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{'Nk2': 16104, 'analytic_conductor': 32.14777185376748, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [3, 1], [11, -1], [61, -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': [4026, 1, [1343, 1465, 3235], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 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': [[5, [-2, 3, 1]], [7, [-16, 2, 1]], [13, [2, -5, 1]]], 'hecke_orbit': 12, 'hecke_orbit_code': 49539595934633914, 'hecke_ring_generator_nbound': 5, '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': True, 'label': '4026.2.a.l', 'level': 4026, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 3, 11, 61], 'level_radical': 4026, 'minimal_twist': '4026.2.a.l', 'nf_label': '2.2.17.1', 'prim_orbit_index': 1, 'qexp_display': 'q+q^{2}-q^{3}+q^{4}+(-1-\\beta )q^{5}-q^{6}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '1.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '4026.2.a', 'trace_display': [2, -2, -3, -2], 'trace_hash': 668723862409624636, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.004', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.007', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.079', 'prec': 17}, {'__RealLiteral__': 0, 'data': '10.050', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.732', 'prec': 17}, {'__RealLiteral__': 0, 'data': '68.775', 'prec': 20}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.012', 'prec': 17}, 'traces': [2, 2, -2, 2, -3, -2, -2, 2, 2, -3, 2, -2, 5, -2, 3, 2, 2, 2, -8, -3, 2, 2, 0, -2, 3, 5, -2, -2, 5, 3, 3, 2, -2, 2, -14, 2, -12, -8, -5, -3, 19, 2, 4, 2, -3, 0, 4, -2, 22, 3, -2, 5, -2, -2, -3, -2, 8, 5, -1, 3, 2, 3, -2, 2, 1, -2, 8, 2, 0, -14, -2, 2, 2, -12, -3, -8, -2, -5, 0, -3, 2, 19, 4, 2, -20, 4, -5, 2, 7, -3, -22, 0, -3, 4, 12, -2, -1, 22, 2, 3, 21, -2, 32, 5, 14, -2, 7, -2, 23, -3, 12, -2, 24, 8, 0, 5, 5, -1, 32, 3, 2, 2, -19, 3, -15, -2, 8, 2, -4, 1, 3, -2, 8, 8, 3, 2, -12, 0, 13, -14, -4, -2, 5, 2, 1, 2, -22, -12, 14, -3, -32, -8, 2, -2, 21, -5, 25, 0, 2, -3, 0, 2, -13, 19, 3, 4, 12, 2, -5, -20, -8, 4, 33, -5, 48, 2, 1, 7, -6, -3, 17, -22, -2, 0, 18, -3, 2, 4, 2, 12, 18, -2, -7, -1, -1, 22, -8, 2, 10, 3, -8, 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mf_hecke_nf • Show schema
Hide schema
{'an': [[1, 0], [1, 0], [-1, 0], [1, 0], [-1, -1], [-1, 0], [-2, 2], [1, 0], [1, 0], [-1, -1], [1, 0], [-1, 0], [3, -1], [-2, 2], [1, 1], [1, 0], [0, 2], [1, 0], [-4, 0], [-1, -1], [2, -2], [1, 0], [0, 0], [-1, 0], [0, 3], [3, -1], [-1, 0], [-2, 2], [3, -1], [1, 1], [3, -3], [1, 0], [-1, 0], [0, 2], [-6, -2], [1, 0], [-6, 0], [-4, 0], [-3, 1], [-1, -1], [9, 1], [2, -2], [4, -4], [1, 0], [-1, -1], [0, 0], [0, 4], [-1, 0], [13, -4], [0, 3], [0, -2], [3, -1], [0, -2], [-1, 0], [-1, -1], [-2, 2], [4, 0], [3, -1], [-1, 1], [1, 1], [1, 0], [3, -3], [-2, 2], [1, 0], [1, -1], [-1, 0], [4, 0], [0, 2], [0, 0], [-6, -2], [-2, 2], [1, 0], [0, 2], [-6, 0], [0, -3], [-4, 0], [-2, 2], [-3, 1], [0, 0], [-1, -1], [1, 0], [9, 1], [4, -4], [2, -2], [-8, -4], [4, -4], [-3, 1], [1, 0], [1, 5], [-1, -1], [-14, 6], [0, 0], [-3, 3], [0, 4], [4, 4], [-1, 0], [1, -3], [13, -4], [1, 0], [0, 3]], 'ap': [[1, 0], [-1, 0], [-1, -1], [-2, 2], [1, 0], [3, -1], [0, 2], [-4, 0], [0, 0], [3, -1], [3, -3], [-6, 0], [9, 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mf_newspaces • Show schema
