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mf_newforms • Show schema
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{'Nk2': 1568, 'analytic_conductor': 7.361730675835232, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 8, 'char_degree': 1, 'char_is_minimal': False, 'char_is_real': True, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 2, 'char_parity': -1, 'char_values': [32, 2, [31, 5], [1, 1]], 'cm_discs': [-8], 'conrey_index': 15, 'conrey_indexes': [15], 'dim': 1, 'field_disc': 1, 'field_disc_factorization': [], 'field_poly': [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': [[3, [46, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 206275870752, 'hecke_ring_generator_nbound': 1, '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, 8, 4, -1, 2, -8]], 'is_cm': True, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': True, 'is_twist_minimal': False, 'label': '32.7.d.a', 'level': 32, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2], 'level_radical': 2, 'minimal_twist': '8.7.d.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 4, 'qexp_display': 'q-46q^{3}+1387q^{9}+2338q^{11}-1726q^{17}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '6.2.1.d2', 'self_twist_discs': [-8], 'self_twist_type': 1, 'space_label': '32.7.d', 'trace_display': [0, -46, 0, 0], 'trace_hash': 1062881916467601861, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.965', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.850', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.388', 'prec': 17}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.507', 'prec': 17}, 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mf_hecke_nf • Show schema
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{'an': [[1], [0], [-46], [0], [0], [0], [0], [0], [1387], [0], [2338], [0], [0], [0], [0], [0], [-1726], [0], [2482], [0], [0], [0], [0], [0], [15625], [0], [-30268], [0], [0], [0], [0], [0], [-107548], [0], [0], [0], [0], [0], [0], [0], [134642], [0], [74914], [0], [0], [0], [0], [0], [117649], [0], [79396], [0], [0], [0], [0], [0], [-114172], [0], [-304958], [0], [0], [0], [0], [0], [0], [0], [596626], [0], [0], [0], [0], [0], [-593134], [0], [-718750], [0], [0], [0], [0], [0], [381205], [0], [-678926], [0], [0], [0], [0], [0], [-357262], [0], [0], [0], [0], [0], [0], [0], [1822754], [0], [3242806], [0]], 'ap': [[0], [-46], [0], [0], [2338], [0], [-1726], [2482], [0], [0], [0], [0], [134642], [74914], [0], [0], [-304958], [0], [596626], [0], [-593134], [0], [-678926], [-357262], [1822754], [0], [0], [-474014], [0], [-2812894], [0], [2953618], [-80206], [3198562], [0], [0], [0], [7720594], [0], [0], [-3228878], [0], [0], [-10010014], [0], [0], [-18642062], [0], [-19770734], [0], [11062226], [0], [-26501758], [13119298], [-18972286], [0], [0], [0], [0], [42896882], [-19150526], [0], [-5971214], [0], [9063506], [0], [4598818], [53642594], [47202946], [0], [-65221054], [0], [0], [0], [-27215678], [0], [0], [0], [-79934398], [130355858], [-134918318], [0], [0], [-132005374], [0], [-159916286], [125702498], [135636914], [0], [0], [-22205774], [0], [0], [87364258], [-83246798], [0], [0], [-198899278], [263548834], [0], [-150087854], [0], [-203361806], [-362708782], [-358714622], [-1997566], [297401506], [268860386], [0], [-226861198], [0], [0], [344190674], [-468505118], [0], [-482153758], [-283407086], [0], [0], [-312918158], [0], [-241386334], [0], [493943074], [655966258], [0], [0], [0], [0], [0], [-494166638], [0], [0], [0], [286986962], [698978018], [0], [926584306], [0], [-853142542], [-345583262], [0], [0], [579438466], [0], [0], [0], [-911768686], [-815877758], [0], [0], [374798882], [1348946674], [0], [805321186], [0], [0], [-1555005022], [1520998994], [0], [-1692176654], [384033746], [0], [1830970978], [-1563432766], [0], [0], [0]], 'char_orbit_index': 4, 'field_poly': [0, 1], 'hecke_orbit_code': 206275870752, 'hecke_ring_character_values': [[31, [-1]], [5, [-1]]], 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '32.7.d.a', 'level': 32, 'maxp': 997, 'weight': 7}
