6, 'rm_discs': [], 'sato_tate_group': '1.2.3.c3', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '1890.2.l', 'trace_display': [6, 0, 12, -4], 'trace_hash': 732603200368067798, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.061', 'prec': 17}, {'__RealLiteral__': 0, 'data': '11.149', 'prec': 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mf_hecke_nf • Show schema
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0, -2, -6, -5, 0], [14, 2, 11, 14, 12, 0, 0, -6, 0, 0, 0, 0], [-2, 0, -2, 0, -2, -2, 0, 0, -3, 3, -2, 2], [12, -5, 3, 12, -11, 0, 2, 20, 0, 0, 0, 0], [-9, 0, -9, -11, -9, -6, 0, 0, -1, -20, -9, -8], [1, 3, 0, 0, 5, -5, 8, -3, -3, -3, 4, 8], [0, 0, 0, -18, 0, -4, 0, 0, -3, -12, 0, 11], [19, 10, 9, 19, 9, 0, 3, -3, 0, 0, 0, 0], [40, 9, 0, 0, -1, 1, 1, 7, -9, 7, -3, 1], [-2, -6, -6, -2, 3, 0, -6, -3, 0, 0, 0, 0], [-6, 4, 0, 0, 12, -12, -6, -14, -4, -14, -10, -6], [6, 0, 6, -6, 6, -18, 0, 0, 0, -10, 6, -5], [6, -3, 1, 6, -3, 0, -5, 13, 0, 0, 0, 0], [5, 0, 5, 3, 5, 12, 0, 0, 8, 10, 5, 10], [-24, 5, 3, -24, -6, 0, -1, 1, 0, 0, 0, 0], [4, -3, -4, 4, 7, 0, -4, -16, 0, 0, 0, 0], [-22, 12, 6, -22, 7, 0, 0, -18, 0, 0, 0, 0], [-3, -3, -5, -3, 1, 0, -7, 18, 0, 0, 0, 0], [-3, 0, -3, -4, -3, 7, 0, 0, -3, -7, -3, -3], [-6, -5, -4, -6, -21, 0, 4, 6, 0, 0, 0, 0], [29, 2, 1, 29, -4, 0, 7, 10, 0, 0, 0, 0], [-2, 0, -2, -32, -2, 1, 0, 0, -1, 3, -2, 0], [2, 0, 2, 14, 2, -6, 0, 0, -2, -7, 2, 5], [-26, 3, 0, 0, -3, 3, 5, -2, -3, -2, -1, 5], [20, -3, 0, 0, 7, -7, -7, -15, 3, -15, 1, -7], [-10, 0, -10, -1, -10, 9, 0, 0, -1, -6, -10, 2], [13, 7, 8, 13, 2, 0, -10, -11, 0, 0, 0, 0], [16, 0, 0, 0, -6, 6, 8, 16, 0, 16, -11, 8], [18, 1, 0, 0, -2, 2, 3, -1, -1, -1, -7, 3], [-4, 0, -4, 2, -4, -4, 0, 0, -2, 0, -4, 5], [1, 0, 1, 10, 1, -5, 0, 0, 7, 20, 1, -3], [2, 0, 2, 16, 2, 0, 0, 0, 0, -22, 2, 2], [-32, -5, -3, -32, -2, 0, -5, 14, 0, 0, 0, 0], [-3, 4, -3, -3, 1, 0, -9, -13, 0, 0, 0, 0], [6, -1, 0, 0, -12, 12, 0, 22, 1, 22, 5, 0], [1, 0, 1, -2, 1, 4, 0, 0, 6, -3, 1, -14], [6, 0, 6, 4, 6, 5, 0, 0, 13, 5, 6, 6], [-7, -2, 0, 0, -2, 2, -9, -3, 2, -3, 0, -9], [-6, -5, 2, -6, -6, 0, -3, -7, 0, 0, 0, 0], [-3, 0, -3, 9, -3, -7, 0, 0, -2, 14, -3, -1], [1, 0, 1, -4, 1, 8, 0, 0, 15, 7, 1, -7], [0, 0, 0, -3, 0, 10, 0, 0, 4, 15, 0, 4], [-4, 5, 0, 0, 7, -7, -5, -1, -5, -1, -3, -5], [-3, 0, -3, 5, -3, -14, 0, 0, 0, -16, -3, -5], [-5, 8, 1, -5, 11, 0, -1, 9, 0, 0, 0, 0], [11, -6, 0, 0, -5, 5, 11, 15, 6, 15, 4, 11], [6, 0, 0, 0, -2, 2, 4, 14, 0, 14, 3, 4], [4, 0, 4, 19, 4, 6, 0, 0, 2, 7, 4, -10], [-14, -4, 0, 0, -9, 9, 6, -6, 4, -6, -2, 6], [-10, 0, -10, -9, -10, -5, 0, 0, -7, -18, -10, -4], [0, 0, 0, 1, 0, 14, 0, 0, 2, 3, 0, 11], [-10, 7, 0, 0, 8, -8, 3, 6, -7, 6, -2, 3], [1, 0, 1, -4, 1, 18, 0, 0, 4, -7, 1, 5], [32, 3, 10, 32, 20, 0, -7, -15, 0, 0, 0, 0], [-38, 7, 0, 0, -4, 4, 0, -10, -7, -10, -1, 0], [-12, 0, -12, -24, -12, 0, 0, 0, -7, 11, -12, -2], [-11, -15, 0, -11, 5, 0, -9, 5, 0, 0, 0, 0], [5, 0, 5, 29, 5, -12, 0, 0, -9, -8, 5, 1], [-19, -7, 0, 0, 1, -1, -5, 4, 7, 4, -10, -5], [7, -11, -13, 7, -8, 0, 3, 5, 0, 0, 0, 0], [39, 6, 0, 0, 2, -2, -1, 9, -6, 9, -2, -1], [22, -2, 0, 0, -2, 2, 0, 21, 2, 21, -3, 0], [0, -9, -1, 0, 13, 0, 4, 12, 0, 0, 0, 0], [-3, 0, -3, -13, -3, -9, 0, 0, -11, -6, -3, -2], [-23, -7, 0, 0, 15, -15, -13, -3, 7, -3, -8, -13], [-3, 8, 0, 0, -9, 9, 6, 1, -8, 1, 2, 6], [4, 0, 4, -8, 4, 17, 0, 0, 1, -3, 4, 5], [7, 0, 8, 7, 21, 0, -6, -16, 0, 0, 0, 0], [7, 0, 7, -19, 7, -2, 0, 0, 3, 16, 7, -2], [-13, 0, -13, 5, -13, 17, 0, 0, 0, -3, -13, -5], [1, 0, 1, -13, 1, -15, 0, 0, 7, -4, 1, -4], [1, 0, 1, 26, 1, 7, 0, 0, 3, -1, 