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{'ALdims': [7, 5, 7, 6, 8, 5, 3, 9, 6, 6, 5, 8, 4, 9, 10, 3], 'Nk2': 16104, 'analytic_conductor': 32.14777185376748, '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': [4026, 1, [1343, 1465, 3235], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 737, 'dim': 101, 'eis_dim': 15, 'eis_new_dim': 0, 'hecke_cutter_primes': [5, 7, 13], 'hecke_orbit_code': 33558458, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 3, 3, 3, 4, 4, 4, 4, 5, 5, 6, 6, 7, 7, 7, 8, 9], 'label': '4026.2.a', 'level': 4026, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 3, 11, 61], 'level_radical': 4026, 'mf_dim': 752, 'mf_new_dim': 101, 'num_forms': 29, 'plus_dim': 39, 'prim_orbit_index': 1, 'relative_dim': 101, 'sturm_bound': 1488, 'trace_bound': 11, 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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': 2, 'source_hecke_orbit': 12, 'source_is_minimal': True, 'source_label': '4026.2.a.l', 'source_level': 4026, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 12, 'target_is_minimal': True, 'target_label': '4026.2.a.l', 'target_level': 4026, 'twist_class_label': '4026.2.a.l', 'twist_class_level': 4026, '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: 3474650
{'charpoly_factorization': [[[-1, 1], 2]], 'hecke_orbit_code': 49539595934633914, 'p': 2}
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id: 3474651
{'charpoly_factorization': [[[1, 1], 2]], 'hecke_orbit_code': 49539595934633914, 'p': 3}
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id: 3474652
{'charpoly_factorization': [[[-2, 3, 1], 1]], 'hecke_orbit_code': 49539595934633914, 'p': 5}
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id: 3474653
{'charpoly_factorization': [[[-16, 2, 1], 1]], 'hecke_orbit_code': 49539595934633914, 'p': 7}
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id: 3474654
{'charpoly_factorization': [[[-1, 1], 2]], 'hecke_orbit_code': 49539595934633914, 'p': 11}
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id: 3474655
{'charpoly_factorization': [[[2, -5, 1], 1]], 'hecke_orbit_code': 49539595934633914, 'p': 13}
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id: 3474656
{'charpoly_factorization': [[[-16, -2, 1], 1]], 'hecke_orbit_code': 49539595934633914, 'p': 17}
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id: 3474657
{'charpoly_factorization': [[[4, 1], 2]], 'hecke_orbit_code': 49539595934633914, 'p': 19}
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id: 3474658
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 49539595934633914, 'p': 23}