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mf_newspaces • Show schema
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{'Nk2': 1568, 'analytic_conductor': 7.361730675835232, 'char_conductor': 8, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 2, 'char_parity': -1, 'char_values': [32, 2, [31, 5], [1, 1]], 'conrey_index': 15, 'cusp_dim': 20, 'dim': 5, 'eis_dim': 8, 'eis_new_dim': 2, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 206275870752, 'hecke_orbit_dims': [1, 4], 'label': '32.7.d', 'level': 32, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2], 'level_radical': 2, 'mf_dim': 28, 'mf_new_dim': 7, 'num_forms': 2, 'prim_orbit_index': 4, 'relative_dim': 5, 'sturm_bound': 28, 'trace_bound': 1, 'trace_display': [0, 2, 0, 0], 'traces': [5, 0, 2, 0, 0, 0, 0, 0, 727, 0, 1362, 0, 0, 0, 0, 0, 2442, 0, 3938, 0, 0, 0, 0, 0, -8275, 0, -32860, 0, 0, 0, 0, 0, -23500, 0, 49920, 0, 0, 0, 0, 0, 16698, 0, -122542, 0, 0, 0, 0, 0, 119765, 0, 465412, 0, 0, 0, 0, 0, 12500, 0, -846990, 0, 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mf_twists_nf • Show schema
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id: 25614
{'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '32.7.d.a', 'source_level': 32, 'target_char_orbit': 4, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '8.7.d.a', 'target_level': 8, 'twist_class_label': '8.7.d.a', 'twist_class_level': 8, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 7}
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id: 25615
{'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '32.7.d.a', 'source_level': 32, 'target_char_orbit': 4, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '8.7.d.a', 'target_level': 8, 'twist_class_label': '8.7.d.a', 'twist_class_level': 8, 'twisting_char_label': '8.b', 'twisting_char_orbit': 2, 'weight': 7}
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id: 25616
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 4, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '32.7.d.a', 'source_level': 32, 'target_char_orbit': 4, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '32.7.d.a', 'target_level': 32, 'twist_class_label': '8.7.d.a', 'twist_class_level': 8, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 7}
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id: 25617
{'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': -8, 'source_char_orbit': 4, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '32.7.d.a', 'source_level': 32, 'target_char_orbit': 4, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '32.7.d.a', 'target_level': 32, 'twist_class_label': '8.7.d.a', 'twist_class_level': 8, 'twisting_char_label': '8.d', 'twisting_char_orbit': 4, 'weight': 7}
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id: 25618
{'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '32.7.d.a', 'source_level': 32, 'target_char_orbit': 2, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '72.7.b.a', 'target_level': 72, 'twist_class_label': '8.7.d.a', 'twist_class_level': 8, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 7}
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id: 25619
{'conductor': 24, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '32.7.d.a', 'source_level': 32, 'target_char_orbit': 2, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '72.7.b.a', 'target_level': 72, 'twist_class_label': '8.7.d.a', 'twist_class_level': 8, 'twisting_char_label': '24.h', 'twisting_char_orbit': 8, 'weight': 7}
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id: 25620
{'conductor': 16, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '32.7.d.a', 'source_level': 32, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '256.7.c.d', 'target_level': 256, 'twist_class_label': '8.7.d.a', 'twist_class_level': 8, 'twisting_char_label': '16.e', 'twisting_char_orbit': 5, 'weight': 7}
