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mf_newforms • Show schema
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{'Nk2': 1040, 'analytic_conductor': 3.83512415037314, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[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': [65, 1, [27, 41], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 2, 'field_disc': 12, 'field_disc_factorization': [[2, 2], [3, 1]], 'field_poly': [-3, 0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': True, 'field_poly_root_of_unity': 12, 'fricke_eigenval': -1, 'has_non_self_twist': 0, 'hecke_cutters': [[2, [1, -4, 1]]], 'hecke_orbit': 4, 'hecke_orbit_code': 13510798949220417, '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_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '65.4.a.d', 'level': 65, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [5, 13], 'level_radical': 65, 'minimal_twist': '65.4.a.d', 'nf_label': '2.2.12.1', 'prim_orbit_index': 1, 'qexp_display': 'q+(2+\\beta )q^{2}+(-5-3\\beta )q^{3}+(-1+4\\beta )q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '3.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '65.4.a', 'trace_display': [4, -10, -10, -36], 'trace_hash': 720850932806473963, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.942', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.514', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 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mf_hecke_nf • Show schema
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{'an': [[1, 0], [2, 1], [-5, -3], [-1, 4], [-5, 0], [-19, -11], [-18, -4], [-6, -1], [25, 30], [-10, -5], [-5, 3], [-31, -17], [13, 0], [-48, -26], [25, 15], [-7, -40], [-52, -2], [140, 85], [-7, 17], [5, -20], [126, 74], [-1, 1], [17, 3], [39, 23], [25, 0], [26, 13], [-260, -144], [-30, -68], [58, -26], [95, 55], [-53, -121], [-86, -79], [-2, 0], [-110, -56], [90, 20], [335, 70], [48, 180], [37, 27], [-65, -39], [30, 5], [-60, -142], [474, 274], [-361, 33], [41, -23], [-125, -150], [43, 23], [-230, 84], [395, 221], [29, 144], [50, 25], [278, 166], [-13, 52], [-276, -50], [-952, -548], [25, -15], [120, 42], [-118, -64], [38, 6], [171, 211], [155, 85], [-134, -90], [-469, -295], [-810, -640], [-353, 76], [-65, 0], [-4, -2], [-4, 378], [28, -206], [-112, -66], [240, 130], [117, -139], [-240, -205], [-168, 100], [636, 408], [-125, -75], [211, -45], [54, -34], [-247, -143], [-434, 330], [35, 200], [1921, 690], [-546, -344], [566, -92], [762, 430], [260, 10], [-623, -295], [-56, -44], [21, -13], [1090, -292], [-700, -425], [-234, -52], [19, 65], [1354, 764], [-208, -62], [35, -85], [1141, 653], [-126, -672], [490, 317], [145, -75], [-25, 100]], 'ap': [[2, 1], [-5, -3], [-5, 0], [-18, -4], [-5, 3], [13, 0], [-52, -2], [-7, 17], [17, 3], [58, -26], [-53, -121], [48, 180], [-60, -142], [-361, 33], [-230, 84], [-276, -50], [171, 211], [-134, -90], [-4, 378], [117, -139], [-168, 100], [-434, 330], [566, -92], [1090, -292], [-126, -672], [534, 588], [-1361, -239], [819, -495], [418, -792], [152, 414], [-511, 511], [-720, 1128], [930, -908], [-770, -602], [254, -776], [-2433, -1], [790, 56], [-380, 30], [802, 1072], [-1256, 966], [468, -1876], [-914, -1638], [-1796, 84], [838, -864], [186, -1140], [-2540, -320], [-832, -1088], [-882, 1292], [-1848, 1898], [-248, 606], [-2686, 904], [105, 193], [-1052, 1026], [3770, 158], [-3522, 96], [-2751, 2555], [4754, 2280], [4027, 