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mf_newforms • Show schema
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{'Nk2': 208, 'analytic_conductor': 0.767024830074628, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 13, 'char_degree': 2, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 5, 'char_orbit_label': 'e', 'char_order': 6, 'char_parity': 1, 'char_values': [13, 6, [2], [1]], 'cm_discs': [], 'conrey_index': 4, 'conrey_indexes': [4, 10], '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': [[2, [12, 6, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 274945015821, 'hecke_ring_generator_nbound': 3, '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, 13, 5, 1, 6, 0]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '13.4.e.a', 'level': 13, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [13], 'level_radical': 13, 'minimal_twist': '13.4.e.a', 'nf_label': '2.0.3.1', 'prim_orbit_index': 5, 'qexp_display': 'q+(-2-2\\zeta_{6})q^{2}+(7-7\\zeta_{6})q^{3}+4\\zeta_{6}q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '3.2.3.c6', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '13.4.e', 'trace_display': [-6, 7, 0, 39], 'trace_hash': 1147304938396324717, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.003', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.001', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.245', 'prec': 17}, {'__RealLiteral__': 0, 'data': '11.779', 'prec': 20}, {'__RealLiteral__': 0, 'data': '2.532', 'prec': 17}, {'__RealLiteral__': 0, 'data': '95.864', 'prec': 20}], 'trace_zratio': {'__RealLiteral__': 0, 'data': 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mf_hecke_nf • Show schema
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{'an': [[1, 0], [-2, -2], [7, -7], [0, 4], [-8, 16], [-28, 14], [26, -13], [-8, 16], [0, -22], [48, -48], [-13, -13], [28, 0], [-39, 52], [-78, 0], [56, 56], [80, -80], [0, -27], [-44, 88], [-102, 51], [-64, 32], [91, -182], [0, 78], [-57, 57], [56, 56], [-67, 0], [182, -130], [35, 0], [52, 52], [69, -69], [0, -336], [42, -84], [-192, 96], [-182, 91], [-54, 108], [0, 312], [88, -88], [-23, -23], [306, 0], [91, 273], [-192, 0], [-227, -227], [-546, 546], [0, 85], [52, -104], [352, -176], [228, -114], [198, -396], [0, -560], [164, -164], [134, 134], [-189, 0], [-208, 52], [426, 0], [-70, -70], [312, -312], [0, 312], [-357, 714], [-276, 138], [-22, 11], [-224, 448], [0, 17], [-252, 252], [-286, -286], [-64, 0], [-520, -208], [546, 0], [95, 95], [108, -108], [0, 399], [624, -1248], [674, -337], [352, -176], [-580, 1160], [0, 138], [-469, 469], [-204, -204], [-507, 0], [364, -1274], [-1244, 0], [640, 640], [839, -839], [0, 1362], [246, -492], [728, -364], [432, -216], [170, -340], [0, -483], [312, -312], [177, 177], [-1056, 0], [-338, 1183], [-228, 0], [-294, -294], [-1188, 1188], [0, -1224], [-672, 1344], [1426, -713], [-656, 328], [-286, 572], [0, -268]], 'ap': [[-2, -2], [7, -7], [-8, 16], [26, -13], [-13, -13], [-39, 52], [0, -27], [-102, 51], [-57, 57], [69, -69], [42, -84], [-23, -23], [-227, -227], [0, 85], [198, -396], [426, 0], [-22, 11], [0, 17], [95, 95], [674, -337], [-580, 1160], [-1244, 0], [246, -492], [177, 177], [1426, -713], [-1959, 1959], [1856, 0], [255, -255], [352, -704], [0, -411], [2243, -2243], [-372, 0], [-1374, 687], [0, 2545], [1506, -753], [50, -100], [-1534, 0], [-1886, 943], [939, 939], [0, 873], [1287, -1287], [2, 0], [0, 2841], [-2451, -2451], [1589, 1589], [0, 1685], [-1681, 1681], [-2365, -2365], [506, -253], [-104, 208], [-5778, 0], [1074, -2148], [2378, -1189], [0, -4491], [-5451, 5451], [783, -783], [0, 5085], [-765, -765], [0, 3421], [-468, 936], [-7177, 7177], [10754, -5377], [2758, -5516], [6192, 0], [-770, 0], [-4652, 9304], [-6094, 3047], [8278, 0], [0, -6867], [7017, 7017], [3353, 3353], [-774, 1548], [-3665, 3665], [0, -5371], [-6645, -6645], [2794, -1397], [-9858, 0], [-10070, 5035], [-4379, -4379], [4970, -2485], [-5397, 5397], [-4192, 8384], [-281, -281], [0, -12139], [-461, 461], [12156, 0], [-342, 171], [353, 353], [-15158, 7579], [482, -964], [14496, 0], [-5137, -5137], [5490, -2745], [1635, -1635], [8334, -16668], [0, -12687], [-3319, -3319], [6054, 0], [14803, -14803], [12396, -24792], [-13516, 0], [1669, 1669], [0, -11583], [-12879, 12879], [-11636, 0], [-7108, 14216], [-9033, -9033], [-14908, 29816], [1668, 0], [-13699, 13699], [0, 23173], [9593, 9593], [32786, -16393], [3606, -7212], [25842, -12921], [0, -19827], [-9758, 4879], [-2949, 2949], [-12039, 12039], [0, -3363], [5865, 5865], [18169, -18169], [9042, 0], [-14390, 7195], [-2493, -2493], [-18270, 