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mf_newforms • Show schema
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{'Nk2': 1863, 'analytic_conductor': 9.369708031405926, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 23, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': -1, 'char_values': [23, 2, [5], [1]], 'cm_discs': [-23], 'conrey_index': 22, 'conrey_indexes': [22], 'dim': 3, 'field_disc': 621, 'field_disc_factorization': [[3, 3], [23, 1]], 'field_poly': [-3, -6, 0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'has_non_self_twist': 0, 'hecke_cutters': [[2, [1951, -768, 0, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 68870471703, 'hecke_ring_generator_nbound': 3, 'hecke_ring_index': 7, 'hecke_ring_index_factorization': [[7, 1]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 23, 2, -1, 2, -23]], 'is_cm': True, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': True, 'is_twist_minimal': True, 'label': '23.9.b.a', 'level': 23, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [23], 'level_radical': 23, 'minimal_twist': '23.9.b.a', 'nf_label': '3.3.621.1', 'prim_orbit_index': 2, 'qexp_display': 'q+(-3\\beta _{1}-2\\beta _{2})q^{2}+(13\\beta _{1}-17\\beta _{2})q^{3}+\\cdots', 'related_objects': [], 'relative_dim': 3, 'rm_discs': [], 'sato_tate_group': '8.2.1.d2', 'self_twist_discs': [-23], 'self_twist_type': 1, 'space_label': '23.9.b', 'trace_display': [0, 0, 0, 0], 'trace_hash': 1777098062878726849, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.736', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '72.965', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2161.222', 'prec': 27}], 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mf_hecke_nf • Show schema
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{'an': [[1, 0, 0], [0, -3, -2], [0, 13, -17], [256, 48, -47], [0, 0, 0], [-191, -208, -207], [0, 0, 0], [-1951, -768, -512], [6561, -1075, 1359], [0, 0, 0], [0, 0, 0], [40897, 573, 382], [0, 6765, -1841], [0, 0, 0], [0, 0, 0], [65536, 5853, 3902], [0, 0, 0], [19489, -2483, 3247], [0, 0, 0], [0, 0, 0], [0, 0, 0], [0, 0, 0], [279841, 0, 0], [-48896, -78611, -19825], [390625, 0, 0], [-652831, -108240, 4369], [-1062686, 85293, -111537], [0, 0, 0], [0, 71757, 148783], [0, 0, 0], [0, 220077, -34577], [-499456, -93648, 91697], [0, 0, 0], [0, 0, 0], [0, 0, 0], [-1643135, 256461, -347345], [0, 0, 0], [0, 0, 0], [3472834, -19987, 581103], [0, 0, 0], [0, -621267, 369583], [0, 0, 0], [0, 0, 0], [0, 0, 0], [0, 0, 0], [0, -839523, -559682], [0, -558195, -982961], [372641, 1257776, -710255], [5764801, 0, 0], [0, -1171875, -781250], [0, 0, 0], [12427169, 1958493, 1305662], [0, 0, 0], [-1253151, 1823370, 767245], [0, 0, 0], [0, 0, 0], [0, 0, 0], [-20221183, -1148112, 2739313], [15279074, 0, 0], [0, 0, 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0, 0]]], 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1, 1], 'hecke_ring_inverse_denominators': [1, 7, 7], 'hecke_ring_inverse_numerators': [[1, 0, 0], [0, 2, 1], [28, 3, -2]], 'hecke_ring_numerators': [[1, 0, 0], [-4, 2, 1], [8, 3, -2]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 3, 'label': '23.9.b.a', 'level': 23, 'maxp': 997, 'weight': 9}
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mf_newspaces • Show schema
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{'Nk2': 1863, 'analytic_conductor': 9.369708031405926, 'char_conductor': 23, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': -1, 'char_values': [23, 2, [5], [1]], 'conrey_index': 22, 'cusp_dim': 15, 'dim': 15, 'eis_dim': 2, 'eis_new_dim': 2, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 68870471703, 'hecke_orbit_dims': [3, 12], 'label': '23.9.b', 'level': 23, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [23], 'level_radical': 23, 'mf_dim': 17, 'mf_new_dim': 17, 'num_forms': 2, 'prim_orbit_index': 2, 'relative_dim': 15, 'sturm_bound': 18, 'trace_bound': 1, 'trace_display': [-8, -72, 