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mf_newforms • Show schema
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{'Nk2': 1040, 'analytic_conductor': 3.83512415037314, 'analytic_rank': 0, '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': 17, 'field_disc_factorization': [[17, 1]], 'field_poly': [-4, -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, [-4, -1, 1]]], 'hecke_orbit': 3, 'hecke_orbit_code': 9007199321849921, '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.c', '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.c', 'nf_label': '2.2.17.1', 'prim_orbit_index': 1, 'qexp_display': 'q+\\beta q^{2}+(-2+4\\beta )q^{3}+(-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': [1, 0, -10, 58], 'trace_hash': 1923718606554200612, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.038', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.969', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.030', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.580', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.589', 'prec': 17}, {'__RealLiteral__': 0, 'data': 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mf_hecke_nf • Show schema
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{'an': [[1, 0], [0, 1], [-2, 4], [-4, 1], [-5, 0], [16, 2], [30, -2], [4, -11], [41, 0], [0, -5], [-44, 2], [24, -14], [-13, 0], [-8, 28], [10, -20], [-12, -15], [2, -32], [0, 41], [72, 22], [20, -5], [-92, 116], [8, -42], [62, -64], [-184, -6], [25, 0], [0, -13], [-28, 56], [-128, 36], [46, 28], [-80, -10], [24, -126], [-92, 61], [120, -172], [-128, -30], [-150, 10], [-164, 41], [162, 36], [88, 94], [26, -52], [-20, 55], [-98, 124], [464, 24], [-2, -40], [184, -50], [-205, 0], [-256, -2], [150, 62], [-216, -78], [573, -116], [0, 25], [-516, -56], [52, -13], [-246, 96], [224, 28], [220, -10], [208, -316], [208, 332], [112, 74], [96, -174], [-120, 70], [442, 0], [-504, -102], [1230, -82], [340, 89], [65, 0], [-688, -52], [766, -210], [-136, 98], [-1148, 120], [40, -140], [160, 314], [164, -451], [-198, 336], [144, 198], [-50, 100], [-200, 6], [-1336, 144], [-208, -26], [-96, 12], [60, 75], [-155, 0], [496, 26], [466, -218], [832, -440], [-10, 160], [-160, -42], [356, 240], [-264, 470], [-486, 120], [0, -205], [-390, 26], [-504, 254], [-2064, -156], [248, 212], [-360, -110], [1160, -246], [434, -836], [-464, 457], [-1804, 82], [-100, 25]], 'ap': [[0, 1], [-2, 4], [-5, 0], [30, -2], [-44, 2], [-13, 0], [2, -32], [72, 22], [62, -64], [46, 28], [24, -126], [162, 36], [-98, 124], [-2, -40], [150, 62], [-246, 96], [96, -174], [442, 0], [766, -210], [160, 314], [-198, 336], [-96, 12], [466, -218], [-486, 120], [434, -836], [-114, -488], [806, -176], [746, -164], [202, 600], [-1342, -112], [-1638, 704], [192, -804], [1874, -52], [-340, -252], [-878, -632], [-88, 174], [-1374, -720], [-550, -918], [-386, 358], [-1014, 712], [-2836, 392], [2430, -540], [12, 292], [-2758, 916], [-6, -312], [-1064, 1560], [-736, -1244], [2442, 1434], [4918, -274], [510, -316], [1674, -176], [356, -158], [-2010, -972], [1816, -752], [5466, 776], [-2674, 956], [-3654, 356], [-520, 2838], [3274, -688], [-1362, -1652], [-1930, -504], [8066, -100], [1670, 2698], [4764, 1752], [6210, -712], [-1766, 460], [-6780, 86], [-2134, 2128], [-1854, -732], [-1754, 2148], [970, -1688], [-340, -274], [-1062, 844], [-3406, 2488], [128, -3650], [-438, -4142], [4850, -1972], [-3934, -164], [6434, -856], [3798, -2116], [-8076, 676], [-8526, 576], [3024, -2254], [-10526, -856], [4808, 5016], [2054, 6364], [1310, -1556], [-2646, 3420], [-5346, -3372], [7498, -4906], [-10502, 5056], [-7236, -2682], [6606, 1842], [-14120, 896], [11160, 118], [3198, -6388], [3942, 1916], [-2678, 9052], [-4146, 1788], [12318, -6956], [-9446, 7020], [-4814, 44], [16950, -912], [-7490, -1288], [-6656, 1992], [16050, -1648], [11190, -3266], [6002, -1556], [-12792, 8604], [-11946, 7828], [-2742, 5388], [-20182, 2968], [3114, 5388], [6456, 1506], [328, -8154], [-1522, -1612], [522, 654], [27874, -1696], [3954, 