1, -2], [25, -2, 0, 0, 0, 0, 11, 10, 2, 10, 14, 11], [-9, 0, -9, 2, -9, -1, 0, 0, -1, 2, -9, -5], [27, 4, -3, 27, -3, 0, 2, 1, 0, 0, 0, 0], [25, -6, -3, 25, 11, 0, -9, -8, 0, 0, 0, 0], [3, 1, 0, 0, -1, 1, 9, 14, -1, 14, 5, 9], [27, -1, 0, 0, 3, -3, -8, -6, 1, -6, -6, -8], [-6, 1, 0, 0, 20, -20, -15, -21, -1, -21, -5, -15], [11, 2, 4, 11, -13, 0, 9, 2, 0, 0, 0, 0], [-9, 7, 0, 0, 3, -3, -5, -1, -7, -1, -12, -5], [2, 1, -3, 2, -25, 0, 8, 0, 0, 0, 0, 0], [6, 0, 6, 5, 6, 13, 0, 0, 15, 6, 6, -2], [7, 0, 7, 24, 7, 2, 0, 0, 7, -20, 7, 2], [19, 10, 8, 19, 11, 0, -6, 6, 0, 0, 0, 0], [3, 0, 3, 31, 3, -4, 0, 0, 6, -6, 3, -2], [3, 0, 3, 23, 3, 4, 0, 0, -5, -5, 3, -5], [1, 0, 1, -6, 1, 7, 0, 0, 0, 12, 1, 1], [-3, 5, 0, 0, 8, -8, 0, -24, -5, -24, -7, 0], [14, 0, 14, -2, 14, 3, 0, 0, 1, 15, 14, 8], [-4, -1, 2, -4, -16, 0, 3, 3, 0, 0, 0, 0]], 'char_orbit_index': 12, 'field_poly': [79, 166, 197, 104, 114, 42, 33, -24, 36, -28, 14, -5, 1], 'hecke_orbit_code': 31525953339393890, 'hecke_ring_character_values': [[1541, [-1, 0, 0, -1, 0, 0, 0, 0, 0, 0, 0, 0]], [757, [1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0]], [1081, [0, 0, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0]]], 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 5589, 243, 5589, 5589, 5589, 5589, 5589, 207, 5589, 243, 5589], 'hecke_ring_inverse_denominators': [1, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3], 'hecke_ring_inverse_numerators': [[1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0], [2, 0, 1, 1, 1, 0, -1, 1, 1, 0, 0, -1], [3, 1, 2, 3, 6, -2, -3, 1, 0, 1, 0, -1], [9, 0, 2, 13, 9, -2, -6, 3, -3, 0, -2, 0], [33, -4, 7, 45, 12, 5, -12, 5, -3, -4, 0, 7], [75, -8, 28, 115, 30, 26, -18, 10, 3, -17, 22, 32], [82, -1, 77, 246, 77, 87, -5, 7, 2, -52, 82, 110], [-78, 32, 153, 478, 102, 243, 111, -55, -42, -157, 208, 337], [-797, 93, 199, 747, -163, 610, 583, -304, -148, -450, 493, 913], [-3323, 206, -20, 250, -1489, 1426, 2077, -1043, -280, -1096, 1178, 2153], [-11201, 571, -1287, -4338, -5824, 2984, 6235, -3024, -394, -2138, 2536, 4272], [-33023, 1764, -6078, -23225, -17962, 4697, 16636, -8041, -481, -2973, 4001, 6253]], 'hecke_ring_numerators': [[1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0], [65239, 51731, 54649, -2661, 44748, -28191, 20640, -10929, 4209, -1489, 337, 5], [-3512, -817, -1727, 501, -2931, 2826, -2226, 1170, -423, 107, -14, -1], [20317, 10010, 18844, 210, 22194, -18903, 18003, -10470, 4209, -1108, 82, 35], [14240, -17435, -7849, -10806, 13929, -26469, 21405, -12879, 5589, -1646, 347, -53], [27419, 16030, 10919, -2664, 25383, -18120, 12159, -3702, 69, 562, -343, 85], [4934, -37034, -15526, -13692, 8451, -37221, 39390, -30885, 16698, -6170, 1526, -212], [-32498, -40327, -35744, -14688, -28362, -5235, 8883, -16575, 12972, -6544, 2293, -424], [250, -1586, -569, -1545, 469, -1821, 1503, -1220, 690, -286, 90, -16], [-30430, -67382, -21181, -29679, -11037, -26505, 31206, -32760, 21321, -9464, 2882, -473], [1714, 2897, 2284, 1746, 1185, 813, -684, 948, -690, 329, -116, 23], [-65723, -89098, -64307, -41784, -55440, 2445, -1716, -15069, 14973, -8389, 3304, -685]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 12, 'label': '1890.2.l.h', 'level': 1890, 'maxp': 1999, 'weight': 2}