803], [-364, -1182], [-448, -1634], [2083, 3301], [2328, -672], [4814, 1792], [-1122, -5358], [3896, -4110], [-3708, 1260], [3197, 1837], [8788, -1014], [4097, 2767], [-3880, -1414], [-9644, 1740], [6157, 321], [-9109, 2033], [-7034, -1640], [1695, -1333], [-3054, 3736], [6654, -1888], [-5116, 784], [-2598, 3340], [688, 7126], [7550, 2834], [-13690, -796], [6971, -2993], [-5874, 2324], [-5064, 3960], [3395, -8531], [11748, -946], [13070, -1204], [-9444, 406], [-496, -5146], [13315, 697], [-7027, -2863], [2248, 1350], [3334, -1206], [733, 6557], [8679, 2441], [-6912, 1122], [-12634, 3678], [-13457, -3255], [-11716, 2042], [-12045, -1479], [312, -9412], [-18329, 2385], [-11678, -5370], [16598, -570], [-3960, 1172], [-8004, -11274], [12702, 4636], [-8198, 1182], [4786, -4024], [-9715, 5571], [-270, 12032], [-11018, -4960], [-3221, 619], [4149, 4185], [4542, -4844], [14746, -7632], [-11943, 3767], [-3126, -4352], [-6054, -13922], [17846, -276], [1792, -2038], [4460, 12862], [25444, 546], [5529, -17599], [3842, -9056], [7424, 10126], [-25476, -1696], [-14289, 1477], [8862, -15936], [1805, -823], [-12570, 9116], [-3714, 1254], [2460, -15838], [2218, 9688], [17742, -1356], [9612, 14184], [1706, -7628], [-6086, 2044], [21834, -3874], [3281, 8377], [6562, 2844], [-29781, 2965], [-5154, 20180], [-2746, -22046], [-14057, 10599], [8580, -16340], [2926, -15696], [8930, -410], [25538, 1488], [16858, -13824], [15610, 11250], [-29337, -6407], [13467, 6401], [4307, 905], [-6004, 21040], [4382, -1654], [-15252, 6670], [46670, 1652], [-32060, -10982], [-17910, 15704], [7786, -964], [-13768, -4706], [28284, 9396], [-14520, 12884], [-14784, -15066], [-11472, 19768], [-15616, 4914]], 'char_orbit_index': 1, 'field_poly': [-3, 0, 1], 'hecke_orbit_code': 13510798949220417, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 2, 'label': '65.4.a.d', 'level': 65, 'maxp': 997, 'weight': 4}
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mf_newspaces • Show schema
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{'AL_dims': [[[[5, -1], [13, -1]], 5, 1], [[[5, -1], [13, 1]], 2, 1], [[[5, 1], [13, 1]], 3, 2], [[[5, 1], [13, -1]], 2, 1]], 'ALdims': [3, 2, 2, 5], 'Nk2': 1040, 'analytic_conductor': 3.83512415037314, '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': [65, 1, [27, 41], [1, 1]], 'conrey_index': 1, 'cusp_dim': 20, 'dim': 12, 'eis_dim': 4, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 67108929, 'hecke_orbit_dims': [1, 2, 2, 2, 5], 'label': '65.4.a', 'level': 65, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [5, 13], 'level_radical': 65, 'mf_dim': 24, 'mf_new_dim': 12, 'num_forms': 5, 'plus_dim': 8, 'prim_orbit_index': 1, 'relative_dim': 12, 'sturm_bound': 28, 'trace_bound': 2, 'trace_display': [8, -4, 10, 28], 'traces': [12, 8, -4, 40, 10, -44, 28, 12, 140, -60, -140, 172, 26, -88, 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'weight': 4, 'weight_parity': 1}
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mf_twists_nf • Show schema
Hide schema
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id: 57182
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 4, 'source_is_minimal': True, 'source_label': '65.4.a.d', 'source_level': 65, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 4, 'target_is_minimal': True, 'target_label': '65.4.a.d', 'target_level': 65, 'twist_class_label': '65.4.a.d', 'twist_class_level': 65, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 4}
