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{'Nk2': 28224, 'analytic_conductor': 137.76179623849768, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, -1], [7, -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': [441, 1, [344, 199], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 2, 'field_disc': 865, 'field_disc_factorization': [[5, 1], [173, 1]], 'field_poly': [-216, -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, [-214, -3, 1]], [5, [5600, -330, 1]], [13, [-166620776, 2534, 1]]], 'hecke_orbit': 12, 'hecke_orbit_code': 49539596035293625, 'hecke_ring_generator_nbound': 2, '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_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '441.8.a.l', 'level': 441, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [3, 7], 'level_radical': 21, 'minimal_twist': '7.8.a.b', 'nf_label': '2.2.865.1', 'prim_orbit_index': 1, 'qexp_display': 'q+(1+\\beta )q^{2}+(89+3\\beta )q^{4}+(160+10\\beta )q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '7.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '441.8.a', 'trace_display': [3, 0, 330, 0], 'trace_hash': 1063947487806456252, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.017', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.986', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.705', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '65.279', 'prec': 20}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.002', 'prec': 17}, 'traces': [2, 3, 0, 181, 330, 0, 0, 1185, 0, 4820, -2844, 0, -2534, 0, 0, -35663, -1488, 0, -32810, 42840, 0, 45904, 6576, 0, -58550, 377664, 0, 0, -20640, 0, 391836, -136407, 0, 137898, 0, 0, 367392, 321870, 0, 52800, 734664, 0, -480476, -106872, 0, -10896, -1089108, 0, 0, 1339425, 0, 915068, -2858844, 0, 32440, 0, 0, 4025890, 160170, 0, 864646, -496956, 0, -1421839, 3396540, 0, -328648, 285726, 0, 0, 7500216, 0, -4301244, 12306438, 0, -1856050, 0, 0, -6408440, -5196720, 0, -9155174, 11659074, 0, 1155780, -3154824, 0, -3340680, 9772260, 0, 0, 532848, 0, 14325588, -1702800, 0, -10762752, 0, 0, -1017025, 12778314, 0, 3763556, -14089740, 0, -2046186, -23121312, 0, 2420280, 2176560, 0, 0, -16268424, 0, 877440, 10302630, 0, 23431770, 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-
mf_hecke_nf • Show schema
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'hecke_ring_power_basis': True, 'hecke_ring_rank': 2, 'label': '441.8.a.l', 'level': 441, 'maxp': 2999, 'weight': 8}
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mf_newspaces • Show schema
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{'ALdims': [25, 23, 33, 36], 'Nk2': 28224, 'analytic_conductor': 137.76179623849768, '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': [441, 1, [344, 199], [1, 1]], 'conrey_index': 1, 'cusp_dim': 376, 'dim': 117, 'eis_dim': 32, 'eis_new_dim': 5, 'hecke_cutter_primes': [2, 5, 13], 'hecke_orbit_code': 134218169, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 3, 4, 4, 4, 4, 4, 4, 4, 4, 5, 5, 6, 6, 8, 8, 8, 16], 'label': '441.8.a', 'level': 441, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [3, 7], 'level_radical': 21, 'mf_dim': 408, 'mf_new_dim': 122, 'num_forms': 30, 'plus_dim': 61, 'prim_orbit_index': 1, 'relative_dim': 117, 'sturm_bound': 448, 'trace_bound': 13, 'trace_display': [6, 0, -140, 0], 'traces': [117, 6, 0, 7232, -140, 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mf_twists_nf • Show schema
Hide schema
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id: 324453
{'conductor': 21, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 12, 'source_is_minimal': False, 'source_label': '441.8.a.l', 'source_level': 441, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '7.8.a.b', 'target_level': 7, 'twist_class_label': '7.8.a.b', 'twist_class_level': 7, 'twisting_char_label': '21.c', 'twisting_char_orbit': 3, 'weight': 8}
