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{'Nk2': 15456, 'analytic_conductor': 56.99584506554543, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [3, 1], [7, 1], [23, -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': [966, 1, [323, 829, 925], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 4, 'field_disc': 3264561013, 'field_disc_factorization': [[7, 1], [466365859, 1]], 'field_poly': [16751, 245, -356, -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': [[5, [16152, -950, -347, 5, 1]]], 'hecke_orbit': 8, 'hecke_orbit_code': 31525197458703302, 'hecke_ring_generator_nbound': 11, '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': '966.4.a.h', 'level': 966, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 3, 7, 23], 'level_radical': 966, 'minimal_twist': '966.4.a.h', 'prim_orbit_index': 1, 'qexp_display': 'q-2q^{2}-3q^{3}+4q^{4}+(-1-\\beta _{1})q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 4, 'rm_discs': [], 'sato_tate_group': '3.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '966.4.a', 'trace_display': [-8, -12, -5, -28], 'trace_hash': 1967111099197294459, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '3.709', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '38.258', 'prec': 20}, {'__RealLiteral__': 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mf_hecke_nf • Show schema
Hide schema
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[-28681, 2979, 896, -4507], [58842, -4810, 2744, 5547], [2122, -1470, -3286, 1005], [126937, 379, -2044, -2881], [48918, -5626, -5210, 2402], [46429, 2495, -4190, -2525], [-101707, 6977, 3003, 1108], [69583, -7957, 2856, 3123], [87210, -7476, 218, 1656], [-836, 5554, -6848, -174], [-39164, -4584, 3900, -9432], [-60081, 5117, 5650, 1580], [154365, 6447, -838, -925], [35264, 8654, -4540, 3092], [-79810, -9200, -2231, 1107], [91591, -9537, 894, 2523], [102451, -2315, -3754, -5247], [37202, 5980, -4000, 6088], [129366, -4220, 3130, 315], [37932, -410, 4020, -1217], [58108, 10768, -1518, 1623], [-74838, 8802, -4048, -2986], [27110, -5494, 2652, 4427], [160152, 4102, 725, 828], [-50941, -1035, -5016, -2020], [47165, 5033, -1382, -3437], [125879, -731, -2092, 3671], [-15386, 16182, 2387, 1589], [3989, 9803, -1491, 2518], [-72280, 6790, -11976, -1330], [-5509, -5379, -7796, 4650], [2999, -4247, 5577, -360]], 'char_orbit_index': 1, 'field_poly': [16751, 245, -356, -1, 1], 'hecke_orbit_code': 31525197458703302, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1, 542, 271], 'hecke_ring_inverse_denominators': [1, 1, 1, 1], 'hecke_ring_inverse_numerators': [[1, 0, 0, 0], [0, 1, 0, 0], [174, 1, 2, -7], [29, 268, -74, -12]], 'hecke_ring_numerators': [[1, 0, 0, 0], [0, 1, 0, 0], [-1885, 1864, 12, -7], [6467, 305, -37, -1]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 4, 'label': '966.4.a.h', 'level': 966, 'maxp': 2999, 'weight': 4}
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{'AL_dims': [[[[2, 1], [3, 1], [7, 1], [23, 1]], 5, 1], [[[2, -1], [3, -1], [7, -1], [23, -1]], 6, 1], [[[2, 1], [3, 1], [7, -1], [23, -1]], 4, 1], [[[2, 1], [3, 1], [7, -1], [23, 1]], 5, 1], [[[2, -1], [3, -1], [7, -1], [23, 1]], 2, 1], [[[2, -1], [3, 1], [7, -1], [23, -1]], 4, 1], [[[2, 1], [3, -1], [7, -1], [23, -1]], 3, 1], [[[2, -1], [3, -1], [7, 1], [23, -1]], 3, 1], [[[2, 1], [3, -1], [7, 1], [23, -1]], 5, 1], [[[2, 1], [3, -1], [7, -1], [23, 1]], 6, 2], [[[2, -1], [3, 1], [7, -1], [23, 1]], 4, 2], [[[2, 1], [3, -1], [7, 1], [23, 1]], 4, 1], [[[2, -1], [3, 1], [7, 1], [23, -1]], 5, 1], [[[2, -1], [3, -1], [7, 1], [23, 1]], 5, 1], [[[2, 1], [3, 1], [7, 1], [23, -1]], 4, 1], [[[2, -1], [3, 1], [7, 1], [23, 1]], 3, 1]], 'ALdims': [5, 4, 5, 4, 4, 5, 6, 3, 3, 5, 4, 4, 5, 3, 2, 6], 'Nk2': 15456, 'analytic_conductor': 56.99584506554543, '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': [966, 1, [323, 829, 925], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 568, 'dim': 68, 'eis_dim': 16, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 67109830, 'hecke_orbit_dims': [1, 1, 2, 3, 3, 3, 3, 4, 4, 4, 4, 5, 5, 5, 5, 5, 5, 6], 'label': '966.4.a', 'level': 966, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 3, 7, 23], 'level_radical': 966, 'mf_dim': 584, 'mf_new_dim': 68, 'num_forms': 18, 'plus_dim': 40, 'prim_orbit_index': 1, 'relative_dim': 68, 'sturm_bound': 768, 'trace_bound': 5, 'trace_display': [-8, 0, -40, 0], 'traces': [68, -8, 0, 272, -40, 0, 0, -32, 612, -80, 0, 0, -104, 0, 0, 1088, -136, -72, 0, -160, 0, 0, 0, 0, 1700, 144, 0, 0, -24, 0, 480, -128, 384, -304, 0, 2448, -104, 0, 0, -320, -56, 0, 448, 0, -360, 368, 1040, 0, 3332, -856, -480, -416, 2136, 0, 4240, 0, 1536, 0, 2512, 0, -1944, 704, 0, 4352, 1776, 0, 2928, -544, 0, 560, 1280, -288, -2504, -1456, 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4, 'weight_parity': 1}