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id: 3474659
{'charpoly_factorization': [[[2, -5, 1], 1]], 'hecke_orbit_code': 49539595934633914, 'p': 29}
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id: 3474660
{'charpoly_factorization': [[[-36, -3, 1], 1]], 'hecke_orbit_code': 49539595934633914, 'p': 31}
-
id: 3474661
{'charpoly_factorization': [[[6, 1], 2]], 'hecke_orbit_code': 49539595934633914, 'p': 37}
-
id: 3474662
{'charpoly_factorization': [[[86, -19, 1], 1]], 'hecke_orbit_code': 49539595934633914, 'p': 41}
-
id: 3474663
{'charpoly_factorization': [[[-64, -4, 1], 1]], 'hecke_orbit_code': 49539595934633914, 'p': 43}
-
id: 3474664
{'charpoly_factorization': [[[-64, -4, 1], 1]], 'hecke_orbit_code': 49539595934633914, 'p': 47}
-
id: 3474665
{'charpoly_factorization': [[[-16, 2, 1], 1]], 'hecke_orbit_code': 49539595934633914, 'p': 53}
-
id: 3474666
{'charpoly_factorization': [[[-4, 1, 1], 1]], 'hecke_orbit_code': 49539595934633914, 'p': 59}
-
id: 3474667
{'charpoly_factorization': [[[-1, 1], 2]], 'hecke_orbit_code': 49539595934633914, 'p': 61}
-
id: 3474668
{'charpoly_factorization': [[[-4, 1], 2]], 'hecke_orbit_code': 49539595934633914, 'p': 67}
-
id: 3474669
{'charpoly_factorization': [[[-16, 2, 1], 1]], 'hecke_orbit_code': 49539595934633914, 'p': 71}
-
id: 3474670
{'charpoly_factorization': [[[-16, -2, 1], 1]], 'hecke_orbit_code': 49539595934633914, 'p': 73}
-
id: 3474671
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 49539595934633914, 'p': 79}
-
id: 3474672
{'charpoly_factorization': [[[-64, -4, 1], 1]], 'hecke_orbit_code': 49539595934633914, 'p': 83}
-
id: 3474673
{'charpoly_factorization': [[[-94, -7, 1], 1]], 'hecke_orbit_code': 49539595934633914, 'p': 89}
-
id: 3474674
{'charpoly_factorization': [[[-38, 1, 1], 1]], 'hecke_orbit_code': 49539595934633914, 'p': 97}
-
mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 12, 'label': '4026.2.a.l', 'level': 4026, 'portrait': 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', 'weight': 2}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 55957597
{'hecke_orbit_code': 49539595934633914, 'n': 1, 'trace_an': 2}
-
id: 55957598
{'hecke_orbit_code': 49539595934633914, 'n': 2, 'trace_an': 2}
-
id: 55957599
{'hecke_orbit_code': 49539595934633914, 'n': 3, 'trace_an': -2}
-
id: 55957600
{'hecke_orbit_code': 49539595934633914, 'n': 4, 'trace_an': 2}
-
id: 55957601
{'hecke_orbit_code': 49539595934633914, 'n': 5, 'trace_an': -3}
-
id: 55957602
{'hecke_orbit_code': 49539595934633914, 'n': 6, 'trace_an': -2}
-
id: 55957603
{'hecke_orbit_code': 49539595934633914, 'n': 7, 'trace_an': -2}
-
id: 55957604
{'hecke_orbit_code': 49539595934633914, 'n': 8, 'trace_an': 2}
-
id: 55957605
{'hecke_orbit_code': 49539595934633914, 'n': 9, 'trace_an': 2}
-
id: 55957606
{'hecke_orbit_code': 49539595934633914, 'n': 10, 'trace_an': -3}
-
id: 55957607
{'hecke_orbit_code': 49539595934633914, 'n': 11, 'trace_an': 2}
-
id: 55957608