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id: 324454
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 12, 'source_is_minimal': False, 'source_label': '441.8.a.l', 'source_level': 441, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '49.8.a.c', 'target_level': 49, 'twist_class_label': '7.8.a.b', 'twist_class_level': 7, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 8}
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id: 324455
{'conductor': 21, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 12, 'source_is_minimal': False, 'source_label': '441.8.a.l', 'source_level': 441, 'target_char_orbit': 3, 'target_dim': 4, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '49.8.c.e', 'target_level': 49, 'twist_class_label': '7.8.a.b', 'twist_class_level': 7, 'twisting_char_label': '21.g', 'twisting_char_orbit': 7, 'weight': 8}
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id: 324456
{'conductor': 21, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 12, 'source_is_minimal': False, 'source_label': '441.8.a.l', 'source_level': 441, 'target_char_orbit': 3, 'target_dim': 4, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '49.8.c.f', 'target_level': 49, 'twist_class_label': '7.8.a.b', 'twist_class_level': 7, 'twisting_char_label': '21.h', 'twisting_char_orbit': 8, 'weight': 8}
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id: 324457
{'conductor': 7, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 12, 'source_is_minimal': False, 'source_label': '441.8.a.l', 'source_level': 441, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '63.8.a.e', 'target_level': 63, 'twist_class_label': '7.8.a.b', 'twist_class_level': 7, 'twisting_char_label': '7.b', 'twisting_char_orbit': 2, 'weight': 8}
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id: 324458
{'conductor': 84, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 12, 'source_is_minimal': False, 'source_label': '441.8.a.l', 'source_level': 441, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '112.8.a.f', 'target_level': 112, 'twist_class_label': '7.8.a.b', 'twist_class_level': 7, 'twisting_char_label': '84.h', 'twisting_char_orbit': 8, 'weight': 8}
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id: 324459
{'conductor': 105, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 12, 'source_is_minimal': False, 'source_label': '441.8.a.l', 'source_level': 441, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '175.8.a.c', 'target_level': 175, 'twist_class_label': '7.8.a.b', 'twist_class_level': 7, 'twisting_char_label': '105.g', 'twisting_char_orbit': 7, 'weight': 8}
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id: 324460
{'conductor': 105, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 12, 'source_is_minimal': False, 'source_label': '441.8.a.l', 'source_level': 441, 'target_char_orbit': 2, 'target_dim': 4, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '175.8.b.b', 'target_level': 175, 'twist_class_label': '7.8.a.b', 'twist_class_level': 7, 'twisting_char_label': '105.k', 'twisting_char_orbit': 11, 'weight': 8}
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id: 324461
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 12, 'source_is_minimal': False, 'source_label': '441.8.a.l', 'source_level': 441, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 12, 'target_is_minimal': False, 'target_label': '441.8.a.l', 'target_level': 441, 'twist_class_label': '7.8.a.b', 'twist_class_level': 7, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 8}
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id: 324462
