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{'Nk2': 30420, 'analytic_conductor': 60.726230737183734, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, 1], [5, 1], [13, 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': [7605, 1, [6761, 1522, 6931], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 12, 'field_disc': 16838073524779186624, 'field_disc_factorization': [[2, 6], [7, 8], [223, 1], [204655417, 1]], 'field_poly': [7, 21, -91, -183, 388, 212, -339, -90, 118, 16, -18, -1, 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, [7, 21, -91, -183, 388, 212, -339, -90, 118, 16, -18, -1, 1]], [7, [6656, -32128, 18752, 23304, -19992, -4018, 6561, -520, -829, 190, 26, -12, 1]], [11, [832, -11808, 35104, 38808, -45824, -33180, 9829, 9082, 671, -444, -61, 6, 1]]], 'hecke_orbit': 77, 'hecke_orbit_code': 342273571713719733, 'hecke_ring_generator_nbound': 7, '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': True, 'label': '7605.2.a.cy', 'level': 7605, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 5, 13], 'level_radical': 195, 'minimal_twist': '7605.2.a.cv', 'prim_orbit_index': 1, 'qexp_display': 'q+\\beta _{1}q^{2}+(1-\\beta _{3}+\\beta _{4})q^{4}-q^{5}+(1+\\cdots)q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 12, 'rm_discs': [], 'sato_tate_group': '1.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '7605.2.a', 'trace_display': [1, 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mf_hecke_nf • Show schema
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[-18, -1, 11, -16, 5, 3, 8, 10, 10, 2, -14, -2], [16, -8, 8, 0, 4, -8, 8, 0, -1, -4, 12, 4], [-20, 23, -3, -13, -13, -9, 8, 16, -18, 4, -6, 4], [8, 1, 0, -9, 0, -2, 10, 2, 3, -6, -11, 10], [9, 3, 1, -1, -12, 8, -22, -8, 2, 15, 7, -4], [2, -24, 3, 24, -12, 4, 6, 8, 18, -6, -3, 0], [-6, -2, 0, 12, -4, 18, -2, -10, 6, 6, 8, 8], [6, -7, 4, 19, -2, 14, -14, 12, 11, 14, 5, -4], [-4, 3, 4, -22, -9, 3, -14, 4, 2, 10, -1, 2], [3, -3, 0, 26, -4, 0, 4, 16, 32, 1, -4, 4], [30, 7, 10, 10, 4, 1, -9, 4, -4, -5, -9, -5], [4, 11, -10, -3, 0, -6, -8, -14, 1, -6, -3, 4], [-5, -5, 6, -21, -8, 2, 16, 21, 1, -6, -10, -7], [-42, 6, -6, -11, -7, -1, 8, -5, -27, 5, -10, -7], [45, -6, 9, 0, 6, 2, -4, -5, 5, 3, -3, 1], [-21, 12, -2, -7, 4, -5, 7, 19, 8, 3, 1, 6], [2, 4, -9, -2, -1, -12, 9, 22, 10, 11, 1, -11], [-8, -2, 1, 16, -13, 8, 13, 0, -2, -5, -1, 5], [-3, -4, -6, -7, 8, 0, 4, -2, 15, 3, 1, -4], [-8, -4, 14, 6, 0, 7, -3, 7, 16, 4, 2, -16], [-14, 2, -3, -17, 3, -10, 13, 5, -36, -1, -2, 6], [2, 12, -4, -30, -4, -10, -14, -8, -28, 4, 4, 0], [-4, -6, 6, 2, 0, 10, -16, -12, 4, -2, 4, 4], [9, 0, -4, -8, -7, -3, -2, 2, 12, -3, 5, -2], [-4, -1, 7, 16, -6, 1, 15, 10, 16, -5, 8, 13], [4, -1, 0, -19, -2, -10, 6, 12, -5, -4, -17, 0], [10, 0, -1, 11, 1, 1, 22, 6, -14, -6, -1, 2], [-17, 16, 8, 9, 2, 6, 8, 7, 1, -6, -1, 7], [-8, -3, 3, -4, 2, -7, -3, -10, 8, 13, 4, 1], [-18, -6, 1, 6, 0, -14, 16, 19, 16, -7, -17, 3], [-28, 6, 1, -26, 12, 6, -2, -6, -10, -10, 1, 0]], 'char_orbit_index': 1, 'field_poly': [7, 21, -91, -183, 388, 212, -339, -90, 118, 16, -18, -1, 1], 'hecke_orbit_code': 342273571713719733, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1, 2018, 2018, 2018, 2018, 2018, 2018, 2018, 2018, 1009, 1009], 'hecke_ring_inverse_denominators': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1], 'hecke_ring_inverse_numerators': [[1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0], [0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0], [3, 0, 0, -1, 1, 0, 0, 0, 0, 0, 0, 0], [0, 5, 0, 0, 0, 1, -1, 0, 0, 0, 0, 0], [15, 0, 1, -7, 6, 0, 0, 1, 1, 1, -1, 0], [0, 