0], [1882, -941], [0, -9831], [-15464, 0], [7284, -14568], [-9401, -9401], [6239, 6239], [13615, -13615], [-5551, 5551], [11642, -5821], [17181, 17181], [32026, -16013], [-36430, 18215], [0, -1455], [-1659, 1659], [-2542, 5084], [-16571, -16571], [0, -15779], [4246, -8492], [-17371, 17371], [34034, -17017], [-1680, 3360], [-5346, 0], [24244, 0], [-18926, 37852], [-5246, 2623], [20517, -20517], [-23852, 0], [-38757, 38757], [39071, -39071], [-53040, 0], [0, -367], [-34566, 17283], [42166, 0], [20220, -40440], [-1501, -1501], [0, -10623], [-11662, 23324], [0, 2325], [19017, 19017], [-24654, 49308], [4843, -4843], [0, -10943]], 'char_orbit_index': 5, 'field_poly': [1, -1, 1], 'hecke_orbit_code': 274945015821, 'hecke_ring_character_values': [[2, [0, 1]]], 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 2, 'label': '13.4.e.a', 'level': 13, 'maxp': 997, 'weight': 4}
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mf_newspaces • Show schema
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{'Nk2': 208, 'analytic_conductor': 0.767024830074628, 'char_conductor': 13, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 5, 'char_orbit_label': 'e', 'char_order': 6, 'char_parity': 1, 'char_values': [13, 6, [2], [1]], 'conrey_index': 4, 'cusp_dim': 4, 'dim': 4, 'eis_dim': 4, 'eis_new_dim': 4, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 274945015821, 'hecke_orbit_dims': [2, 2], 'label': '13.4.e', 'level': 13, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [13], 'level_radical': 13, 'mf_dim': 8, 'mf_new_dim': 8, 'num_forms': 2, 'prim_orbit_index': 5, 'relative_dim': 2, 'sturm_bound': 4, 'trace_bound': 2, 'trace_display': [-3, 5, 0, 15], 'traces': [4, -3, 5, -1, 0, -48, 15, 0, 1, 51, -15, 76, 65, -204, 174, 79, -144, 0, -351, -111, 0, 102, 21, 246, 110, 351, -130, 276, 210, -330, 0, -603, -321, 0, 336, 203, -318, 216, 325, -462, -210, -498, -19, 0, 597, 576, 0, -562, 13, 768, 90, -494, 1038, 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-41538], 'weight': 4, 'weight_parity': 1}
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mf_twists_nf • Show schema
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id: 8806
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 5, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '13.4.e.a', 'source_level': 13, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '13.4.e.a', 'target_level': 13, 'twist_class_label': '13.4.e.a', 'twist_class_level': 13, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 4}
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id: 8807
{'conductor': 13, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '13.4.e.a', 'source_level': 13, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '13.4.e.a', 'target_level': 13, 'twist_class_label': '13.4.e.a', 'twist_class_level': 13, 'twisting_char_label': '13.e', 'twisting_char_orbit': 5, 'weight': 4}
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id: 8808
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '13.4.e.a', 'source_level': 13, 'target_char_orbit': 17, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '117.4.q.c', 'target_level': 117, 'twist_class_label': '13.4.e.a', 'twist_class_level': 13, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 4}
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id: 8809
{'conductor': 39, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '13.4.e.a', 'source_level': 13, 'target_char_orbit': 17, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '117.4.q.c', 'target_level': 117, 'twist_class_label': '13.4.e.a', 'twist_class_level': 13, 'twisting_char_label': '39.h', 'twisting_char_orbit': 8, 'weight': 4}
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id: 8810
{'conductor': 13, 'degree': 4, 'multiplicity': 2, 'order': 12, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '13.4.e.a', 'source_level': 13, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 8, 'target_is_minimal': False, 'target_label': '169.4.a.h', 'target_level': 169, 'twist_class_label': '13.4.e.a', 'twist_class_level': 13, 'twisting_char_label': '13.f', 'twisting_char_orbit': 6, 'weight': 4}
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id: 8811
{'conductor': 13, 'degree': 2, 'multiplicity': 1, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '13.4.e.a', 'source_level': 13, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '169.4.b.b', 'target_level': 169, 'twist_class_label': '13.4.e.a', 'twist_class_level': 13, 'twisting_char_label': '13.c', 'twisting_char_orbit': 3, 'weight': 4}
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id: 8812