8832], [-4092, 1420], [-1838, -7624], [7786, -10344], [-14222, -5840], [-8790, 12002], [20404, -7090], [27274, -4396], [-16802, -6844], [14760, -7464], [18858, -11120], [-13294, 808], [-9672, 11658], [-5478, -5574], [23868, -2448], [3690, 10240], [-10710, 9272], [12114, 4584], [-16654, -1580], [-18514, 5634], [4482, 4992], [-11078, -9404], [-12372, -11066], [4226, -13384], [-18178, 8872], [6134, 1250], [-33462, 4176], [28260, 102], [-4830, 3852], [-23326, -1504], [-3156, 9788], [32586, 2322], [-19758, 9592], [-10242, -3384], [-7018, -10992], [32898, 2188], [-41574, -4440], [-4572, 6300], [-22856, -3492], [7758, 12316], [10362, -3048], [18046, -68], [16758, -1462], [-18726, 2632], [-7330, 16386], [-28504, 15460], [-4518, 4344], [-24150, 21222], [16100, 8124], [-44982, 808]], 'char_orbit_index': 1, 'field_poly': [-4, -1, 1], 'hecke_orbit_code': 9007199321849921, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 2, 'label': '65.4.a.c', '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: 57176
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '65.4.a.c', 'source_level': 65, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': True, 'target_label': '65.4.a.c', 'target_level': 65, 'twist_class_label': '65.4.a.c', 'twist_class_level': 65, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 4}
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id: 57177
{'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '65.4.a.c', 'source_level': 65, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '325.4.a.g', 'target_level': 325, 'twist_class_label': '65.4.a.c', 'twist_class_level': 65, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 4}
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id: 57178
{'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '65.4.a.c', 'source_level': 65, 'target_char_orbit': 2, 'target_dim': 4, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '325.4.b.f', 'target_level': 325, 'twist_class_label': '65.4.a.c', 'twist_class_level': 65, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 4}
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id: 57179
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '65.4.a.c', 'source_level': 65, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 8, 'target_is_minimal': False, 'target_label': '585.4.a.h', 'target_level': 585, 'twist_class_label': '65.4.a.c', 'twist_class_level': 65, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 4}
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id: 57180
{'conductor': 13, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '65.4.a.c', 'source_level': 65, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '845.4.a.d', 'target_level': 845, 'twist_class_label': '65.4.a.c', 'twist_class_level': 65, 'twisting_char_label': '13.b', 'twisting_char_orbit': 2, 'weight': 4}
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id: 57181
{'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '65.4.a.c', 'source_level': 65, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 11, 'target_is_minimal': False, 'target_label': '1040.4.a.k', 'target_level': 1040, 'twist_class_label': '65.4.a.c', '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: 211950
{'charpoly_factorization': [[[-4, -1, 1], 1]], 'hecke_orbit_code': 9007199321849921, 'p': 2}
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id: 211951
{'charpoly_factorization': [[[-68, 0, 1], 1]], 'hecke_orbit_code': 9007199321849921, 'p': 3}
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id: 211952
{'charpoly_factorization': [[[5, 1], 2]], 'hecke_orbit_code': 9007199321849921, 'p': 5}
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id: 211953
{'charpoly_factorization': [[[824, -58, 1], 1]], 'hecke_orbit_code': 9007199321849921, 'p': 7}
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id: 211954
{'charpoly_factorization': [[[1832, 86, 1], 1]], 'hecke_orbit_code': 9007199321849921, 'p': 11}
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id: 211955