{'hecke_orbit_code': 49539595934633914, 'n': 12, 'trace_an': -2}
-
id: 55957609
{'hecke_orbit_code': 49539595934633914, 'n': 13, 'trace_an': 5}
-
id: 55957610
{'hecke_orbit_code': 49539595934633914, 'n': 14, 'trace_an': -2}
-
id: 55957611
{'hecke_orbit_code': 49539595934633914, 'n': 15, 'trace_an': 3}
-
id: 55957612
{'hecke_orbit_code': 49539595934633914, 'n': 16, 'trace_an': 2}
-
id: 55957613
{'hecke_orbit_code': 49539595934633914, 'n': 17, 'trace_an': 2}
-
id: 55957614
{'hecke_orbit_code': 49539595934633914, 'n': 18, 'trace_an': 2}
-
id: 55957615
{'hecke_orbit_code': 49539595934633914, 'n': 19, 'trace_an': -8}
-
id: 55957616
{'hecke_orbit_code': 49539595934633914, 'n': 20, 'trace_an': -3}
-
id: 55957617
{'hecke_orbit_code': 49539595934633914, 'n': 21, 'trace_an': 2}
-
id: 55957618
{'hecke_orbit_code': 49539595934633914, 'n': 22, 'trace_an': 2}
-
id: 55957619
{'hecke_orbit_code': 49539595934633914, 'n': 23, 'trace_an': 0}
-
id: 55957620
{'hecke_orbit_code': 49539595934633914, 'n': 24, 'trace_an': -2}
-
id: 55957621
{'hecke_orbit_code': 49539595934633914, 'n': 25, 'trace_an': 3}
-
id: 55957622
{'hecke_orbit_code': 49539595934633914, 'n': 26, 'trace_an': 5}
-
id: 55957623
{'hecke_orbit_code': 49539595934633914, 'n': 27, 'trace_an': -2}
-
id: 55957624
{'hecke_orbit_code': 49539595934633914, 'n': 28, 'trace_an': -2}
-
id: 55957625
{'hecke_orbit_code': 49539595934633914, 'n': 29, 'trace_an': 5}
-
id: 55957626
{'hecke_orbit_code': 49539595934633914, 'n': 30, 'trace_an': 3}
-
id: 55957627
{'hecke_orbit_code': 49539595934633914, 'n': 31, 'trace_an': 3}
-
id: 55957628
{'hecke_orbit_code': 49539595934633914, 'n': 32, 'trace_an': 2}
-
id: 55957629
{'hecke_orbit_code': 49539595934633914, 'n': 33, 'trace_an': -2}
-
id: 55957630
{'hecke_orbit_code': 49539595934633914, 'n': 34, 'trace_an': 2}
-
id: 55957631
{'hecke_orbit_code': 49539595934633914, 'n': 35, 'trace_an': -14}
-
id: 55957632
{'hecke_orbit_code': 49539595934633914, 'n': 36, 'trace_an': 2}
-
id: 55957633
{'hecke_orbit_code': 49539595934633914, 'n': 37, 'trace_an': -12}
-
id: 55957634
{'hecke_orbit_code': 49539595934633914, 'n': 38, 'trace_an': -8}
-
id: 55957635
{'hecke_orbit_code': 49539595934633914, 'n': 39, 'trace_an': -5}
-
id: 55957636
{'hecke_orbit_code': 49539595934633914, 'n': 40, 'trace_an': -3}
-
id: 55957637
{'hecke_orbit_code': 49539595934633914, 'n': 41, 'trace_an': 19}
-
id: 55957638
{'hecke_orbit_code': 49539595934633914, 'n': 42, 'trace_an': 2}
-
id: 55957639
{'hecke_orbit_code': 49539595934633914, 'n': 43, 'trace_an': 4}
-
id: 55957640
{'hecke_orbit_code': 49539595934633914, 'n': 44, 'trace_an': 2}
-
id: 55957641
{'hecke_orbit_code': 49539595934633914, 'n': 45, 'trace_an': -3}
-
id: 55957642
{'hecke_orbit_code': 49539595934633914, 'n': 46, 'trace_an': 0}
-
id: 55957643
{'hecke_orbit_code': 49539595934633914, 'n': 47, 'trace_an': 4}
-
id: 55957644
{'hecke_orbit_code': 49539595934633914, 'n': 48, 'trace_an': -2}
-
id: 55957645
{'hecke_orbit_code': 49539595934633914, 'n': 49, 'trace_an': 22}
-
id: 55957646
