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{'Nk2': 32136, 'analytic_conductor': 64.15181298389666, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [3, -1], [13, 1], [103, 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': [8034, 1, [5357, 1237, 5773], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], '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, 'fricke_eigenval': 1, 'has_non_self_twist': 0, 'hecke_cutters': [[5, [0, 1]], [7, [1, 1]]], 'hecke_orbit': 8, 'hecke_orbit_code': 31525197425155938, 'hecke_ring_generator_nbound': 1, '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': '8034.2.a.h', 'level': 8034, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 3, 13, 103], 'level_radical': 8034, 'minimal_twist': '8034.2.a.h', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+q^{2}+q^{3}+q^{4}+q^{6}-q^{7}+q^{8}+\\cdots', 'related_objects': ['EllipticCurve/Q/8034/h'], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '1.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '8034.2.a', 'trace_display': [1, 1, 0, -1], 'trace_hash': 2280799627279386027, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.988', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.017', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.922', 'prec': 17}, {'__RealLiteral__': 0, 'data': 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mf_hecke_nf • Show schema
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{'an': [[1], [1], [1], [1], [0], [1], [-1], [1], [1], [0], [3], [1], [-1], [-1], [0], [1], [-7], [1], [0], [0], [-1], [3], [-6], [1], [-5], [-1], [1], [-1], [-8], [0], [0], [1], [3], [-7], [0], [1], [8], [0], [-1], [0], [-4], [-1], [-8], [3], [0], [-6], [-4], [1], [-6], [-5], [-7], [-1], [-1], [1], [0], [-1], [0], [-8], [-6], [0], [2], [0], [-1], [1], [0], [3], [-1], [-7], [-6], [0], [10], [1], [9], [8], [-5], [0], [-3], [-1], [-10], [0], [1], [-4], [2], [-1], [0], [-8], [-8], [3], [-6], [0], [1], [-6], [0], [-4], [0], [1], [8], [-6], [3], [-5]], 'ap': [[1], [1], [0], [-1], [3], [-1], [-7], [0], [-6], [-8], [0], [8], [-4], [-8], [-4], [-1], [-6], [2], [-1], [10], [9], [-10], [2], [-6], [8], [-13], [-1], [9], [14], [4], [-19], [-12], [-14], [17], [11], [-4], [7], [-14], [15], [11], [11], [-13], [-15], [26], [-2], [-7], [0], [5], [7], [18], [18], [9], [-7], [4], [20], [-23], [24], [-6], [2], [-26], [16], [8], [-13], [-20], [-22], [-15], [-17], [-25], [-28], [-22], [-9], [3], [-26], [-30], [19], [-34], [-33], [18], [-18], [0], [29], [23], [24], [-16], [-5], [24], [-25], [38], [30], [30], [-11], [-6], [-8], [-25], [20], [-28], [-15], [0], [-3], [-19], [24], [20], [-14], [6], [16], [-39], [18], [-45], [11], [-24], [14], [5], [-34], [16], [19], [-11], [4], [-12], [50], [-15], [30], [23], [24], [39], [12], [-44], [18], [15], [-23], [34], [34], [-22], [16], [-44], [-54], [29], [49], [20], [-24], [-16], [-20], [-11], [48], [-20], [38], [-12], [51], [33], [-42], [-4], [-32], [0], [-1], [42], [5], [-36], [-33], [-56], [0], [35], [48], [-19], [-32], [48], [-38], [47], [46], [-2], [-44], [1], [-54], [-50], [-24], [-11], [-38], [-3], [28], [0], [44], [-9], [-8], [33], [52], [6], [-54], [14], [39], [-30], [-41], [39], [46], [-46], [-12], [18], [-54], [-15], [-60], [41], [-30], [-21], [-44], [12], [41], [-23], [0], [-54], [-22], [-30], [-54], [60], [-43], [26], [40], [-16], [45], [42], [-42], [24], [-8], [54], [-49], [40], [13], [-20], [6], [-65], [62], [-16], [-25], [22], [70], [-51], [59], [-10], [25], [12], [5], [72], [-50], [-19], [36], [-28], [-59], [14], [44], [22], [22], [-38], [14], [54], [31], [-64], [72], [6], [6], [-27], [-72], [20], [-38], [-10], [46], [-45], [26], [41], [-68], [70], [11], [21], [4], [-39], [50], [49], [14], [50], [77], [11], [-58], [-41], [-60], [36], [36], [46], [-17], [-62], [44], [14], [47], [41], [-45], [24], [-10], [-62], [-12], [-13], [8], [-14], [10], [-14], [-66], [-88], [-11], [28], [-19], [-36], [36], [-8], [42], [32], [27], [26], [56], [-15], [-40], [40], [-8], [-61], [41], [-30], [7], [-12], [-46], [-17], [-60], [-15], [-8], [2], [84], [-51], [-67], [-84], [31], [-10], [48], [12], [-36], [14], [66], [54], [-14], [-83], [2], [48], [-58], [45], [-72], [-74], [22], [-22], [-36], [-60], [4], [-58], [0], [10], [-70], [-40], [0], [-39], [-18], [58], [-10], [-29], [72], [93], [72], [-31], [12], [-6], [-34], [-17], [-92], [-80], [6], [0], [2], [10], [-78], [-56], [-3], [82], [21], [16], [-47], [-74], [28], [2], [-16], [10], [35], [6], [1], [41], [-37], [63], [-48], [24], [8], [-4], [-58], [-6], [94], [-26], [-14], [-63], [-81], [-72], [-37], [5], [32], [-68], [-77], [-54], [-16], [0], [-51], [-69], [105], [-63], [-40], [-4], [78], [-23], [48], [107], [66], [-24], [-65], [47], [-44], [-31]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 31525197425155938, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '8034.2.a.h', 'level': 8034, 'maxp': 2999, 'weight': 2}