{'charpoly_factorization': [[[13, 1], 2]], 'hecke_orbit_code': 9007199321849921, 'p': 13}
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id: 211956
{'charpoly_factorization': [[[-4156, 28, 1], 1]], 'hecke_orbit_code': 9007199321849921, 'p': 17}
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id: 211957
{'charpoly_factorization': [[[4832, -166, 1], 1]], 'hecke_orbit_code': 9007199321849921, 'p': 19}
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id: 211958
{'charpoly_factorization': [[[-16508, -60, 1], 1]], 'hecke_orbit_code': 9007199321849921, 'p': 23}
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id: 211959
{'charpoly_factorization': [[[268, -120, 1], 1]], 'hecke_orbit_code': 9007199321849921, 'p': 29}
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id: 211960
{'charpoly_factorization': [[[-65952, 78, 1], 1]], 'hecke_orbit_code': 9007199321849921, 'p': 31}
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id: 211961
{'charpoly_factorization': [[[26892, -360, 1], 1]], 'hecke_orbit_code': 9007199321849921, 'p': 37}
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id: 211962
{'charpoly_factorization': [[[-64052, 72, 1], 1]], 'hecke_orbit_code': 9007199321849921, 'p': 41}
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id: 211963
{'charpoly_factorization': [[[-6316, 44, 1], 1]], 'hecke_orbit_code': 9007199321849921, 'p': 43}
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id: 211964
{'charpoly_factorization': [[[16424, -362, 1], 1]], 'hecke_orbit_code': 9007199321849921, 'p': 47}
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id: 211965
{'charpoly_factorization': [[[36, 396, 1], 1]], 'hecke_orbit_code': 9007199321849921, 'p': 53}
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id: 211966
{'charpoly_factorization': [[[-128592, -18, 1], 1]], 'hecke_orbit_code': 9007199321849921, 'p': 59}
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id: 211967
{'charpoly_factorization': [[[-442, 1], 2]], 'hecke_orbit_code': 9007199321849921, 'p': 61}
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id: 211968
{'charpoly_factorization': [[[249496, -1322, 1], 1]], 'hecke_orbit_code': 9007199321849921, 'p': 67}
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id: 211969
{'charpoly_factorization': [[[-318544, -634, 1], 1]], 'hecke_orbit_code': 9007199321849921, 'p': 71}
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id: 211970
{'charpoly_factorization': [[[-478908, 60, 1], 1]], 'hecke_orbit_code': 9007199321849921, 'p': 73}
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id: 211971
{'charpoly_factorization': [[[7488, 180, 1], 1]], 'hecke_orbit_code': 9007199321849921, 'p': 79}
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id: 211972
{'charpoly_factorization': [[[-74528, -714, 1], 1]], 'hecke_orbit_code': 9007199321849921, 'p': 83}
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id: 211973
{'charpoly_factorization': [[[120276, 852, 1], 1]], 'hecke_orbit_code': 9007199321849921, 'p': 89}
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id: 211974
{'charpoly_factorization': [[[-2970052, -32, 1], 1]], 'hecke_orbit_code': 9007199321849921, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 3, 'label': '65.4.a.c', 'level': 65, 'portrait': 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', 'weight': 4}
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mf_hecke_traces • Show schema
Hide schema
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id: 109769000
{'hecke_orbit_code': 9007199321849921, 'n': 1, 'trace_an': 2}
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id: 109769001
{'hecke_orbit_code': 9007199321849921, 'n': 2, 'trace_an': 1}
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id: 109769002
{'hecke_orbit_code': 9007199321849921, 'n': 3, 'trace_an': 0}
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id: 109769003
{'hecke_orbit_code': 9007199321849921, 'n': 4, 'trace_an': -7}
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id: 109769004
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