28, -1, 0, 0, 8, -9, 0, -1, -1, -1, 1], [83, 0, 10, -46, 36, 0, 2, 12, 11, 9, -10, 0], [-3, 165, -11, -1, 0, 55, -67, -1, -18, -10, -10, 12], [485, -2, 77, -297, 220, 0, 28, 107, 90, 66, -77, -1], [-49, 1002, -94, -13, -2, 363, -464, -15, -195, -77, -76, 107], [2934, -38, 541, -1901, 1365, -3, 276, 848, 661, 457, -546, -15], [-534, 6200, -733, -103, -41, 2368, -3103, -148, -1728, -544, -528, 848]], 'hecke_ring_numerators': [[1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0], [0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0], [-9423, -31729, 86986, 45583, -74281, -18145, 23339, 2172, -3172, 77, 158, -20], [-9852, -10361, 89978, -28665, -99917, 39646, 40870, -16558, -7027, 2820, 427, -169], [-15906, -10361, 91996, -28665, -99917, 39646, 40870, -16558, -7027, 2820, 427, -169], [1183, -14375, -25740, 61069, 36907, -64089, -17645, 25660, 3384, -4323, -222, 258], [1183, -4285, -25740, 59051, 36907, -64089, -17645, 25660, 3384, -4323, -222, 258], [-3661, 3308, 42712, -68046, -49872, 73541, 22425, -28828, -4293, 4757, 287, -279], [-6457, 15242, 73777, -124387, -84500, 115226, 35028, -40863, -6098, 6307, 375, -354], [-1323, 13288, 59289, -142377, -90250, 134130, 42570, -47199, -7916, 7175, 505, -396], [-8533, 5235, 92447, -130281, -100502, 132553, 41246, -49080, -7226, 7748, 449, -440], [-16543, 13601, 189603, -219418, -206564, 217123, 82892, -79195, -14127, 12366, 857, -696]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 12, 'label': '7605.2.a.cy', 'level': 7605, 'maxp': 2999, 'weight': 2}
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{'AL_dims': [[[[3, -1], [5, -1], [13, -1]], 42, 11], [[[3, -1], [5, -1], [13, 1]], 35, 17], [[[3, 1], [5, 1], [13, 1]], 26, 6], [[[3, 1], [5, 1], [13, -1]], 26, 5], [[[3, 1], [5, -1], [13, -1]], 26, 5], [[[3, -1], [5, 1], [13, 1]], 42, 14], [[[3, 1], [5, -1], [13, 1]], 26, 6], [[[3, -1], [5, 1], [13, -1]], 36, 13]], 'ALdims': [26, 26, 26, 26, 42, 36, 35, 42], 'Nk2': 30420, 'analytic_conductor': 60.726230737183734, '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': [7605, 1, [6761, 1522, 6931], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 1037, 'dim': 259, 'eis_dim': 111, 'eis_new_dim': 0, 'hecke_cutter_primes': [2, 7, 11], 'hecke_orbit_code': 33562037, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 4, 4, 4, 4, 4, 4, 5, 5, 5, 5, 9, 9, 9, 9, 10, 10, 12, 12, 12, 12], 'label': '7605.2.a', 'level': 7605, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 5, 13], 'level_radical': 195, 'mf_dim': 1148, 'mf_new_dim': 259, 'num_forms': 77, 'plus_dim': 123, 'prim_orbit_index': 1, 'relative_dim': 259, 'sturm_bound': 2184, 'trace_bound': 11, 'trace_display': [1, 0, -1, 4], 'traces': [259, 1, 0, 261, -1, 0, 4, 9, 0, -3, 0, 0, 0, -20, 0, 261, -6, 0, 4, -7, 0, 16, 0, 0, 259, 0, 0, 12, 10, 0, -12, -11, 0, 2, 4, 0, 10, 0, 0, -3, -18, 0, 12, -28, 0, 32, 4, 0, 275, 1, 0, 0, 10, 0, 4, -40, 0, 6, -4, 0, -22, 0, 0, 241, 0, 0, 24, -6, 0, -8, 16, 0, 14, 22, 0, 48, 20, 0, 12, -15, 0, -42, -32, 0, -10, 76, 0, 52, 2, 0, 0, 20, 0, -60, 12, 0, 18, -31, 0, 261, -2, 0, 16, 0, 0, 58, -24, 0, -10, -28, 0, 12, 14, 0, -8, 34, 0, 16, -32, 0, 283, 58, 0, -104, -1, 0, -140, 105, 0, 0, -44, 0, -156, -44, 0, 74, -26, 0, -140, 44, 0, 0, 0, 0, 22, 78, 0, 118, 66, 0, 24, -100, 0, -60, 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380, 0, -64, 338, 0, -322, 356, 0, -1118, 0, 0, -256, 244, 0, -40, 212, 0, 388, -208, 0], 'weight': 2, 'weight_parity': 1}
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mf_twists_nf • Show schema
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id: 1356842