0, 0], 'traces': [15, -8, -72, 1128, 0, -1677, 0, -2797, 25575, 0, 0, -53781, 33696, 0, 0, 59664, 0, 141219, 0, 0, 0, 0, 204983, -582816, -1009737, 949259, -582450, 0, 3183496, 0, -2159088, -96480, 0, 0, -5177928, -2482989, 0, 0, 5289318, 0, 4482376, 0, 0, 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965795309136, 0, -1964790061497, 0, 0, 0, 0, -1324765416240, 6535406769312, -7847563220941, -3998885473440, -1365799225152, 0, 12334707033510, 0, 13350854510483, 4677361804782, 0, 0, 8679599784507, -7562620033104, 0, 0, -6768880491165, 0, 1307866824870, 0, 0, 0, 0, 4804537803120, -797083554816, -3417258805890, -5594689850493, 8294551566126, 0, -1963949019144, 0, -5288911293930, -4697479770685, 0, 0], 'weight': 9, 'weight_parity': -1}
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mf_twists_nf • Show schema
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id: 18034
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 2, 'source_dim': 3, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '23.9.b.a', 'source_level': 23, 'target_char_orbit': 2, 'target_dim': 3, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '23.9.b.a', 'target_level': 23, 'twist_class_label': '23.9.b.a', 'twist_class_level': 23, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 9}
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id: 18035
{'conductor': 23, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': -23, 'source_char_orbit': 2, 'source_dim': 3, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '23.9.b.a', 'source_level': 23, 'target_char_orbit': 2, 'target_dim': 3, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '23.9.b.a', 'target_level': 23, 'twist_class_label': '23.9.b.a', 'twist_class_level': 23, 'twisting_char_label': '23.b', 'twisting_char_orbit': 2, 'weight': 9}
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id: 18036
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 3, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '23.9.b.a', 'source_level': 23, 'target_char_orbit': 4, 'target_dim': 3, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '207.9.d.a', 'target_level': 207, 'twist_class_label': '23.9.b.a', 'twist_class_level': 23, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 9}
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id: 18037
{'conductor': 69, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 3, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '23.9.b.a', 'source_level': 23, 'target_char_orbit': 4, 'target_dim': 3, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '207.9.d.a', 'target_level': 207, 'twist_class_label': '23.9.b.a', 'twist_class_level': 23, 'twisting_char_label': '69.c', 'twisting_char_orbit': 3, 'weight': 9}
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id: 18038
{'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 3, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '23.9.b.a', 'source_level': 23, 'target_char_orbit': 6, 'target_dim': 3, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '368.9.f.a', 'target_level': 368, 'twist_class_label': '23.9.b.a', 'twist_class_level': 23, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 9}
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id: 18039
{'conductor': 92, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 3, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '23.9.b.a', 'source_level': 23, 'target_char_orbit': 6, 'target_dim': 3, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '368.9.f.a', 'target_level': 368, 'twist_class_label': '23.9.b.a', 'twist_class_level': 23, 'twisting_char_label': '92.b', 'twisting_char_orbit': 2, 'weight': 9}
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mf_hecke_charpolys • Show schema
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id: 89025
{'charpoly_factorization': [[[1951, -768, 0, 1], 1]], 'hecke_orbit_code': 68870471703, 'p': 2}
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id: 89026