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{'Nk2': 7560, 'analytic_conductor': 15.091725982021993, 'char_conductor': 63, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 12, 'char_orbit_label': 'l', 'char_order': 3, 'char_parity': 1, 'char_values': [1890, 3, [1541, 757, 1081], [1, 3, 2]], 'conrey_index': 361, 'cusp_dim': 816, 'dim': 64, 'eis_dim': 96, 'eis_new_dim': 0, 'hecke_cutter_primes': [11, 13], 'hecke_orbit_code': 755947800418, 'hecke_orbit_dims': [2, 2, 2, 2, 4, 12, 12, 12, 16], 'label': '1890.2.l', 'level': 1890, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 5, 7], 'level_radical': 210, 'mf_dim': 912, 'mf_new_dim': 64, 'num_forms': 9, 'prim_orbit_index': 7, 'relative_dim': 32, 'sturm_bound': 864, 'trace_bound': 5, 'trace_display': [0, 0, 8, 4], 'traces': [64, 0, 0, -32, 8, 0, 4, 0, 0, 0, -8, 0, -4, 2, 0, -32, -16, 0, 8, -4, 0, 0, 24, 0, 64, -8, 0, 4, -10, 0, -4, 0, 0, 0, 0, 0, -4, 48, 0, 0, 22, 0, -4, 4, 0, 6, -12, 0, 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mf_twists_nf • Show schema
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id: 834729
{'conductor': 9, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 12, 'source_dim': 12, 'source_hecke_orbit': 8, 'source_is_minimal': False, 'source_label': '1890.2.l.h', 'source_level': 1890, 'target_char_orbit': 9, 'target_dim': 12, 'target_hecke_orbit': 8, 'target_is_minimal': True, 'target_label': '630.2.i.h', 'target_level': 630, 'twist_class_label': '630.2.i.h', 'twist_class_level': 630, 'twisting_char_label': '9.d', 'twisting_char_orbit': 4, 'weight': 2}
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id: 834730
{'conductor': 21, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 12, 'source_dim': 12, 'source_hecke_orbit': 8, 'source_is_minimal': False, 'source_label': '1890.2.l.h', 'source_level': 1890, 'target_char_orbit': 9, 'target_dim': 12, 'target_hecke_orbit': 8, 'target_is_minimal': True, 'target_label': '630.2.i.h', 'target_level': 630, 'twist_class_label': '630.2.i.h', 'twist_class_level': 630, 'twisting_char_label': '21.h', 'twisting_char_orbit': 8, 'weight': 2}
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id: 834731
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 12, 'source_dim': 12, 'source_hecke_orbit': 8, 'source_is_minimal': False, 'source_label': '1890.2.l.h', 'source_level': 1890, 'target_char_orbit': 12, 'target_dim': 12, 'target_hecke_orbit': 6, 'target_is_minimal': True, 'target_label': '630.2.l.f', 'target_level': 630, 'twist_class_label': '630.2.i.h', 'twist_class_level': 630, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 2}
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id: 834732
{'conductor': 63, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 12, 'source_dim': 12, 'source_hecke_orbit': 8, 'source_is_minimal': False, 'source_label': '1890.2.l.h', 'source_level': 1890, 'target_char_orbit': 12, 'target_dim': 12, 'target_hecke_orbit': 6, 'target_is_minimal': True, 'target_label': '630.2.l.f', 'target_level': 630, 'twist_class_label': '630.2.i.h', 'twist_class_level': 630, 'twisting_char_label': '63.n', 'twisting_char_orbit': 14, 'weight': 2}
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id: 834733
{'conductor': 7, 'degree': 2, 'multiplicity': 1, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 12, 'source_dim': 12, 'source_hecke_orbit': 8, 'source_is_minimal': False, 'source_label': '1890.2.l.h', 'source_level': 1890, 'target_char_orbit': 9, 'target_dim': 12, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '1890.2.i.f', 'target_level': 1890, 'twist_class_label': '630.2.i.h', 'twist_class_level': 630, 'twisting_char_label': '7.c', 'twisting_char_orbit': 3, 'weight': 2}
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id: 834734