{'conductor': 13, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 12, 'source_hecke_orbit': 77, 'source_is_minimal': True, 'source_label': '7605.2.a.cy', 'source_level': 7605, 'target_char_orbit': 1, 'target_dim': 12, 'target_hecke_orbit': 74, 'target_is_minimal': True, 'target_label': '7605.2.a.cv', 'target_level': 7605, 'twist_class_label': '7605.2.a.cv', 'twist_class_level': 7605, 'twisting_char_label': '13.b', 'twisting_char_orbit': 2, 'weight': 2}
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id: 1356843
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 12, 'source_hecke_orbit': 77, 'source_is_minimal': True, 'source_label': '7605.2.a.cy', 'source_level': 7605, 'target_char_orbit': 1, 'target_dim': 12, 'target_hecke_orbit': 75, 'target_is_minimal': True, 'target_label': '7605.2.a.cw', 'target_level': 7605, 'twist_class_label': '7605.2.a.cv', 'twist_class_level': 7605, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 2}
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id: 1356844
{'conductor': 39, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 12, 'source_hecke_orbit': 77, 'source_is_minimal': True, 'source_label': '7605.2.a.cy', 'source_level': 7605, 'target_char_orbit': 1, 'target_dim': 12, 'target_hecke_orbit': 76, 'target_is_minimal': True, 'target_label': '7605.2.a.cx', 'target_level': 7605, 'twist_class_label': '7605.2.a.cv', 'twist_class_level': 7605, 'twisting_char_label': '39.d', 'twisting_char_orbit': 4, 'weight': 2}
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id: 1356845
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 12, 'source_hecke_orbit': 77, 'source_is_minimal': True, 'source_label': '7605.2.a.cy', 'source_level': 7605, 'target_char_orbit': 1, 'target_dim': 12, 'target_hecke_orbit': 77, 'target_is_minimal': True, 'target_label': '7605.2.a.cy', 'target_level': 7605, 'twist_class_label': '7605.2.a.cv', 'twist_class_level': 7605, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 2}
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mf_hecke_charpolys • Show schema
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id: 4524050
{'charpoly_factorization': [[[7, 21, -91, -183, 388, 212, -339, -90, 118, 16, -18, -1, 1], 1]], 'hecke_orbit_code': 342273571713719733, 'p': 2}
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id: 4524051
{'charpoly_factorization': [[[0, 1], 12]], 'hecke_orbit_code': 342273571713719733, 'p': 3}
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id: 4524052
{'charpoly_factorization': [[[1, 1], 12]], 'hecke_orbit_code': 342273571713719733, 'p': 5}
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id: 4524053
{'charpoly_factorization': [[[6656, -32128, 18752, 23304, -19992, -4018, 6561, -520, -829, 190, 26, -12, 1], 1]], 'hecke_orbit_code': 342273571713719733, 'p': 7}
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id: 4524054
{'charpoly_factorization': [[[832, -11808, 35104, 38808, -45824, -33180, 9829, 9082, 671, -444, -61, 6, 1], 1]], 'hecke_orbit_code': 342273571713719733, 'p': 11}
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id: 4524055
{'charpoly_factorization': [[[0, 1], 12]], 'hecke_orbit_code': 342273571713719733, 'p': 13}
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id: 4524056
{'charpoly_factorization': [[[-22464, 49536, 116160, -135392, -136876, 13244, 31585, 3742, -2230, -528, 19, 14, 1], 1]], 'hecke_orbit_code': 342273571713719733, 'p': 17}
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id: 4524057
{'charpoly_factorization': [[[1469299, 2973522, -2788447, -1359298, 1083483, 160046, -138997, -5736, 6813, 62, -139, 0, 1], 1]], 'hecke_orbit_code': 342273571713719733, 'p': 19}