{'conductor': 168, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 12, 'source_is_minimal': False, 'source_label': '441.8.a.l', 'source_level': 441, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 11, 'target_is_minimal': False, 'target_label': '448.8.a.k', 'target_level': 448, 'twist_class_label': '7.8.a.b', 'twist_class_level': 7, 'twisting_char_label': '168.i', 'twisting_char_orbit': 9, 'weight': 8}
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id: 324463
{'conductor': 168, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 12, 'source_is_minimal': False, 'source_label': '441.8.a.l', 'source_level': 441, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 20, 'target_is_minimal': False, 'target_label': '448.8.a.t', 'target_level': 448, 'twist_class_label': '7.8.a.b', 'twist_class_level': 7, 'twisting_char_label': '168.e', 'twisting_char_orbit': 5, 'weight': 8}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 896075
{'charpoly_factorization': [[[-214, -3, 1], 1]], 'hecke_orbit_code': 49539596035293625, 'p': 2}
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id: 896076
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 49539596035293625, 'p': 3}
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id: 896077
{'charpoly_factorization': [[[5600, -330, 1], 1]], 'hecke_orbit_code': 49539596035293625, 'p': 5}
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id: 896078
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 49539596035293625, 'p': 7}
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id: 896079
{'charpoly_factorization': [[[-887776, 2844, 1], 1]], 'hecke_orbit_code': 49539596035293625, 'p': 11}
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id: 896080
{'charpoly_factorization': [[[-166620776, 2534, 1], 1]], 'hecke_orbit_code': 49539596035293625, 'p': 13}
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id: 896081
{'charpoly_factorization': [[[-22147524, 1488, 1], 1]], 'hecke_orbit_code': 49539596035293625, 'p': 17}
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id: 896082
{'charpoly_factorization': [[[109928560, 32810, 1], 1]], 'hecke_orbit_code': 49539596035293625, 'p': 19}
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id: 896083
{'charpoly_factorization': [[[10312704, -6576, 1], 1]], 'hecke_orbit_code': 49539596035293625, 'p': 23}
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id: 896084
{'charpoly_factorization': [[[-18920124100, 20640, 1], 1]], 'hecke_orbit_code': 49539596035293625, 'p': 29}
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id: 896085
{'charpoly_factorization': [[[37023636384, -391836, 1], 1]], 'hecke_orbit_code': 49539596035293625, 'p': 31}
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id: 896086
{'charpoly_factorization': [[[-126010986084, -367392, 1], 1]], 'hecke_orbit_code': 49539596035293625, 'p': 37}
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id: 896087
{'charpoly_factorization': [[[13303276364, -734664, 1], 1]], 'hecke_orbit_code': 49539596035293625, 'p': 41}
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id: 896088
{'charpoly_factorization': [[[50864711104, 480476, 1], 1]], 'hecke_orbit_code': 49539596035293625, 'p': 43}
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id: 896089
{'charpoly_factorization': [[[2090896416, 1089108, 1], 1]], 'hecke_orbit_code': 49539596035293625, 'p': 47}
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id: 896090
{'charpoly_factorization': [[[2037435782724, 2858844, 1], 1]], 'hecke_orbit_code': 49539596035293625, 'p': 53}
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id: 896091
{'charpoly_factorization': [[[-615374101440, -160170, 1], 1]], 'hecke_orbit_code': 49539596035293625, 'p': 59}
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id: 896092
{'charpoly_factorization': [[[-529516501136, -864646, 1], 1]], 'hecke_orbit_code': 49539596035293625, 'p': 61}
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id: 896093