{'conductor': 9, 'degree': 2, 'multiplicity': 1, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 12, 'source_dim': 12, 'source_hecke_orbit': 8, 'source_is_minimal': False, 'source_label': '1890.2.l.h', 'source_level': 1890, 'target_char_orbit': 9, 'target_dim': 12, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '1890.2.i.f', 'target_level': 1890, 'twist_class_label': '630.2.i.h', 'twist_class_level': 630, 'twisting_char_label': '9.c', 'twisting_char_orbit': 3, 'weight': 2}
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id: 834735
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 12, 'source_dim': 12, 'source_hecke_orbit': 8, 'source_is_minimal': False, 'source_label': '1890.2.l.h', 'source_level': 1890, 'target_char_orbit': 12, 'target_dim': 12, 'target_hecke_orbit': 8, 'target_is_minimal': False, 'target_label': '1890.2.l.h', 'target_level': 1890, 'twist_class_label': '630.2.i.h', 'twist_class_level': 630, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 2}
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id: 834736
{'conductor': 63, 'degree': 2, 'multiplicity': 1, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 12, 'source_dim': 12, 'source_hecke_orbit': 8, 'source_is_minimal': False, 'source_label': '1890.2.l.h', 'source_level': 1890, 'target_char_orbit': 12, 'target_dim': 12, 'target_hecke_orbit': 8, 'target_is_minimal': False, 'target_label': '1890.2.l.h', 'target_level': 1890, 'twist_class_label': '630.2.i.h', 'twist_class_level': 630, 'twisting_char_label': '63.g', 'twisting_char_orbit': 7, 'weight': 2}
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mf_hecke_charpolys • Show schema
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id: 2281925
{'charpoly_factorization': [[[1, -1, 1], 6]], 'hecke_orbit_code': 31525953339393890, 'p': 2}
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id: 2281926
{'charpoly_factorization': [[[0, 1], 12]], 'hecke_orbit_code': 31525953339393890, 'p': 3}
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id: 2281927
{'charpoly_factorization': [[[-1, 1], 12]], 'hecke_orbit_code': 31525953339393890, 'p': 5}
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id: 2281928
{'charpoly_factorization': [[[343, 98, 14, -19, 2, 2, 1], 2]], 'hecke_orbit_code': 31525953339393890, 'p': 7}
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id: 2281929
{'charpoly_factorization': [[[363, 324, -140, -146, -12, 7, 1], 2]], 'hecke_orbit_code': 31525953339393890, 'p': 11}
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id: 2281930
{'charpoly_factorization': [[[5349969, 6723891, 11628711, -3328074, 2135322, -227754, 111972, -8067, 4390, -140, 78, -2, 1], 1]], 'hecke_orbit_code': 31525953339393890, 'p': 13}
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id: 2281931
{'charpoly_factorization': [[[1046529, -1580535, 2636637, -44496, 350185, 26005, 36163, 3691, 1927, 223, 76, 7, 1], 1]], 'hecke_orbit_code': 31525953339393890, 'p': 17}
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id: 2281932
{'charpoly_factorization': [[[62869041, -75856743, 59177169, -28852524, 10631250, -2814498, 595524, -94401, 13324, -1508, 180, -14, 1], 1]], 'hecke_orbit_code': 31525953339393890, 'p': 19}
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id: 2281933
{'charpoly_factorization': [[[-891, -2268, -1809, -540, -33, 9, 1], 2]], 'hecke_orbit_code': 31525953339393890, 'p': 23}
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id: 2281934
{'charpoly_factorization': [[[59049, -98415, 242757, -4374, 223803, -112023, 66906, -12933, 3411, -342, 105, -9, 1], 1]], 'hecke_orbit_code': 31525953339393890, 'p': 29}
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id: 2281935