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mf_newspaces • Show schema
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{'AL_dims': [[[[2, -1], [3, -1], [13, -1], [103, -1]], 8, 1], [[[2, 1], [3, 1], [13, -1], [103, -1]], 10, 3], [[[2, -1], [3, 1], [13, 1], [103, -1]], 11, 1], [[[2, 1], [3, -1], [13, -1], [103, 1]], 12, 1], [[[2, 1], [3, 1], [13, -1], [103, 1]], 15, 2], [[[2, -1], [3, 1], [13, -1], [103, -1]], 16, 4], [[[2, -1], [3, -1], [13, -1], [103, 1]], 18, 5], [[[2, 1], [3, -1], [13, -1], [103, -1]], 13, 1], [[[2, -1], [3, 1], [13, -1], [103, 1]], 9, 1], [[[2, 1], [3, -1], [13, 1], [103, 1]], 12, 2], [[[2, -1], [3, -1], [13, 1], [103, 1]], 9, 2], [[[2, 1], [3, -1], [13, 1], [103, -1]], 14, 1], [[[2, 1], [3, 1], [13, 1], [103, -1]], 14, 1], [[[2, -1], [3, -1], [13, 1], [103, -1]], 17, 2], [[[2, 1], [3, 1], [13, 1], [103, 1]], 12, 2], [[[2, -1], [3, 1], [13, 1], [103, 1]], 15, 1]], 'ALdims': [12, 14, 15, 10, 12, 14, 12, 13, 15, 11, 9, 16, 9, 17, 18, 8], 'Nk2': 32136, 'analytic_conductor': 64.15181298389666, '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': [8034, 1, [5357, 1237, 5773], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 1449, 'dim': 205, 'eis_dim': 15, 'eis_new_dim': 0, 'hecke_cutter_primes': [5, 7], 'hecke_orbit_code': 33562466, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 4, 7, 8, 8, 9, 10, 11, 11, 11, 12, 13, 13, 14, 14, 14, 15, 16], 'label': '8034.2.a', 'level': 8034, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 3, 13, 103], 'level_radical': 8034, 'mf_dim': 1464, 'mf_new_dim': 205, 'num_forms': 30, 'plus_dim': 85, 'prim_orbit_index': 1, 'relative_dim': 205, 'sturm_bound': 2912, 'trace_bound': 7, 'trace_display': [1, 1, -10, -8], 'traces': [205, 1, 1, 205, -10, 1, -8, 1, 205, 6, -4, 1, -3, 0, 6, 205, -6, 1, 12, -10, 8, 4, -8, 1, 203, 1, 1, -8, 6, 6, 32, 1, 4, -14, -32, 205, 22, -20, 1, 6, 26, -8, -36, -4, -10, 8, -16, 1, 205, -33, 2, -3, 14, 1, -40, 0, 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1, -189, -36, 138, -184, 764, -48, -680, -4, 82, -334, 228, 128, -96, -152, 286, -62, 38, -34, -16, -32, 32, -264, -200, -4, 114, 30, -32, -162, -258, 224, -64, 16, 124, 86, 76, 32, 572, -88, 10, 26, 240, -404, 292, -240, 94, -524, -88, -32, 162, 6, -134, 24, -618, 14, 320, 68, 16, 394, 464, -128, 192, -224, 120, -168, -6, 80, -160, 32, -400, -368, 352, -10, -128, -256, 33, -24, 124, -34, -648, 29, -4, -14, 620, -94, 432, -248, -356, -2, 162, -32, -24, 202, -336, 260, 328, 133, 784, -98, 8, 104, -362, -260, 352, 0, -60, 160, 800, 205, -434, -44, -256, -4, 688, -240, 112, -88, 3, -192, 752, 30, -300, -252, 34, 62, -432, -4, -88, -176, -152, 34, 252, 166, -260, -264, -34, 8, 416, 220, -304, 32, 56, -84, -92, -6, -22, -16, 260, 52, 222, -244, -120, -28, -208, -278, -460, -12, 476, -244, -32, 192, -102, 72, -52, -40, -144, 104, -16, 32, -10, 626, 92, 212, 256, -32, 248, -58, -16, -122, -2, 4, -346, 144, -250, -24, 148, 116, -560, -48, 22, 44, -600, 108], 'weight': 2, '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': 1, 'source_hecke_orbit': 8, 'source_is_minimal': True, 'source_label': '8034.2.a.h', 'source_level': 8034, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 8, 'target_is_minimal': True, 'target_label': '8034.2.a.h', 'target_level': 8034, 'twist_class_label': '8034.2.a.h', 'twist_class_level': 8034, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 2}
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mf_hecke_charpolys • Show schema
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id: 4640500
{'charpoly_factorization': [[[-1, 1], 1]], 'hecke_orbit_code': 31525197425155938, 'p': 2}
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id: 4640501
{'charpoly_factorization': [[[-1, 1], 1]], 'hecke_orbit_code': 31525197425155938, 'p': 3}
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id: 4640502
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 31525197425155938, 'p': 5}
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id: 4640503
{'charpoly_factorization': [[[1, 1], 1]], 'hecke_orbit_code': 31525197425155938, 'p': 7}
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id: 4640504
{'charpoly_factorization': [[[-3, 1], 1]], 'hecke_orbit_code': 31525197425155938, 'p': 11}
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id: 4640505
{'charpoly_factorization': [[[1, 1], 1]], 'hecke_orbit_code': 31525197425155938, 'p': 13}