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id: 25621
{'conductor': 16, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '32.7.d.a', 'source_level': 32, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '256.7.c.d', 'target_level': 256, 'twist_class_label': '8.7.d.a', 'twist_class_level': 8, 'twisting_char_label': '16.f', 'twisting_char_orbit': 6, 'weight': 7}
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id: 25622
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '32.7.d.a', 'source_level': 32, 'target_char_orbit': 2, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '288.7.b.a', 'target_level': 288, 'twist_class_label': '8.7.d.a', 'twist_class_level': 8, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 7}
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id: 25623
{'conductor': 24, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '32.7.d.a', 'source_level': 32, 'target_char_orbit': 2, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '288.7.b.a', 'target_level': 288, 'twist_class_label': '8.7.d.a', 'twist_class_level': 8, 'twisting_char_label': '24.f', 'twisting_char_orbit': 6, 'weight': 7}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 116025
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 206275870752, 'p': 2}
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id: 116026
{'charpoly_factorization': [[[46, 1], 1]], 'hecke_orbit_code': 206275870752, 'p': 3}
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id: 116027
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 206275870752, 'p': 5}
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id: 116028
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 206275870752, 'p': 7}
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id: 116029
{'charpoly_factorization': [[[-2338, 1], 1]], 'hecke_orbit_code': 206275870752, 'p': 11}
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id: 116030
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 206275870752, 'p': 13}
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id: 116031
{'charpoly_factorization': [[[1726, 1], 1]], 'hecke_orbit_code': 206275870752, 'p': 17}
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id: 116032
{'charpoly_factorization': [[[-2482, 1], 1]], 'hecke_orbit_code': 206275870752, 'p': 19}
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id: 116033
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 206275870752, 'p': 23}
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id: 116034
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 206275870752, 'p': 29}
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id: 116035
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 206275870752, 'p': 31}
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id: 116036
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 206275870752, 'p': 37}
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id: 116037
{'charpoly_factorization': [[[-134642, 1], 1]], 'hecke_orbit_code': 206275870752, 'p': 41}
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id: 116038
{'charpoly_factorization': [[[-74914, 1], 1]], 'hecke_orbit_code': 206275870752, 'p': 43}
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id: 116039
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 206275870752, 'p': 47}
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id: 116040
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 206275870752, 'p': 53}
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id: 116041
{'charpoly_factorization': [[[304958, 1], 1]], 'hecke_orbit_code': 206275870752, 'p': 59}
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id: 116042
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 206275870752, 'p': 61}
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id: 116043
{'charpoly_factorization': [[[-596626, 1], 1]], 'hecke_orbit_code': 206275870752, 'p': 67}