{'conductor': 13, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '13.4.e.a', 'source_level': 13, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '169.4.b.b', 'target_level': 169, 'twist_class_label': '13.4.e.a', 'twist_class_level': 13, 'twisting_char_label': '13.e', 'twisting_char_orbit': 5, 'weight': 4}
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id: 8813
{'conductor': 13, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '13.4.e.a', 'source_level': 13, 'target_char_orbit': 3, 'target_dim': 4, 'target_hecke_orbit': 9, 'target_is_minimal': False, 'target_label': '169.4.c.i', 'target_level': 169, 'twist_class_label': '13.4.e.a', 'twist_class_level': 13, 'twisting_char_label': '13.d', 'twisting_char_orbit': 4, 'weight': 4}
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id: 8814
{'conductor': 13, 'degree': 4, 'multiplicity': 2, 'order': 12, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '13.4.e.a', 'source_level': 13, 'target_char_orbit': 3, 'target_dim': 4, 'target_hecke_orbit': 9, 'target_is_minimal': False, 'target_label': '169.4.c.i', 'target_level': 169, 'twist_class_label': '13.4.e.a', 'twist_class_level': 13, 'twisting_char_label': '13.f', 'twisting_char_orbit': 6, 'weight': 4}
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id: 8815
{'conductor': 13, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '13.4.e.a', 'source_level': 13, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '169.4.e.b', 'target_level': 169, 'twist_class_label': '13.4.e.a', 'twist_class_level': 13, 'twisting_char_label': '13.b', 'twisting_char_orbit': 2, 'weight': 4}
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id: 8816
{'conductor': 13, 'degree': 2, 'multiplicity': 1, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '13.4.e.a', 'source_level': 13, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '169.4.e.b', 'target_level': 169, 'twist_class_label': '13.4.e.a', 'twist_class_level': 13, 'twisting_char_label': '13.c', 'twisting_char_orbit': 3, 'weight': 4}
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id: 8817
{'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '13.4.e.a', 'source_level': 13, 'target_char_orbit': 23, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '208.4.w.a', 'target_level': 208, 'twist_class_label': '13.4.e.a', 'twist_class_level': 13, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 4}
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id: 8818
{'conductor': 52, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '13.4.e.a', 'source_level': 13, 'target_char_orbit': 23, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '208.4.w.a', 'target_level': 208, 'twist_class_label': '13.4.e.a', 'twist_class_level': 13, 'twisting_char_label': '52.i', 'twisting_char_orbit': 9, 'weight': 4}
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id: 8819
{'conductor': 39, 'degree': 4, 'multiplicity': 2, 'order': 12, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '13.4.e.a', 'source_level': 13, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 17, 'target_is_minimal': False, 'target_label': '1521.4.a.q', 'target_level': 1521, 'twist_class_label': '13.4.e.a', 'twist_class_level': 13, 'twisting_char_label': '39.k', 'twisting_char_orbit': 11, 'weight': 4}
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mf_hecke_charpolys • Show schema
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id: 55275
{'charpoly_factorization': [[[12, 6, 1], 1]], 'hecke_orbit_code': 274945015821, 'p': 2}
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id: 55276
{'charpoly_factorization': [[[49, -7, 1], 1]], 'hecke_orbit_code': 274945015821, 'p': 3}
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id: 55277
{'charpoly_factorization': [[[192, 0, 1], 1]], 'hecke_orbit_code': 274945015821, 'p': 5}
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id: 55278
{'charpoly_factorization': [[[507, -39, 1], 1]], 'hecke_orbit_code': 274945015821, 'p': 7}
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id: 55279
{'charpoly_factorization': [[[507, 39, 1], 1]], 'hecke_orbit_code': 274945015821, 'p': 11}
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id: 55280
{'charpoly_factorization': [[[2197, 26, 1], 1]], 'hecke_orbit_code': 274945015821, 'p': 13}
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id: 55281
{'charpoly_factorization': [[[729, 27, 1], 1]], 'hecke_orbit_code': 274945015821, 'p': 17}
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id: 55282
{'charpoly_factorization': [[[7803, 153, 1], 1]], 'hecke_orbit_code': 274945015821, 'p': 19}
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id: 55283