{'charpoly_factorization': [[[-533876854064, 328648, 1], 1]], 'hecke_orbit_code': 49539596035293625, 'p': 67}
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id: 896094
{'charpoly_factorization': [[[10359492378624, -7500216, 1], 1]], 'hecke_orbit_code': 49539596035293625, 'p': 71}
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id: 896095
{'charpoly_factorization': [[[-3340687254156, 4301244, 1], 1]], 'hecke_orbit_code': 49539596035293625, 'p': 73}
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id: 896096
{'charpoly_factorization': [[[-6335206025600, 6408440, 1], 1]], 'hecke_orbit_code': 49539596035293625, 'p': 79}
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id: 896097
{'charpoly_factorization': [[[30181573873584, -11659074, 1], 1]], 'hecke_orbit_code': 49539596035293625, 'p': 83}
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id: 896098
{'charpoly_factorization': [[[-4649674734460, -9772260, 1], 1]], 'hecke_orbit_code': 49539596035293625, 'p': 89}
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id: 896099
{'charpoly_factorization': [[[27021168617436, 10762752, 1], 1]], 'hecke_orbit_code': 49539596035293625, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 12, 'label': '441.8.a.l', 'level': 441, 'portrait': 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', 'weight': 8}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 56767459
{'hecke_orbit_code': 49539596035293625, 'n': 1, 'trace_an': 2}
-
id: 56767460
{'hecke_orbit_code': 49539596035293625, 'n': 2, 'trace_an': 3}
-
id: 56767461
{'hecke_orbit_code': 49539596035293625, 'n': 3, 'trace_an': 0}
-
id: 56767462
{'hecke_orbit_code': 49539596035293625, 'n': 4, 'trace_an': 181}
-
id: 56767463
{'hecke_orbit_code': 49539596035293625, 'n': 5, 'trace_an': 330}
-
id: 56767464
{'hecke_orbit_code': 49539596035293625, 'n': 6, 'trace_an': 0}
-
id: 56767465
{'hecke_orbit_code': 49539596035293625, 'n': 7, 'trace_an': 0}
-
id: 56767466
{'hecke_orbit_code': 49539596035293625, 'n': 8, 'trace_an': 1185}
-
id: 56767467
{'hecke_orbit_code': 49539596035293625, 'n': 9, 'trace_an': 0}
-
id: 56767468
{'hecke_orbit_code': 49539596035293625, 'n': 10, 'trace_an': 4820}
-
id: 56767469
{'hecke_orbit_code': 49539596035293625, 'n': 11, 'trace_an': -2844}
-
id: 56767470
{'hecke_orbit_code': 49539596035293625, 'n': 12, 'trace_an': 0}
-
id: 56767471
{'hecke_orbit_code': 49539596035293625, 'n': 13, 'trace_an': -2534}
-
id: 56767472
{'hecke_orbit_code': 49539596035293625, 'n': 14, 'trace_an': 0}
-
id: 56767473
{'hecke_orbit_code': 49539596035293625, 'n': 15, 'trace_an': 0}
-
id: 56767474
{'hecke_orbit_code': 49539596035293625, 'n': 16, 'trace_an': -35663}
-
id: 56767475
{'hecke_orbit_code': 49539596035293625, 'n': 17, 'trace_an': -1488}
-
id: 56767476
{'hecke_orbit_code': 49539596035293625, 'n': 18, 'trace_an': 0}
-
id: 56767477
{'hecke_orbit_code': 49539596035293625, 'n': 19, 'trace_an': -32810}
-
id: 56767478
{'hecke_orbit_code': 49539596035293625, 'n': 20, 'trace_an': 42840}
-
id: 56767479
{'hecke_orbit_code': 49539596035293625, 'n': 21, 'trace_an': 0}
-
id: 56767480
{'hecke_orbit_code': 49539596035293625, 'n': 22, 'trace_an': 45904}
-
id: 56767481
{'hecke_orbit_code': 49539596035293625, 'n': 23, 'trace_an': 6576}
-
id: 56767482
{'hecke_orbit_code': 49539596035293625, 'n': 24, 'trace_an': 0}
-
id: 56767483
{'hecke_orbit_code': 49539596035293625, 'n': 25, 'trace_an': -58550}
-
id: 56767484
{'hecke_orbit_code': 49539596035293625, 'n': 26, 'trace_an': 377664}
-
id: 56767485
{'hecke_orbit_code': 49539596035293625, 'n': 27, 'trace_an': 0}
-
id: 56767486
{'hecke_orbit_code': 49539596035293625, 'n': 28, 'trace_an': 0}
-
id: 56767487
{'hecke_orbit_code': 49539596035293625, 'n': 29, 'trace_an': -20640}
-
id: 56767488
{'hecke_orbit_code': 49539596035293625, 'n': 30, 'trace_an': 0}
-
id: 56767489