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id: 57183
{'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 4, 'source_is_minimal': True, 'source_label': '65.4.a.d', 'source_level': 65, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '325.4.a.e', 'target_level': 325, 'twist_class_label': '65.4.a.d', 'twist_class_level': 65, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 4}
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id: 57184
{'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 4, 'source_is_minimal': True, 'source_label': '65.4.a.d', 'source_level': 65, 'target_char_orbit': 2, 'target_dim': 4, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '325.4.b.c', 'target_level': 325, 'twist_class_label': '65.4.a.d', 'twist_class_level': 65, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 4}
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id: 57185
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 4, 'source_is_minimal': True, 'source_label': '65.4.a.d', 'source_level': 65, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '585.4.a.f', 'target_level': 585, 'twist_class_label': '65.4.a.d', 'twist_class_level': 65, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 4}
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id: 57186
{'conductor': 13, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 4, 'source_is_minimal': True, 'source_label': '65.4.a.d', 'source_level': 65, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '845.4.a.c', 'target_level': 845, 'twist_class_label': '65.4.a.d', 'twist_class_level': 65, 'twisting_char_label': '13.b', 'twisting_char_orbit': 2, 'weight': 4}
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id: 57187
{'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 4, 'source_is_minimal': True, 'source_label': '65.4.a.d', 'source_level': 65, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 15, 'target_is_minimal': False, 'target_label': '1040.4.a.o', 'target_level': 1040, 'twist_class_label': '65.4.a.d', 'twist_class_level': 65, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 4}
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mf_hecke_charpolys • Show schema
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id: 211975
{'charpoly_factorization': [[[1, -4, 1], 1]], 'hecke_orbit_code': 13510798949220417, 'p': 2}
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id: 211976
{'charpoly_factorization': [[[-2, 10, 1], 1]], 'hecke_orbit_code': 13510798949220417, 'p': 3}
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id: 211977
{'charpoly_factorization': [[[5, 1], 2]], 'hecke_orbit_code': 13510798949220417, 'p': 5}
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id: 211978
{'charpoly_factorization': [[[276, 36, 1], 1]], 'hecke_orbit_code': 13510798949220417, 'p': 7}
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id: 211979
{'charpoly_factorization': [[[-2, 10, 1], 1]], 'hecke_orbit_code': 13510798949220417, 'p': 11}
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id: 211980
{'charpoly_factorization': [[[-13, 1], 2]], 'hecke_orbit_code': 13510798949220417, 'p': 13}
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id: 211981
{'charpoly_factorization': [[[2692, 104, 1], 1]], 'hecke_orbit_code': 13510798949220417, 'p': 17}
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id: 211982
{'charpoly_factorization': [[[-818, 14, 1], 1]], 'hecke_orbit_code': 13510798949220417, 'p': 19}