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id: 4640506
{'charpoly_factorization': [[[7, 1], 1]], 'hecke_orbit_code': 31525197425155938, 'p': 17}
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id: 4640507
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 31525197425155938, 'p': 19}
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id: 4640508
{'charpoly_factorization': [[[6, 1], 1]], 'hecke_orbit_code': 31525197425155938, 'p': 23}
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id: 4640509
{'charpoly_factorization': [[[8, 1], 1]], 'hecke_orbit_code': 31525197425155938, 'p': 29}
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id: 4640510
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 31525197425155938, 'p': 31}
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id: 4640511
{'charpoly_factorization': [[[-8, 1], 1]], 'hecke_orbit_code': 31525197425155938, 'p': 37}
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id: 4640512
{'charpoly_factorization': [[[4, 1], 1]], 'hecke_orbit_code': 31525197425155938, 'p': 41}
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id: 4640513
{'charpoly_factorization': [[[8, 1], 1]], 'hecke_orbit_code': 31525197425155938, 'p': 43}
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id: 4640514
{'charpoly_factorization': [[[4, 1], 1]], 'hecke_orbit_code': 31525197425155938, 'p': 47}
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id: 4640515
{'charpoly_factorization': [[[1, 1], 1]], 'hecke_orbit_code': 31525197425155938, 'p': 53}
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id: 4640516
{'charpoly_factorization': [[[6, 1], 1]], 'hecke_orbit_code': 31525197425155938, 'p': 59}
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id: 4640517
{'charpoly_factorization': [[[-2, 1], 1]], 'hecke_orbit_code': 31525197425155938, 'p': 61}
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id: 4640518
{'charpoly_factorization': [[[1, 1], 1]], 'hecke_orbit_code': 31525197425155938, 'p': 67}
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id: 4640519
{'charpoly_factorization': [[[-10, 1], 1]], 'hecke_orbit_code': 31525197425155938, 'p': 71}
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id: 4640520
{'charpoly_factorization': [[[-9, 1], 1]], 'hecke_orbit_code': 31525197425155938, 'p': 73}
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id: 4640521
{'charpoly_factorization': [[[10, 1], 1]], 'hecke_orbit_code': 31525197425155938, 'p': 79}
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id: 4640522
{'charpoly_factorization': [[[-2, 1], 1]], 'hecke_orbit_code': 31525197425155938, 'p': 83}
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id: 4640523
{'charpoly_factorization': [[[6, 1], 1]], 'hecke_orbit_code': 31525197425155938, 'p': 89}
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id: 4640524
{'charpoly_factorization': [[[-8, 1], 1]], 'hecke_orbit_code': 31525197425155938, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 8, 'label': '8034.2.a.h', 'level': 8034, 'portrait': 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', 'weight': 2}
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id: 189389000
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{'hecke_orbit_code': 31525197425155938, 'n': 990, 'trace_an': 0}
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id: 189389990
{'hecke_orbit_code': 31525197425155938, 'n': 991, 'trace_an': 46}
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id: 189389991
{'hecke_orbit_code': 31525197425155938, 'n': 992, 'trace_an': 0}
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id: 189389992
{'hecke_orbit_code': 31525197425155938, 'n': 993, 'trace_an': -17}
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id: 189389993
{'hecke_orbit_code': 31525197425155938, 'n': 994, 'trace_an': -10}
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id: 189389994
{'hecke_orbit_code': 31525197425155938, 'n': 995, 'trace_an': 0}
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id: 189389995
{'hecke_orbit_code': 31525197425155938, 'n': 996, 'trace_an': 2}
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id: 189389996
{'hecke_orbit_code': 31525197425155938, 'n': 997, 'trace_an': -2}
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id: 189389997
{'hecke_orbit_code': 31525197425155938, 'n': 998, 'trace_an': 20}
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id: 189389998
{'hecke_orbit_code': 31525197425155938, 'n': 999, 'trace_an': 8}
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id: 189389999
{'hecke_orbit_code': 31525197425155938, 'n': 1000, 'trace_an': 0}