{'charpoly_factorization': [[[3249, 57, 1], 1]], 'hecke_orbit_code': 274945015821, 'p': 23}
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id: 55284
{'charpoly_factorization': [[[4761, -69, 1], 1]], 'hecke_orbit_code': 274945015821, 'p': 29}
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id: 55285
{'charpoly_factorization': [[[5292, 0, 1], 1]], 'hecke_orbit_code': 274945015821, 'p': 31}
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id: 55286
{'charpoly_factorization': [[[1587, 69, 1], 1]], 'hecke_orbit_code': 274945015821, 'p': 37}
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id: 55287
{'charpoly_factorization': [[[154587, 681, 1], 1]], 'hecke_orbit_code': 274945015821, 'p': 41}
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id: 55288
{'charpoly_factorization': [[[7225, -85, 1], 1]], 'hecke_orbit_code': 274945015821, 'p': 43}
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id: 55289
{'charpoly_factorization': [[[117612, 0, 1], 1]], 'hecke_orbit_code': 274945015821, 'p': 47}
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id: 55290
{'charpoly_factorization': [[[-426, 1], 2]], 'hecke_orbit_code': 274945015821, 'p': 53}
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id: 55291
{'charpoly_factorization': [[[363, 33, 1], 1]], 'hecke_orbit_code': 274945015821, 'p': 59}
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id: 55292
{'charpoly_factorization': [[[289, -17, 1], 1]], 'hecke_orbit_code': 274945015821, 'p': 61}
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id: 55293
{'charpoly_factorization': [[[27075, -285, 1], 1]], 'hecke_orbit_code': 274945015821, 'p': 67}
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id: 55294
{'charpoly_factorization': [[[340707, -1011, 1], 1]], 'hecke_orbit_code': 274945015821, 'p': 71}
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id: 55295
{'charpoly_factorization': [[[1009200, 0, 1], 1]], 'hecke_orbit_code': 274945015821, 'p': 73}
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id: 55296
{'charpoly_factorization': [[[1244, 1], 2]], 'hecke_orbit_code': 274945015821, 'p': 79}
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id: 55297
{'charpoly_factorization': [[[181548, 0, 1], 1]], 'hecke_orbit_code': 274945015821, 'p': 83}
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id: 55298
{'charpoly_factorization': [[[93987, -531, 1], 1]], 'hecke_orbit_code': 274945015821, 'p': 89}
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id: 55299
{'charpoly_factorization': [[[1525107, -2139, 1], 1]], 'hecke_orbit_code': 274945015821, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 5, 'hecke_orbit': 1, 'label': '13.4.e.a', 'level': 13, 'portrait': 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', 'weight': 4}
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mf_hecke_traces • Show schema
Hide schema
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id: 30039000
{'hecke_orbit_code': 274945015821, 'n': 1, 'trace_an': 2}
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id: 30039001
{'hecke_orbit_code': 274945015821, 'n': 2, 'trace_an': -6}
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id: 30039002
{'hecke_orbit_code': 274945015821, 'n': 3, 'trace_an': 7}
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id: 30039003
{'hecke_orbit_code': 274945015821, 'n': 4, 'trace_an': 4}
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id: 30039004
{'hecke_orbit_code': 274945015821, 'n': 5, 'trace_an': 0}
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id: 30039005
{'hecke_orbit_code': 274945015821, 'n': 6, 'trace_an': -42}
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id: 30039006
{'hecke_orbit_code': 274945015821, 'n': 7, 'trace_an': 39}
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id: 30039007
{'hecke_orbit_code': 274945015821, 'n': 8, 'trace_an': 0}
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id: 30039008
{'hecke_orbit_code': 274945015821, 'n': 9, 'trace_an': -22}
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id: 30039009
{'hecke_orbit_code': 274945015821, 'n': 10, 'trace_an': 48}
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id: 30039010
{'hecke_orbit_code': 274945015821, 'n': 11, 'trace_an': -39}
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id: 30039011
{'hecke_orbit_code': 274945015821, 'n': 12, 'trace_an': 56}
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id: 30039012
{'hecke_orbit_code': 274945015821, 'n': 13, 'trace_an': -26}
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id: 30039013
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