{'charpoly_factorization': [[[1062686, -19683, 0, 1], 1]], 'hecke_orbit_code': 68870471703, 'p': 3}
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id: 89027
{'charpoly_factorization': [[[0, 1], 3]], 'hecke_orbit_code': 68870471703, 'p': 5}
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id: 89028
{'charpoly_factorization': [[[0, 1], 3]], 'hecke_orbit_code': 68870471703, 'p': 7}
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id: 89029
{'charpoly_factorization': [[[0, 1], 3]], 'hecke_orbit_code': 68870471703, 'p': 11}
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id: 89030
{'charpoly_factorization': [[[-25363320370274, -2447192163, 0, 1], 1]], 'hecke_orbit_code': 68870471703, 'p': 13}
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id: 89031
{'charpoly_factorization': [[[0, 1], 3]], 'hecke_orbit_code': 68870471703, 'p': 17}
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id: 89032
{'charpoly_factorization': [[[0, 1], 3]], 'hecke_orbit_code': 68870471703, 'p': 19}
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id: 89033
{'charpoly_factorization': [[[-279841, 1], 3]], 'hecke_orbit_code': 68870471703, 'p': 23}
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id: 89034
{'charpoly_factorization': [[[647932355939762206, -1500739238883, 0, 1], 1]], 'hecke_orbit_code': 68870471703, 'p': 29}
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id: 89035
{'charpoly_factorization': [[[-1237087799571624194, -2558673112323, 0, 1], 1]], 'hecke_orbit_code': 68870471703, 'p': 31}
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id: 89036
{'charpoly_factorization': [[[0, 1], 3]], 'hecke_orbit_code': 68870471703, 'p': 37}
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id: 89037
{'charpoly_factorization': [[[-12576527614080568514, -23954775687363, 0, 1], 1]], 'hecke_orbit_code': 68870471703, 'p': 41}
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id: 89038
{'charpoly_factorization': [[[0, 1], 3]], 'hecke_orbit_code': 68870471703, 'p': 43}
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id: 89039
{'charpoly_factorization': [[[-192261621286365409154, -71433859985283, 0, 1], 1]], 'hecke_orbit_code': 68870471703, 'p': 47}
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id: 89040
{'charpoly_factorization': [[[0, 1], 3]], 'hecke_orbit_code': 68870471703, 'p': 53}
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id: 89041
{'charpoly_factorization': [[[-15279074, 1], 3]], 'hecke_orbit_code': 68870471703, 'p': 59}
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id: 89042
{'charpoly_factorization': [[[0, 1], 3]], 'hecke_orbit_code': 68870471703, 'p': 61}
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id: 89043
{'charpoly_factorization': [[[0, 1], 3]], 'hecke_orbit_code': 68870471703, 'p': 67}
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id: 89044
{'charpoly_factorization': [[[-2861536906024780963394, -1937260593737283, 0, 1], 1]], 'hecke_orbit_code': 68870471703, 'p': 71}
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id: 89045
{'charpoly_factorization': [[[-3932686548449574639554, -2419380275682243, 0, 1], 1]], 'hecke_orbit_code': 68870471703, 'p': 73}
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id: 89046
{'charpoly_factorization': [[[0, 1], 3]], 'hecke_orbit_code': 68870471703, 'p': 79}
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id: 89047
{'charpoly_factorization': [[[0, 1], 3]], 'hecke_orbit_code': 68870471703, 'p': 83}
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id: 89048
{'charpoly_factorization': [[[0, 1], 3]], 'hecke_orbit_code': 68870471703, 'p': 89}
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id: 89049
{'charpoly_factorization': [[[0, 1], 3]], 'hecke_orbit_code': 68870471703, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 2, 'hecke_orbit': 1, 'label': '23.9.b.a', 'level': 23, 'portrait': 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', 'weight': 9}
-