{'hecke_orbit_code': 49539595934633914, 'n': 50, 'trace_an': 3}
-
id: 55957647
{'hecke_orbit_code': 49539595934633914, 'n': 51, 'trace_an': -2}
-
id: 55957648
{'hecke_orbit_code': 49539595934633914, 'n': 52, 'trace_an': 5}
-
id: 55957649
{'hecke_orbit_code': 49539595934633914, 'n': 53, 'trace_an': -2}
-
id: 55957650
{'hecke_orbit_code': 49539595934633914, 'n': 54, 'trace_an': -2}
-
id: 55957651
{'hecke_orbit_code': 49539595934633914, 'n': 55, 'trace_an': -3}
-
id: 55957652
{'hecke_orbit_code': 49539595934633914, 'n': 56, 'trace_an': -2}
-
id: 55957653
{'hecke_orbit_code': 49539595934633914, 'n': 57, 'trace_an': 8}
-
id: 55957654
{'hecke_orbit_code': 49539595934633914, 'n': 58, 'trace_an': 5}
-
id: 55957655
{'hecke_orbit_code': 49539595934633914, 'n': 59, 'trace_an': -1}
-
id: 55957656
{'hecke_orbit_code': 49539595934633914, 'n': 60, 'trace_an': 3}
-
id: 55957657
{'hecke_orbit_code': 49539595934633914, 'n': 61, 'trace_an': 2}
-
id: 55957658
{'hecke_orbit_code': 49539595934633914, 'n': 62, 'trace_an': 3}
-
id: 55957659
{'hecke_orbit_code': 49539595934633914, 'n': 63, 'trace_an': -2}
-
id: 55957660
{'hecke_orbit_code': 49539595934633914, 'n': 64, 'trace_an': 2}
-
id: 55957661
{'hecke_orbit_code': 49539595934633914, 'n': 65, 'trace_an': 1}
-
id: 55957662
{'hecke_orbit_code': 49539595934633914, 'n': 66, 'trace_an': -2}
-
id: 55957663
{'hecke_orbit_code': 49539595934633914, 'n': 67, 'trace_an': 8}
-
id: 55957664
{'hecke_orbit_code': 49539595934633914, 'n': 68, 'trace_an': 2}
-
id: 55957665
{'hecke_orbit_code': 49539595934633914, 'n': 69, 'trace_an': 0}
-
id: 55957666
{'hecke_orbit_code': 49539595934633914, 'n': 70, 'trace_an': -14}
-
id: 55957667
{'hecke_orbit_code': 49539595934633914, 'n': 71, 'trace_an': -2}
-
id: 55957668
{'hecke_orbit_code': 49539595934633914, 'n': 72, 'trace_an': 2}
-
id: 55957669
{'hecke_orbit_code': 49539595934633914, 'n': 73, 'trace_an': 2}
-
id: 55957670
{'hecke_orbit_code': 49539595934633914, 'n': 74, 'trace_an': -12}
-
id: 55957671
{'hecke_orbit_code': 49539595934633914, 'n': 75, 'trace_an': -3}
-
id: 55957672
{'hecke_orbit_code': 49539595934633914, 'n': 76, 'trace_an': -8}
-
id: 55957673
{'hecke_orbit_code': 49539595934633914, 'n': 77, 'trace_an': -2}
-
id: 55957674
{'hecke_orbit_code': 49539595934633914, 'n': 78, 'trace_an': -5}
-
id: 55957675
{'hecke_orbit_code': 49539595934633914, 'n': 79, 'trace_an': 0}
-
id: 55957676
{'hecke_orbit_code': 49539595934633914, 'n': 80, 'trace_an': -3}
-
id: 55957677
{'hecke_orbit_code': 49539595934633914, 'n': 81, 'trace_an': 2}
-
id: 55957678
{'hecke_orbit_code': 49539595934633914, 'n': 82, 'trace_an': 19}
-
id: 55957679
{'hecke_orbit_code': 49539595934633914, 'n': 83, 'trace_an': 4}
-
id: 55957680
{'hecke_orbit_code': 49539595934633914, 'n': 84, 'trace_an': 2}
-
id: 55957681
{'hecke_orbit_code': 49539595934633914, 'n': 85, 'trace_an': -20}
-
id: 55957682
{'hecke_orbit_code': 49539595934633914, 'n': 86, 'trace_an': 4}
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