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mf_twists_nf • Show schema
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{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 8, 'source_is_minimal': True, 'source_label': '966.4.a.h', 'source_level': 966, 'target_char_orbit': 1, 'target_dim': 4, 'target_hecke_orbit': 8, 'target_is_minimal': True, 'target_label': '966.4.a.h', 'target_level': 966, 'twist_class_label': '966.4.a.h', 'twist_class_level': 966, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 4}
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mf_hecke_charpolys • Show schema
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id: 1546275
{'charpoly_factorization': [[[2, 1], 4]], 'hecke_orbit_code': 31525197458703302, 'p': 2}
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id: 1546276
{'charpoly_factorization': [[[3, 1], 4]], 'hecke_orbit_code': 31525197458703302, 'p': 3}
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id: 1546277
{'charpoly_factorization': [[[16152, -950, -347, 5, 1], 1]], 'hecke_orbit_code': 31525197458703302, 'p': 5}
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id: 1546278
{'charpoly_factorization': [[[7, 1], 4]], 'hecke_orbit_code': 31525197458703302, 'p': 7}
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id: 1546279
{'charpoly_factorization': [[[-218500, -41029, -1193, 41, 1], 1]], 'hecke_orbit_code': 31525197458703302, 'p': 11}
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id: 1546280
{'charpoly_factorization': [[[2320500, -36680, -5251, -23, 1], 1]], 'hecke_orbit_code': 31525197458703302, 'p': 13}
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id: 1546281
{'charpoly_factorization': [[[-519800, 135830, -8689, -18, 1], 1]], 'hecke_orbit_code': 31525197458703302, 'p': 17}
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id: 1546282
{'charpoly_factorization': [[[20748, 1967, -397, -15, 1], 1]], 'hecke_orbit_code': 31525197458703302, 'p': 19}
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id: 1546283
{'charpoly_factorization': [[[-23, 1], 4]], 'hecke_orbit_code': 31525197458703302, 'p': 23}
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id: 1546284
{'charpoly_factorization': [[[1007820, 780488, -29255, 46, 1], 1]], 'hecke_orbit_code': 31525197458703302, 'p': 29}
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id: 1546285
{'charpoly_factorization': [[[-371797776, 9308806, -47789, -142, 1], 1]], 'hecke_orbit_code': 31525197458703302, 'p': 31}
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id: 1546286
{'charpoly_factorization': [[[3755562180, -13011548, -132487, 142, 1], 1]], 'hecke_orbit_code': 31525197458703302, 'p': 37}
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id: 1546287
{'charpoly_factorization': [[[274699398, 10415123, 127865, 621, 1], 1]], 'hecke_orbit_code': 31525197458703302, 'p': 41}
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id: 1546288
{'charpoly_factorization': [[[-1753530768, 35529280, -169867, -185, 1], 1]], 'hecke_orbit_code': 31525197458703302, 'p': 43}
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id: 1546289
{'charpoly_factorization': [[[-11237142080, 144766516, -159978, -669, 1], 1]], 'hecke_orbit_code': 31525197458703302, 'p': 47}
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id: 1546290
{'charpoly_factorization': [[[20598425582, 145409155, -458486, -422, 1], 1]], 'hecke_orbit_code': 31525197458703302, 'p': 53}
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id: 1546291
{'charpoly_factorization': [[[-6491744028, 84926745, -241308, -270, 1], 1]], 'hecke_orbit_code': 31525197458703302, 'p': 59}
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id: 1546292
{'charpoly_factorization': [[[110431466, -9644643, -158122, -272, 1], 1]], 'hecke_orbit_code': 31525197458703302, 'p': 61}
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id: 1546293