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id: 4524058
{'charpoly_factorization': [[[665119, -577262, -1757182, 308526, 1119218, 331918, -81230, -57980, -9095, 362, 260, 28, 1], 1]], 'hecke_orbit_code': 342273571713719733, 'p': 23}
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id: 4524059
{'charpoly_factorization': [[[-34112, -238624, -307376, 188024, 497708, 229362, -11863, -34326, -8428, -270, 167, 24, 1], 1]], 'hecke_orbit_code': 342273571713719733, 'p': 29}
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id: 4524060
{'charpoly_factorization': [[[-30941833, 39990410, -8791317, -6943044, 2537846, 461300, -217181, -15302, 8410, 270, -150, -2, 1], 1]], 'hecke_orbit_code': 342273571713719733, 'p': 31}
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id: 4524061
{'charpoly_factorization': [[[1590784, -15321856, -75474208, -50276824, 7743824, 5487370, -620611, -176266, 20342, 2068, -249, -8, 1], 1]], 'hecke_orbit_code': 342273571713719733, 'p': 37}
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id: 4524062
{'charpoly_factorization': [[[71522368, -748708224, -162867200, 147894552, 36835640, -6742990, -1863379, 129880, 37583, -1172, -324, 4, 1], 1]], 'hecke_orbit_code': 342273571713719733, 'p': 41}
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id: 4524063
{'charpoly_factorization': [[[-18337472, 35021632, 1997728, -27436872, 6642016, 2625598, -701475, -84964, 23127, 1030, -274, -4, 1], 1]], 'hecke_orbit_code': 342273571713719733, 'p': 43}
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id: 4524064
{'charpoly_factorization': [[[84629063, -110798612, 16109863, 28270732, -10031821, -1196354, 897203, -59414, -21163, 3214, -1, -22, 1], 1]], 'hecke_orbit_code': 342273571713719733, 'p': 47}
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id: 4524065
{'charpoly_factorization': [[[-620732099, -1744395308, -1225441456, -260774950, 33484116, 21450892, 2264698, -238354, -63713, -2658, 332, 36, 1], 1]], 'hecke_orbit_code': 342273571713719733, 'p': 53}
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id: 4524066
{'charpoly_factorization': [[[92845376, 328356224, 214806048, -7958608, -33780876, -3718092, 1568589, 228046, -23854, -4452, 39, 28, 1], 1]], 'hecke_orbit_code': 342273571713719733, 'p': 59}
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id: 4524067
{'charpoly_factorization': [[[-697311511, 223556446, 390794847, -87826644, -71304551, 7786098, 4429831, 85950, -74167, -5184, 283, 38, 1], 1]], 'hecke_orbit_code': 342273571713719733, 'p': 61}
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id: 4524068
{'charpoly_factorization': [[[6823125504, -7033871232, 1432975296, 663354808, -291473908, 18275722, 6315533, -901304, -19499, 8592, -240, -22, 1], 1]], 'hecke_orbit_code': 342273571713719733, 'p': 67}
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id: 4524069
{'charpoly_factorization': [[[7971825344, -31105196864, 10980262608, 275845072, -564394032, 49889388, 7721121, -1200260, -18603, 9366, -224, -24, 1], 1]], 'hecke_orbit_code': 342273571713719733, 'p': 71}
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id: 4524070
{'charpoly_factorization': [[[-12660304384, 7670745600, 70560672, -709415160, 56788020, 25621870, -2612183, -450982, 46235, 3822, -356, -12, 1], 1]], 'hecke_orbit_code': 342273571713719733, 'p': 73}
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id: 4524071
{'charpoly_factorization': [[[-27272609, -229014086, 164355625, 90596358, -85392429, 13655958, 1804283, -498004, -1367, 5526, -183, -20, 1], 1]], 'hecke_orbit_code': 342273571713719733, 'p': 79}