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id: 116044
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 206275870752, 'p': 71}
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id: 116045
{'charpoly_factorization': [[[593134, 1], 1]], 'hecke_orbit_code': 206275870752, 'p': 73}
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id: 116046
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 206275870752, 'p': 79}
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id: 116047
{'charpoly_factorization': [[[678926, 1], 1]], 'hecke_orbit_code': 206275870752, 'p': 83}
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id: 116048
{'charpoly_factorization': [[[357262, 1], 1]], 'hecke_orbit_code': 206275870752, 'p': 89}
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id: 116049
{'charpoly_factorization': [[[-1822754, 1], 1]], 'hecke_orbit_code': 206275870752, 'p': 97}
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 4, 'hecke_orbit': 1, 'label': '32.7.d.a', 'level': 32, 'portrait': 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'weight': 7}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 27331000
{'hecke_orbit_code': 206275870752, 'n': 1, 'trace_an': 1}
-
id: 27331001
{'hecke_orbit_code': 206275870752, 'n': 2, 'trace_an': 0}
-
id: 27331002
{'hecke_orbit_code': 206275870752, 'n': 3, 'trace_an': -46}
-
id: 27331003
{'hecke_orbit_code': 206275870752, 'n': 4, 'trace_an': 0}
-
id: 27331004
{'hecke_orbit_code': 206275870752, 'n': 5, 'trace_an': 0}
-
id: 27331005
{'hecke_orbit_code': 206275870752, 'n': 6, 'trace_an': 0}
-
id: 27331006
{'hecke_orbit_code': 206275870752, 'n': 7, 'trace_an': 0}
-
id: 27331007
{'hecke_orbit_code': 206275870752, 'n': 8, 'trace_an': 0}
-
id: 27331008
{'hecke_orbit_code': 206275870752, 'n': 9, 'trace_an': 1387}
-
id: 27331009
{'hecke_orbit_code': 206275870752, 'n': 10, 'trace_an': 0}
-
id: 27331010
{'hecke_orbit_code': 206275870752, 'n': 11, 'trace_an': 2338}
-
id: 27331011
{'hecke_orbit_code': 206275870752, 'n': 12, 'trace_an': 0}
-
id: 27331012
{'hecke_orbit_code': 206275870752, 'n': 13, 'trace_an': 0}
-
id: 27331013
{'hecke_orbit_code': 206275870752, 'n': 14, 'trace_an': 0}
-
id: 27331014
{'hecke_orbit_code': 206275870752, 'n': 15, 'trace_an': 0}
-
id: 27331015
{'hecke_orbit_code': 206275870752, 'n': 16, 'trace_an': 0}
-
id: 27331016
{'hecke_orbit_code': 206275870752, 'n': 17, 'trace_an': -1726}
-
id: 27331017
{'hecke_orbit_code': 206275870752, 'n': 18, 'trace_an': 0}
-
id: 27331018
{'hecke_orbit_code': 206275870752, 'n': 19, 'trace_an': 2482}
-
id: 27331019
{'hecke_orbit_code': 206275870752, 'n': 20, 'trace_an': 0}
-
id: 27331020
{'hecke_orbit_code': 206275870752, 'n': 21, 'trace_an': 0}
-
id: 27331021
{'hecke_orbit_code': 206275870752, 'n': 22, 'trace_an': 0}
-
id: 27331022
{'hecke_orbit_code': 206275870752, 'n': 23, 'trace_an': 0}
-
id: 27331023
{'hecke_orbit_code': 206275870752, 'n': 24, 'trace_an': 0}
-
id: 27331024
{'hecke_orbit_code': 206275870752, 'n': 25, 'trace_an': 15625}
-
id: 27331025
{'hecke_orbit_code': 206275870752, 'n': 26, 'trace_an': 0}
-
id: 27331026
{'hecke_orbit_code': 206275870752, 'n': 27, 'trace_an': -30268}
-
id: 27331027
{'hecke_orbit_code': 206275870752, 'n': 28, 'trace_an': 0}
-
id: 27331028
{'hecke_orbit_code': 206275870752, 'n': 29, 'trace_an': 0}
-
id: 27331029
{'hecke_orbit_code': 206275870752, 'n': 30, 'trace_an': 0}
-
id: 27331030
{'hecke_orbit_code': 206275870752, 'n': 31, 'trace_an': 0}
-
id: 27331031
{'hecke_orbit_code': 206275870752, 'n': 32, 'trace_an': 0}
-
id: 27331032
{'hecke_orbit_code': 206275870752, 'n': 33, 'trace_an': -107548}
-
id: 27331033
{'hecke_orbit_code': 206275870752, 'n': 34, 'trace_an': 0}
-
id: 27331034
{'hecke_orbit_code': 206275870752, 'n': 35, 'trace_an': 0}
-
id: 27331035
{'hecke_orbit_code': 206275870752, 'n': 36, 'trace_an': 0}
-
id: 27331036
{'hecke_orbit_code': 206275870752, 'n': 37, 'trace_an': 0}
-
id: 27331037