{'charpoly_factorization': [[[296080849, 111811086, 82798110, 6289708, 8092278, 466047, 513708, -20574, 11394, -446, 171, -9, 1], 1]], 'hecke_orbit_code': 31525953339393890, 'p': 31}
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id: 2281936
{'charpoly_factorization': [[[185761, -621933, 1894764, -924233, 684324, 153126, 98853, 12915, 4572, 652, 147, 12, 1], 1]], 'hecke_orbit_code': 31525953339393890, 'p': 37}
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id: 2281937
{'charpoly_factorization': [[[349281, 333324, 634281, -279282, 268573, -44570, 25423, -2546, 1750, -86, 49, 1, 1], 1]], 'hecke_orbit_code': 31525953339393890, 'p': 41}
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id: 2281938
{'charpoly_factorization': [[[5930694121, -3569305828, 1813678331, -376720422, 83049649, -9311408, 1769671, -154118, 25534, -1242, 197, -7, 1], 1]], 'hecke_orbit_code': 31525953339393890, 'p': 43}
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id: 2281939
{'charpoly_factorization': [[[1447209, 2194272, 5529669, -3712674, 2961571, -620546, 199177, -13508, 7354, -320, 139, 7, 1], 1]], 'hecke_orbit_code': 31525953339393890, 'p': 47}
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id: 2281940
{'charpoly_factorization': [[[41177889, 32707449, 49664556, -16939263, 13424344, -972466, 561253, -41323, 17626, -586, 151, 2, 1], 1]], 'hecke_orbit_code': 31525953339393890, 'p': 53}
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id: 2281941
{'charpoly_factorization': [[[4173849, 64716111, 983263833, 312135132, 93454699, 16737599, 3333607, 506393, 73039, 7331, 598, 29, 1], 1]], 'hecke_orbit_code': 31525953339393890, 'p': 59}
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id: 2281942
{'charpoly_factorization': [[[537289, 252152, 714998, 218424, 782488, 287575, 110026, 19612, 4570, 636, 125, 11, 1], 1]], 'hecke_orbit_code': 31525953339393890, 'p': 61}
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id: 2281943
{'charpoly_factorization': [[[3470769, 4275585, 4764015, 2151036, 1319814, 596214, 259695, 76578, 17797, 2764, 321, 22, 1], 1]], 'hecke_orbit_code': 31525953339393890, 'p': 67}
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id: 2281944
{'charpoly_factorization': [[[-43461, -525, 5509, -238, -144, 5, 1], 2]], 'hecke_orbit_code': 31525953339393890, 'p': 71}
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id: 2281945
{'charpoly_factorization': [[[131079601, -135567609, 122417535, -40199810, 15267510, -1857402, 1072608, -124569, 23202, -1076, 174, -6, 1], 1]], 'hecke_orbit_code': 31525953339393890, 'p': 73}
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id: 2281946
{'charpoly_factorization': [[[9983806561, -13605170878, 14465293505, -5737872510, 1831241872, -76985117, 18089953, -444446, 137386, -1431, 422, -1, 1], 1]], 'hecke_orbit_code': 31525953339393890, 'p': 79}
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id: 2281947
{'charpoly_factorization': [[[1938758266449, -279474160995, 82244881887, -10036578126, 2142577018, -231933422, 29301136, -2079587, 183226, -10148, 730, -26, 1], 1]], 'hecke_orbit_code': 31525953339393890, 'p': 83}
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id: 2281948
{'charpoly_factorization': [[[851631819921, 47709853461, 44350964358, -2519449737, 1666313908, -47617780, 16287757, -192451, 114238, -598, 403, 2, 1], 1]], 'hecke_orbit_code': 31525953339393890, 'p': 89}
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id: 2281949