mf_hecke_traces • Show schema
Hide schema
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id: 19587000
{'hecke_orbit_code': 68870471703, 'n': 1, 'trace_an': 3}
-
id: 19587001
{'hecke_orbit_code': 68870471703, 'n': 2, 'trace_an': 0}
-
id: 19587002
{'hecke_orbit_code': 68870471703, 'n': 3, 'trace_an': 0}
-
id: 19587003
{'hecke_orbit_code': 68870471703, 'n': 4, 'trace_an': 768}
-
id: 19587004
{'hecke_orbit_code': 68870471703, 'n': 5, 'trace_an': 0}
-
id: 19587005
{'hecke_orbit_code': 68870471703, 'n': 6, 'trace_an': -573}
-
id: 19587006
{'hecke_orbit_code': 68870471703, 'n': 7, 'trace_an': 0}
-
id: 19587007
{'hecke_orbit_code': 68870471703, 'n': 8, 'trace_an': -5853}
-
id: 19587008
{'hecke_orbit_code': 68870471703, 'n': 9, 'trace_an': 19683}
-
id: 19587009
{'hecke_orbit_code': 68870471703, 'n': 10, 'trace_an': 0}
-
id: 19587010
{'hecke_orbit_code': 68870471703, 'n': 11, 'trace_an': 0}
-
id: 19587011
{'hecke_orbit_code': 68870471703, 'n': 12, 'trace_an': 122691}
-
id: 19587012
{'hecke_orbit_code': 68870471703, 'n': 13, 'trace_an': 0}
-
id: 19587013
{'hecke_orbit_code': 68870471703, 'n': 14, 'trace_an': 0}
-
id: 19587014
{'hecke_orbit_code': 68870471703, 'n': 15, 'trace_an': 0}
-
id: 19587015
{'hecke_orbit_code': 68870471703, 'n': 16, 'trace_an': 196608}
-
id: 19587016
{'hecke_orbit_code': 68870471703, 'n': 17, 'trace_an': 0}
-
id: 19587017
{'hecke_orbit_code': 68870471703, 'n': 18, 'trace_an': 58467}
-
id: 19587018
{'hecke_orbit_code': 68870471703, 'n': 19, 'trace_an': 0}
-
id: 19587019
{'hecke_orbit_code': 68870471703, 'n': 20, 'trace_an': 0}
-
id: 19587020
{'hecke_orbit_code': 68870471703, 'n': 21, 'trace_an': 0}
-
id: 19587021
{'hecke_orbit_code': 68870471703, 'n': 22, 'trace_an': 0}
-
id: 19587022
{'hecke_orbit_code': 68870471703, 'n': 23, 'trace_an': 839523}
-
id: 19587023
{'hecke_orbit_code': 68870471703, 'n': 24, 'trace_an': -146688}
-
id: 19587024
{'hecke_orbit_code': 68870471703, 'n': 25, 'trace_an': 1171875}
-
id: 19587025
{'hecke_orbit_code': 68870471703, 'n': 26, 'trace_an': -1958493}
-
id: 19587026
{'hecke_orbit_code': 68870471703, 'n': 27, 'trace_an': -3188058}
-
id: 19587027
{'hecke_orbit_code': 68870471703, 'n': 28, 'trace_an': 0}
-
id: 19587028
{'hecke_orbit_code': 68870471703, 'n': 29, 'trace_an': 0}
-
id: 19587029
{'hecke_orbit_code': 68870471703, 'n': 30, 'trace_an': 0}
-
id: 19587030
{'hecke_orbit_code': 68870471703, 'n': 31, 'trace_an': 0}
-
id: 19587031
{'hecke_orbit_code': 68870471703, 'n': 32, 'trace_an': -1498368}
-
id: 19587032
{'hecke_orbit_code': 68870471703, 'n': 33, 'trace_an': 0}
-
id: 19587033
{'hecke_orbit_code': 68870471703, 'n': 34, 'trace_an': 0}
-
id: 19587034
{'hecke_orbit_code': 68870471703, 'n': 35, 'trace_an': 0}
-
id: 19587035
{'hecke_orbit_code': 68870471703, 'n': 36, 'trace_an': -4929405}
-
id: 19587036
{'hecke_orbit_code': 68870471703, 'n': 37, 'trace_an': 0}
-
id: 19587037
{'hecke_orbit_code': 68870471703, 'n': 38, 'trace_an': 0}
-
id: 19587038
{'hecke_orbit_code': 68870471703, 'n': 39, 'trace_an': 10418502}
-
id: 19587039
{'hecke_orbit_code': 68870471703, 'n': 40, 'trace_an': 0}
-
id: 19587040
{'hecke_orbit_code': 68870471703, 'n': 41, 'trace_an': 0}
-
id: 19587041
{'hecke_orbit_code': 68870471703, 'n': 42, 'trace_an': 0}
-
id: 19587042
{'hecke_orbit_code': 68870471703, 'n': 43, 'trace_an': 0}
-
id: 19587043
{'hecke_orbit_code': 68870471703, 'n': 44, 'trace_an': 0}
-
id: 19587044
{'hecke_orbit_code': 68870471703, 'n': 45, 'trace_an': 0}
-
id: 19587045
{'hecke_orbit_code': 68870471703, 'n': 46, 'trace_an': 0}
-
id: 19587046
{'hecke_orbit_code': 68870471703, 'n': 47, 'trace_an': 0}
-
id: 19587047
{'hecke_orbit_code': 68870471703, 'n': 48, 'trace_an': 1117923}
-
id: 19587048
{'hecke_orbit_code': 68870471703, 'n': 49, 'trace_an': 17294403}
-
id: 19587049
{'hecke_orbit_code': 68870471703, 'n': 50, 'trace_an': 0}
-
id: 19587050
{'hecke_orbit_code': 68870471703, 'n': 51, 'trace_an': 0}
-
id: 19587051
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