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id: 211983
{'charpoly_factorization': [[[262, -34, 1], 1]], 'hecke_orbit_code': 13510798949220417, 'p': 23}
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id: 211984
{'charpoly_factorization': [[[1336, -116, 1], 1]], 'hecke_orbit_code': 13510798949220417, 'p': 29}
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id: 211985
{'charpoly_factorization': [[[-41114, 106, 1], 1]], 'hecke_orbit_code': 13510798949220417, 'p': 31}
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id: 211986
{'charpoly_factorization': [[[-94896, -96, 1], 1]], 'hecke_orbit_code': 13510798949220417, 'p': 37}
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id: 211987
{'charpoly_factorization': [[[-56892, 120, 1], 1]], 'hecke_orbit_code': 13510798949220417, 'p': 41}
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id: 211988
{'charpoly_factorization': [[[127054, 722, 1], 1]], 'hecke_orbit_code': 13510798949220417, 'p': 43}
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id: 211989
{'charpoly_factorization': [[[31732, 460, 1], 1]], 'hecke_orbit_code': 13510798949220417, 'p': 47}
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id: 211990
{'charpoly_factorization': [[[68676, 552, 1], 1]], 'hecke_orbit_code': 13510798949220417, 'p': 53}
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id: 211991
{'charpoly_factorization': [[[-104322, -342, 1], 1]], 'hecke_orbit_code': 13510798949220417, 'p': 59}
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id: 211992
{'charpoly_factorization': [[[-6344, 268, 1], 1]], 'hecke_orbit_code': 13510798949220417, 'p': 61}
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id: 211993
{'charpoly_factorization': [[[-428636, 8, 1], 1]], 'hecke_orbit_code': 13510798949220417, 'p': 67}
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id: 211994
{'charpoly_factorization': [[[-44274, -234, 1], 1]], 'hecke_orbit_code': 13510798949220417, 'p': 71}
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id: 211995
{'charpoly_factorization': [[[-1776, 336, 1], 1]], 'hecke_orbit_code': 13510798949220417, 'p': 73}
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id: 211996
{'charpoly_factorization': [[[-138344, 868, 1], 1]], 'hecke_orbit_code': 13510798949220417, 'p': 79}
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id: 211997
{'charpoly_factorization': [[[294964, -1132, 1], 1]], 'hecke_orbit_code': 13510798949220417, 'p': 83}
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id: 211998
{'charpoly_factorization': [[[932308, -2180, 1], 1]], 'hecke_orbit_code': 13510798949220417, 'p': 89}
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id: 211999
{'charpoly_factorization': [[[-1338876, 252, 1], 1]], 'hecke_orbit_code': 13510798949220417, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 4, 'label': '65.4.a.d', 'level': 65, 'portrait': 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', 'weight': 4}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 134091000
{'hecke_orbit_code': 13510798949220417, 'n': 1, 'trace_an': 2}
-
id: 134091001
{'hecke_orbit_code': 13510798949220417, 'n': 2, 'trace_an': 4}
-
id: 134091002
{'hecke_orbit_code': 13510798949220417, 'n': 3, 'trace_an': -10}
-
id: 134091003
{'hecke_orbit_code': 13510798949220417, 'n': 4, 'trace_an': -2}
-
id: 134091004
{'hecke_orbit_code': 13510798949220417, 'n': 5, 'trace_an': -10}