{'hecke_orbit_code': 49539596035293625, 'n': 31, 'trace_an': 391836}
-
id: 56767490
{'hecke_orbit_code': 49539596035293625, 'n': 32, 'trace_an': -136407}
-
id: 56767491
{'hecke_orbit_code': 49539596035293625, 'n': 33, 'trace_an': 0}
-
id: 56767492
{'hecke_orbit_code': 49539596035293625, 'n': 34, 'trace_an': 137898}
-
id: 56767493
{'hecke_orbit_code': 49539596035293625, 'n': 35, 'trace_an': 0}
-
id: 56767494
{'hecke_orbit_code': 49539596035293625, 'n': 36, 'trace_an': 0}
-
id: 56767495
{'hecke_orbit_code': 49539596035293625, 'n': 37, 'trace_an': 367392}
-
id: 56767496
{'hecke_orbit_code': 49539596035293625, 'n': 38, 'trace_an': 321870}
-
id: 56767497
{'hecke_orbit_code': 49539596035293625, 'n': 39, 'trace_an': 0}
-
id: 56767498
{'hecke_orbit_code': 49539596035293625, 'n': 40, 'trace_an': 52800}
-
id: 56767499
{'hecke_orbit_code': 49539596035293625, 'n': 41, 'trace_an': 734664}
-
id: 56767500
{'hecke_orbit_code': 49539596035293625, 'n': 42, 'trace_an': 0}
-
id: 56767501
{'hecke_orbit_code': 49539596035293625, 'n': 43, 'trace_an': -480476}
-
id: 56767502
{'hecke_orbit_code': 49539596035293625, 'n': 44, 'trace_an': -106872}
-
id: 56767503
{'hecke_orbit_code': 49539596035293625, 'n': 45, 'trace_an': 0}
-
id: 56767504
{'hecke_orbit_code': 49539596035293625, 'n': 46, 'trace_an': -10896}
-
id: 56767505
{'hecke_orbit_code': 49539596035293625, 'n': 47, 'trace_an': -1089108}
-
id: 56767506
{'hecke_orbit_code': 49539596035293625, 'n': 48, 'trace_an': 0}
-
id: 56767507
{'hecke_orbit_code': 49539596035293625, 'n': 49, 'trace_an': 0}
-
id: 56767508
{'hecke_orbit_code': 49539596035293625, 'n': 50, 'trace_an': 1339425}
-
id: 56767509
{'hecke_orbit_code': 49539596035293625, 'n': 51, 'trace_an': 0}
-
id: 56767510
{'hecke_orbit_code': 49539596035293625, 'n': 52, 'trace_an': 915068}
-
id: 56767511
{'hecke_orbit_code': 49539596035293625, 'n': 53, 'trace_an': -2858844}
-
id: 56767512
{'hecke_orbit_code': 49539596035293625, 'n': 54, 'trace_an': 0}
-
id: 56767513
{'hecke_orbit_code': 49539596035293625, 'n': 55, 'trace_an': 32440}
-
id: 56767514
{'hecke_orbit_code': 49539596035293625, 'n': 56, 'trace_an': 0}
-
id: 56767515
{'hecke_orbit_code': 49539596035293625, 'n': 57, 'trace_an': 0}
-
id: 56767516
{'hecke_orbit_code': 49539596035293625, 'n': 58, 'trace_an': 4025890}
-
id: 56767517
{'hecke_orbit_code': 49539596035293625, 'n': 59, 'trace_an': 160170}
-
id: 56767518
{'hecke_orbit_code': 49539596035293625, 'n': 60, 'trace_an': 0}
-
id: 56767519
{'hecke_orbit_code': 49539596035293625, 'n': 61, 'trace_an': 864646}
-
id: 56767520
{'hecke_orbit_code': 49539596035293625, 'n': 62, 'trace_an': -496956}
-
id: 56767521
{'hecke_orbit_code': 49539596035293625, 'n': 63, 'trace_an': 0}
-
id: 56767522
{'hecke_orbit_code': 49539596035293625, 'n': 64, 'trace_an': -1421839}
-
id: 56767523
{'hecke_orbit_code': 49539596035293625, 'n': 65, 'trace_an': 3396540}
-
id: 56767524
{'hecke_orbit_code': 49539596035293625, 'n': 66, 'trace_an': 0}
-
id: 56767525
{'hecke_orbit_code': 49539596035293625, 'n': 67, 'trace_an': -328648}
-
id: 56767526
{'hecke_orbit_code': 49539596035293625, 'n': 68, 'trace_an': 285726}
-
id: 56767527
{'hecke_orbit_code': 49539596035293625, 'n': 69, 'trace_an': 0}
-
id: 56767528
{'hecke_orbit_code': 49539596035293625, 'n': 70, 'trace_an': 0}
-
id: 56767529
{'hecke_orbit_code': 49539596035293625, 'n': 71, 'trace_an': 7500216}
-
id: 56767530
{'hecke_orbit_code': 49539596035293625, 'n': 72, 'trace_an': 0}
-
id: 56767531
{'hecke_orbit_code': 49539596035293625, 'n': 73, 'trace_an': -4301244}
-
id: 56767532
{'hecke_orbit_code': 49539596035293625, 'n': 74, 'trace_an': 12306438}
-
id: 56767533
{'hecke_orbit_code': 49539596035293625, 'n': 75, 'trace_an': 0}
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{'hecke_orbit_code': 49539596035293625, 'n': 997, 'trace_an': -95649278882}