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id: 4524072
{'charpoly_factorization': [[[-54759313, 42957418, 389906118, 243249826, -58172276, -32346096, 1436538, 859576, -161, -8244, -194, 26, 1], 1]], 'hecke_orbit_code': 342273571713719733, 'p': 83}
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id: 4524073
{'charpoly_factorization': [[[3431900864, -1657272512, -1360441152, 394451560, 205215712, -12488758, -7769739, 163930, 107553, -994, -588, 2, 1], 1]], 'hecke_orbit_code': 342273571713719733, 'p': 89}
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id: 4524074
{'charpoly_factorization': [[[-20011549376, -3748100832, 8389866800, -945969816, -535040628, 93450278, 7350545, -1922530, 2127, 12942, -357, -26, 1], 1]], 'hecke_orbit_code': 342273571713719733, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 77, 'label': '7605.2.a.cy', 'level': 7605, 'portrait': 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', 'weight': 2}
-
mf_hecke_traces • Show schema
Hide schema
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id: 280750000
{'hecke_orbit_code': 342273571713719733, 'n': 1, 'trace_an': 12}
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id: 280750001
{'hecke_orbit_code': 342273571713719733, 'n': 2, 'trace_an': 1}
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id: 280750002
{'hecke_orbit_code': 342273571713719733, 'n': 3, 'trace_an': 0}
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id: 280750003
{'hecke_orbit_code': 342273571713719733, 'n': 4, 'trace_an': 13}
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id: 280750004
{'hecke_orbit_code': 342273571713719733, 'n': 5, 'trace_an': -12}
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id: 280750005
{'hecke_orbit_code': 342273571713719733, 'n': 6, 'trace_an': 0}
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id: 280750006
{'hecke_orbit_code': 342273571713719733, 'n': 7, 'trace_an': 12}
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id: 280750007
{'hecke_orbit_code': 342273571713719733, 'n': 8, 'trace_an': 3}
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id: 280750008
{'hecke_orbit_code': 342273571713719733, 'n': 9, 'trace_an': 0}
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id: 280750009
{'hecke_orbit_code': 342273571713719733, 'n': 10, 'trace_an': -1}
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id: 280750010
{'hecke_orbit_code': 342273571713719733, 'n': 11, 'trace_an': -6}
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id: 280750011
{'hecke_orbit_code': 342273571713719733, 'n': 12, 'trace_an': 0}
-
id: 280750012
{'hecke_orbit_code': 342273571713719733, 'n': 13, 'trace_an': 0}
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id: 280750013
{'hecke_orbit_code': 342273571713719733, 'n': 14, 'trace_an': -18}
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id: 280750014
{'hecke_orbit_code': 342273571713719733, 'n': 15, 'trace_an': 0}
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id: 280750015
{'hecke_orbit_code': 342273571713719733, 'n': 16, 'trace_an': 11}
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id: 280750016
{'hecke_orbit_code': 342273571713719733, 'n': 17, 'trace_an': -14}
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id: 280750017
{'hecke_orbit_code': 342273571713719733, 'n': 18, 'trace_an': 0}
-
id: 280750018
{'hecke_orbit_code': 342273571713719733, 'n': 19, 'trace_an': 0}
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id: 280750019
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