-
id: 134091005
{'hecke_orbit_code': 13510798949220417, 'n': 6, 'trace_an': -38}
-
id: 134091006
{'hecke_orbit_code': 13510798949220417, 'n': 7, 'trace_an': -36}
-
id: 134091007
{'hecke_orbit_code': 13510798949220417, 'n': 8, 'trace_an': -12}
-
id: 134091008
{'hecke_orbit_code': 13510798949220417, 'n': 9, 'trace_an': 50}
-
id: 134091009
{'hecke_orbit_code': 13510798949220417, 'n': 10, 'trace_an': -20}
-
id: 134091010
{'hecke_orbit_code': 13510798949220417, 'n': 11, 'trace_an': -10}
-
id: 134091011
{'hecke_orbit_code': 13510798949220417, 'n': 12, 'trace_an': -62}
-
id: 134091012
{'hecke_orbit_code': 13510798949220417, 'n': 13, 'trace_an': 26}
-
id: 134091013
{'hecke_orbit_code': 13510798949220417, 'n': 14, 'trace_an': -96}
-
id: 134091014
{'hecke_orbit_code': 13510798949220417, 'n': 15, 'trace_an': 50}
-
id: 134091015
{'hecke_orbit_code': 13510798949220417, 'n': 16, 'trace_an': -14}
-
id: 134091016
{'hecke_orbit_code': 13510798949220417, 'n': 17, 'trace_an': -104}
-
id: 134091017
{'hecke_orbit_code': 13510798949220417, 'n': 18, 'trace_an': 280}
-
id: 134091018
{'hecke_orbit_code': 13510798949220417, 'n': 19, 'trace_an': -14}
-
id: 134091019
{'hecke_orbit_code': 13510798949220417, 'n': 20, 'trace_an': 10}
-
id: 134091020
{'hecke_orbit_code': 13510798949220417, 'n': 21, 'trace_an': 252}
-
id: 134091021
{'hecke_orbit_code': 13510798949220417, 'n': 22, 'trace_an': -2}
-
id: 134091022
{'hecke_orbit_code': 13510798949220417, 'n': 23, 'trace_an': 34}
-
id: 134091023
{'hecke_orbit_code': 13510798949220417, 'n': 24, 'trace_an': 78}
-
id: 134091024
{'hecke_orbit_code': 13510798949220417, 'n': 25, 'trace_an': 50}
-
id: 134091025
{'hecke_orbit_code': 13510798949220417, 'n': 26, 'trace_an': 52}
-
id: 134091026
{'hecke_orbit_code': 13510798949220417, 'n': 27, 'trace_an': -520}
-
id: 134091027
{'hecke_orbit_code': 13510798949220417, 'n': 28, 'trace_an': -60}
-
id: 134091028
{'hecke_orbit_code': 13510798949220417, 'n': 29, 'trace_an': 116}
-
id: 134091029
{'hecke_orbit_code': 13510798949220417, 'n': 30, 'trace_an': 190}
-
id: 134091030
{'hecke_orbit_code': 13510798949220417, 'n': 31, 'trace_an': -106}
-
id: 134091031
{'hecke_orbit_code': 13510798949220417, 'n': 32, 'trace_an': -172}
-
id: 134091032
{'hecke_orbit_code': 13510798949220417, 'n': 33, 'trace_an': -4}
-
id: 134091033
{'hecke_orbit_code': 13510798949220417, 'n': 34, 'trace_an': -220}
-
id: 134091034
{'hecke_orbit_code': 13510798949220417, 'n': 35, 'trace_an': 180}
-
id: 134091035
{'hecke_orbit_code': 13510798949220417, 'n': 36, 'trace_an': 670}
-
id: 134091036
{'hecke_orbit_code': 13510798949220417, 'n': 37, 'trace_an': 96}
-
id: 134091037
{'hecke_orbit_code': 13510798949220417, 'n': 38, 'trace_an': 74}
-
id: 134091038
{'hecke_orbit_code': 13510798949220417, 'n': 39, 'trace_an': -130}
-
id: 134091039
{'hecke_orbit_code': 13510798949220417, 'n': 40, 'trace_an': 60}
-
id: 134091040
{'hecke_orbit_code': 13510798949220417, 'n': 41, 'trace_an': -120}
-
id: 134091041
{'hecke_orbit_code': 13510798949220417, 'n': 42, 'trace_an': 948}
-
id: 134091042
{'hecke_orbit_code': 13510798949220417, 'n': 43, 'trace_an': -722}
-
id: 134091043
{'hecke_orbit_code': 13510798949220417, 'n': 44, 'trace_an': 82}
-
id: 134091044
{'hecke_orbit_code': 13510798949220417, 'n': 45, 'trace_an': -250}
-
id: 134091045
{'hecke_orbit_code': 13510798949220417, 'n': 46, 'trace_an': 86}
-
id: 134091046
{'hecke_orbit_code': 13510798949220417, 'n': 47, 'trace_an': -460}