{'charpoly_factorization': [[[212955649, -1031520798, 4503515277, -2433281810, 1256511915, -1094958, 14783748, -251946, 118413, -836, 414, -6, 1], 1]], 'hecke_orbit_code': 31525953339393890, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 12, 'hecke_orbit': 8, 'label': '1890.2.l.h', 'level': 1890, 'portrait': 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', 'weight': 2}
-
mf_hecke_traces • Show schema
Hide schema
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id: 194320000
{'hecke_orbit_code': 31525953339393890, 'n': 1, 'trace_an': 12}
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id: 194320001
{'hecke_orbit_code': 31525953339393890, 'n': 2, 'trace_an': 6}
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id: 194320002
{'hecke_orbit_code': 31525953339393890, 'n': 3, 'trace_an': 0}
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id: 194320003
{'hecke_orbit_code': 31525953339393890, 'n': 4, 'trace_an': -6}
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id: 194320004
{'hecke_orbit_code': 31525953339393890, 'n': 5, 'trace_an': 12}
-
id: 194320005
{'hecke_orbit_code': 31525953339393890, 'n': 6, 'trace_an': 0}
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id: 194320006
{'hecke_orbit_code': 31525953339393890, 'n': 7, 'trace_an': -4}
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id: 194320007
{'hecke_orbit_code': 31525953339393890, 'n': 8, 'trace_an': -12}
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id: 194320008
{'hecke_orbit_code': 31525953339393890, 'n': 9, 'trace_an': 0}
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id: 194320009
{'hecke_orbit_code': 31525953339393890, 'n': 10, 'trace_an': 6}
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id: 194320010
{'hecke_orbit_code': 31525953339393890, 'n': 11, 'trace_an': -14}
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id: 194320011
{'hecke_orbit_code': 31525953339393890, 'n': 12, 'trace_an': 0}
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id: 194320012
{'hecke_orbit_code': 31525953339393890, 'n': 13, 'trace_an': 2}
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id: 194320013
{'hecke_orbit_code': 31525953339393890, 'n': 14, 'trace_an': 4}
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id: 194320014
{'hecke_orbit_code': 31525953339393890, 'n': 15, 'trace_an': 0}
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id: 194320015
{'hecke_orbit_code': 31525953339393890, 'n': 16, 'trace_an': -6}
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id: 194320016
{'hecke_orbit_code': 31525953339393890, 'n': 17, 'trace_an': -7}
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id: 194320017
{'hecke_orbit_code': 31525953339393890, 'n': 18, 'trace_an': 0}
-
id: 194320018
{'hecke_orbit_code': 31525953339393890, 'n': 19, 'trace_an': 14}
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id: 194320019
{'hecke_orbit_code': 31525953339393890, 'n': 20, 'trace_an': -6}
-
id: 194320020
{'hecke_orbit_code': 31525953339393890, 'n': 21, 'trace_an': 0}
-
id: 194320021
{'hecke_orbit_code': 31525953339393890, 'n': 22, 'trace_an': -7}
-
id: 194320022
{'hecke_orbit_code': 31525953339393890, 'n': 23, 'trace_an': -18}
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id: 194320023
{'hecke_orbit_code': 31525953339393890, 'n': 24, 'trace_an': 0}
-
id: 194320024
{'hecke_orbit_code': 31525953339393890, 'n': 25, 'trace_an': 12}
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id: 194320025
{'hecke_orbit_code': 31525953339393890, 'n': 26, 'trace_an': -2}
-
id: 194320026
{'hecke_orbit_code': 31525953339393890, 'n': 27, 'trace_an': 0}
-
id: 194320027
{'hecke_orbit_code': 31525953339393890, 'n': 28, 'trace_an': 8}
-
id: 194320028
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