{'hecke_orbit_code': 206275870752, 'n': 38, 'trace_an': 0}
-
id: 27331038
{'hecke_orbit_code': 206275870752, 'n': 39, 'trace_an': 0}
-
id: 27331039
{'hecke_orbit_code': 206275870752, 'n': 40, 'trace_an': 0}
-
id: 27331040
{'hecke_orbit_code': 206275870752, 'n': 41, 'trace_an': 134642}
-
id: 27331041
{'hecke_orbit_code': 206275870752, 'n': 42, 'trace_an': 0}
-
id: 27331042
{'hecke_orbit_code': 206275870752, 'n': 43, 'trace_an': 74914}
-
id: 27331043
{'hecke_orbit_code': 206275870752, 'n': 44, 'trace_an': 0}
-
id: 27331044
{'hecke_orbit_code': 206275870752, 'n': 45, 'trace_an': 0}
-
id: 27331045
{'hecke_orbit_code': 206275870752, 'n': 46, 'trace_an': 0}
-
id: 27331046
{'hecke_orbit_code': 206275870752, 'n': 47, 'trace_an': 0}
-
id: 27331047
{'hecke_orbit_code': 206275870752, 'n': 48, 'trace_an': 0}
-
id: 27331048
{'hecke_orbit_code': 206275870752, 'n': 49, 'trace_an': 117649}
-
id: 27331049
{'hecke_orbit_code': 206275870752, 'n': 50, 'trace_an': 0}
-
id: 27331050
{'hecke_orbit_code': 206275870752, 'n': 51, 'trace_an': 79396}
-
id: 27331051
{'hecke_orbit_code': 206275870752, 'n': 52, 'trace_an': 0}
-
id: 27331052
{'hecke_orbit_code': 206275870752, 'n': 53, 'trace_an': 0}
-
id: 27331053
{'hecke_orbit_code': 206275870752, 'n': 54, 'trace_an': 0}
-
id: 27331054
{'hecke_orbit_code': 206275870752, 'n': 55, 'trace_an': 0}
-
id: 27331055
{'hecke_orbit_code': 206275870752, 'n': 56, 'trace_an': 0}
-
id: 27331056
{'hecke_orbit_code': 206275870752, 'n': 57, 'trace_an': -114172}
-
id: 27331057
{'hecke_orbit_code': 206275870752, 'n': 58, 'trace_an': 0}
-
id: 27331058
{'hecke_orbit_code': 206275870752, 'n': 59, 'trace_an': -304958}
-
id: 27331059
{'hecke_orbit_code': 206275870752, 'n': 60, 'trace_an': 0}
-
id: 27331060
{'hecke_orbit_code': 206275870752, 'n': 61, 'trace_an': 0}
-
id: 27331061
{'hecke_orbit_code': 206275870752, 'n': 62, 'trace_an': 0}
-
id: 27331062
{'hecke_orbit_code': 206275870752, 'n': 63, 'trace_an': 0}
-
id: 27331063
{'hecke_orbit_code': 206275870752, 'n': 64, 'trace_an': 0}
-
id: 27331064
{'hecke_orbit_code': 206275870752, 'n': 65, 'trace_an': 0}
-
id: 27331065
{'hecke_orbit_code': 206275870752, 'n': 66, 'trace_an': 0}
-
id: 27331066
{'hecke_orbit_code': 206275870752, 'n': 67, 'trace_an': 596626}
-
id: 27331067
{'hecke_orbit_code': 206275870752, 'n': 68, 'trace_an': 0}
-
id: 27331068
{'hecke_orbit_code': 206275870752, 'n': 69, 'trace_an': 0}
-
id: 27331069
{'hecke_orbit_code': 206275870752, 'n': 70, 'trace_an': 0}
-
id: 27331070
{'hecke_orbit_code': 206275870752, 'n': 71, 'trace_an': 0}
-
id: 27331071
{'hecke_orbit_code': 206275870752, 'n': 72, 'trace_an': 0}
-
id: 27331072
{'hecke_orbit_code': 206275870752, 'n': 73, 'trace_an': -593134}
-
id: 27331073
{'hecke_orbit_code': 206275870752, 'n': 74, 'trace_an': 0}
-
id: 27331074
{'hecke_orbit_code': 206275870752, 'n': 75, 'trace_an': -718750}
-
id: 27331075
{'hecke_orbit_code': 206275870752, 'n': 76, 'trace_an': 0}
-
id: 27331076
{'hecke_orbit_code': 206275870752, 'n': 77, 'trace_an': 0}
-
id: 27331077
{'hecke_orbit_code': 206275870752, 'n': 78, 'trace_an': 0}
-
id: 27331078
{'hecke_orbit_code': 206275870752, 'n': 79, 'trace_an': 0}
-
id: 27331079
{'hecke_orbit_code': 206275870752, 'n': 80, 'trace_an': 0}
-
id: 27331080
{'hecke_orbit_code': 206275870752, 'n': 81, 'trace_an': 381205}
-
id: 27331081
{'hecke_orbit_code': 206275870752, 'n': 82, 'trace_an': 0}
-
id: 27331082
{'hecke_orbit_code': 206275870752, 'n': 83, 'trace_an': -678926}
-
id: 27331083
{'hecke_orbit_code': 206275870752, 'n': 84, 'trace_an': 0}
-
id: 27331084
{'hecke_orbit_code': 206275870752, 'n': 85, 'trace_an': 0}
-
id: 27331085
{'hecke_orbit_code': 206275870752, 'n': 86, 'trace_an': 0}
-
id: 27331086
{'hecke_orbit_code': 206275870752, 'n': 87, 'trace_an': 0}
-
id: 27331087
{'hecke_orbit_code': 206275870752, 'n': 88, 'trace_an': 0}
-
id: 27331088
{'hecke_orbit_code': 206275870752, 'n': 89, 'trace_an': -357262}
-
id: 27331089
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