-
id: 134091047
{'hecke_orbit_code': 13510798949220417, 'n': 48, 'trace_an': 790}
-
id: 134091048
{'hecke_orbit_code': 13510798949220417, 'n': 49, 'trace_an': 58}
-
id: 134091049
{'hecke_orbit_code': 13510798949220417, 'n': 50, 'trace_an': 100}
-
id: 134091050
{'hecke_orbit_code': 13510798949220417, 'n': 51, 'trace_an': 556}
-
id: 134091051
{'hecke_orbit_code': 13510798949220417, 'n': 52, 'trace_an': -26}
-
id: 134091052
{'hecke_orbit_code': 13510798949220417, 'n': 53, 'trace_an': -552}
-
id: 134091053
{'hecke_orbit_code': 13510798949220417, 'n': 54, 'trace_an': -1904}
-
id: 134091054
{'hecke_orbit_code': 13510798949220417, 'n': 55, 'trace_an': 50}
-
id: 134091055
{'hecke_orbit_code': 13510798949220417, 'n': 56, 'trace_an': 240}
-
id: 134091056
{'hecke_orbit_code': 13510798949220417, 'n': 57, 'trace_an': -236}
-
id: 134091057
{'hecke_orbit_code': 13510798949220417, 'n': 58, 'trace_an': 76}
-
id: 134091058
{'hecke_orbit_code': 13510798949220417, 'n': 59, 'trace_an': 342}
-
id: 134091059
{'hecke_orbit_code': 13510798949220417, 'n': 60, 'trace_an': 310}
-
id: 134091060
{'hecke_orbit_code': 13510798949220417, 'n': 61, 'trace_an': -268}
-
id: 134091061
{'hecke_orbit_code': 13510798949220417, 'n': 62, 'trace_an': -938}
-
id: 134091062
{'hecke_orbit_code': 13510798949220417, 'n': 63, 'trace_an': -1620}
-
id: 134091063
{'hecke_orbit_code': 13510798949220417, 'n': 64, 'trace_an': -706}
-
id: 134091064
{'hecke_orbit_code': 13510798949220417, 'n': 65, 'trace_an': -130}
-
id: 134091065
{'hecke_orbit_code': 13510798949220417, 'n': 66, 'trace_an': -8}
-
id: 134091066
{'hecke_orbit_code': 13510798949220417, 'n': 67, 'trace_an': -8}
-
id: 134091067
{'hecke_orbit_code': 13510798949220417, 'n': 68, 'trace_an': 56}
-
id: 134091068
{'hecke_orbit_code': 13510798949220417, 'n': 69, 'trace_an': -224}
-
id: 134091069
{'hecke_orbit_code': 13510798949220417, 'n': 70, 'trace_an': 480}
-
id: 134091070
{'hecke_orbit_code': 13510798949220417, 'n': 71, 'trace_an': 234}
-
id: 134091071
{'hecke_orbit_code': 13510798949220417, 'n': 72, 'trace_an': -480}
-
id: 134091072
{'hecke_orbit_code': 13510798949220417, 'n': 73, 'trace_an': -336}
-
id: 134091073
{'hecke_orbit_code': 13510798949220417, 'n': 74, 'trace_an': 1272}
-
id: 134091074
{'hecke_orbit_code': 13510798949220417, 'n': 75, 'trace_an': -250}
-
id: 134091075
{'hecke_orbit_code': 13510798949220417, 'n': 76, 'trace_an': 422}
-
id: 134091076
{'hecke_orbit_code': 13510798949220417, 'n': 77, 'trace_an': 108}
-
id: 134091077
{'hecke_orbit_code': 13510798949220417, 'n': 78, 'trace_an': -494}
-
id: 134091078
{'hecke_orbit_code': 13510798949220417, 'n': 79, 'trace_an': -868}
-
id: 134091079
{'hecke_orbit_code': 13510798949220417, 'n': 80, 'trace_an': 70}
-
id: 134091080
{'hecke_orbit_code': 13510798949220417, 'n': 81, 'trace_an': 3842}
-
id: 134091081
{'hecke_orbit_code': 13510798949220417, 'n': 82, 'trace_an': -1092}
-
id: 134091082
{'hecke_orbit_code': 13510798949220417, 'n': 83, 'trace_an': 1132}
-
id: 134091083
{'hecke_orbit_code': 13510798949220417, 'n': 84, 'trace_an': 1524}
-
id: 134091084
{'hecke_orbit_code': 13510798949220417, 'n': 85, 'trace_an': 520}
-
id: 134091085
{'hecke_orbit_code': 13510798949220417, 'n': 86, 'trace_an': -1246}
-
id: 134091086
{'hecke_orbit_code': 13510798949220417, 'n': 87, 'trace_an': -112}
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id: 134091087
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