{'charpoly_factorization': [[[82920565088, -163822460, -1090997, 67, 1], 1]], 'hecke_orbit_code': 31525197458703302, 'p': 67}
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id: 1546294
{'charpoly_factorization': [[[-148669378176, 705012856, -758335, -611, 1], 1]], 'hecke_orbit_code': 31525197458703302, 'p': 71}
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id: 1546295
{'charpoly_factorization': [[[279450763592, -124403398, -1092895, 236, 1], 1]], 'hecke_orbit_code': 31525197458703302, 'p': 73}
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id: 1546296
{'charpoly_factorization': [[[-6264993920, 95807582, -134445, -558, 1], 1]], 'hecke_orbit_code': 31525197458703302, 'p': 79}
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id: 1546297
{'charpoly_factorization': [[[397443049096, 291662906, -1211475, -468, 1], 1]], 'hecke_orbit_code': 31525197458703302, 'p': 83}
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id: 1546298
{'charpoly_factorization': [[[372666895804, -918181644, -671275, 1519, 1], 1]], 'hecke_orbit_code': 31525197458703302, 'p': 89}
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id: 1546299
{'charpoly_factorization': [[[-53326747724, 1151019296, -1484481, -600, 1], 1]], 'hecke_orbit_code': 31525197458703302, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 8, 'label': '966.4.a.h', 'level': 966, 'portrait': 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', 'weight': 4}
-
mf_hecke_traces • Show schema
Hide schema
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id: 190872000
{'hecke_orbit_code': 31525197458703302, 'n': 1, 'trace_an': 4}
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id: 190872001
{'hecke_orbit_code': 31525197458703302, 'n': 2, 'trace_an': -8}
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id: 190872002
{'hecke_orbit_code': 31525197458703302, 'n': 3, 'trace_an': -12}
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id: 190872003
{'hecke_orbit_code': 31525197458703302, 'n': 4, 'trace_an': 16}
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id: 190872004
{'hecke_orbit_code': 31525197458703302, 'n': 5, 'trace_an': -5}
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id: 190872005
{'hecke_orbit_code': 31525197458703302, 'n': 6, 'trace_an': 24}
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id: 190872006
{'hecke_orbit_code': 31525197458703302, 'n': 7, 'trace_an': -28}
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id: 190872007
{'hecke_orbit_code': 31525197458703302, 'n': 8, 'trace_an': -32}
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id: 190872008
{'hecke_orbit_code': 31525197458703302, 'n': 9, 'trace_an': 36}
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id: 190872009
{'hecke_orbit_code': 31525197458703302, 'n': 10, 'trace_an': 10}
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id: 190872010
{'hecke_orbit_code': 31525197458703302, 'n': 11, 'trace_an': -41}
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id: 190872011
{'hecke_orbit_code': 31525197458703302, 'n': 12, 'trace_an': -48}
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id: 190872012
{'hecke_orbit_code': 31525197458703302, 'n': 13, 'trace_an': 23}
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id: 190872013
{'hecke_orbit_code': 31525197458703302, 'n': 14, 'trace_an': 56}
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id: 190872014
{'hecke_orbit_code': 31525197458703302, 'n': 15, 'trace_an': 15}
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id: 190872015
{'hecke_orbit_code': 31525197458703302, 'n': 16, 'trace_an': 64}
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id: 190872016
{'hecke_orbit_code': 31525197458703302, 'n': 17, 'trace_an': 18}
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id: 190872017
{'hecke_orbit_code': 31525197458703302, 'n': 18, 'trace_an': -72}
-
id: 190872018
{'hecke_orbit_code': 31525197458703302, 'n': 19, 'trace_an': 15}
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id: 190872019
{'hecke_orbit_code': 31525197458703302, 'n': 20, 'trace_an': -20}
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id: 190872020
{'hecke_orbit_code': 31525197458703302, 'n': 21, 'trace_an': 84}
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id: 190872021
{'hecke_orbit_code': 31525197458703302, 'n': 22, 'trace_an': 82}
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