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mf_newforms • Show schema
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{'Nk2': 2720, 'analytic_conductor': 10.030324700975905, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [5, 1], [17, -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': [170, 1, [137, 71], [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': [[3, [-4, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 67109034, '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': '170.4.a.a', 'level': 170, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 5, 17], 'level_radical': 170, 'minimal_twist': '170.4.a.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-2q^{2}+4q^{3}+4q^{4}-5q^{5}-8q^{6}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '3.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '170.4.a', 'trace_display': [-2, 4, -5, -4], 'trace_hash': 1253038411799021110, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.022', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.048', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '5.060', 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mf_hecke_nf • Show schema
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{'an': [[1], [-2], [4], [4], [-5], [-8], [-4], [-8], [-11], [10], [-12], [16], [-58], [8], [-20], [16], [17], [22], [-52], [-20], [-16], [24], [84], [-32], [25], [116], [-152], [-16], [-246], [40], [68], [-32], [-48], [-34], [20], [-44], [-358], [104], [-232], [40], [-78], [32], [-412], [-48], [55], [-168], [408], [64], [-327], [-50], [68], [-232], [750], [304], [60], [32], [-208], [492], [-420], [-80], [-190], [-136], [44], [64], [290], [96], [596], [68], [336], [-40], [324], [88], [1010], [716], [100], [-208], [48], [464], [164], [-80], [-311], [156], [588], [-64], [-85], [824], [-984], [96], [-486], [-110], [232], [336], [272], [-816], [260], [-128], [-718], [654], [132], [100]], 'ap': [[-2], [4], [-5], [-4], [-12], [-58], [17], [-52], [84], [-246], [68], [-358], [-78], [-412], [408], [750], [-420], [-190], [596], [324], [1010], [164], [588], [-486], [-718], [54], [392], [-300], [362], [954], [-1048], [-1236], [1674], [-1132], [1470], [-1840], [254], [-2284], [1284], [2250], [-1764], [1994], [-168], [3218], [-2118], [-5164], [188], [-3184], [-5100], [-466], [-1950], [-504], [506], [1620], [-6846], [-5472], [618], [4856], [674], [7098], [-7516], [4998], [-8692], [7308], [-6502], [4290], [1724], [-9286], [-8100], [-10258], [-8430], [-12120], [1244], [5870], [6764], [-2856], [-13458], [13394], [-6534], [-5350], [3300], [-9754], [9300], [17426], [15620], [-16452], [4026], [1946], [8430], [6416], [14964], [-16452], [12884], [-11676], [15548], [-828], [4230], [-606], [-6820], [6626], [17324], [8598], [3084], [-9030], [7820], [-2254], [-17364], [-6942], [7080], [-22102], [-4228], [-2602], [4914], [12764], [-25336], [5850], [884], [-19584], [-12678], [-32028], [-25354], [26402], [-2838], [-4548], [6620], [-22626], [-4030], [27804], [-1984], [6614], [11852], [564], [-16468], [25766], [25818], [29810], [21798], [-34852], [30390], [4002], [-41764], [-20502], [40676], [33540], [11222], [37620], [-21310], [-21990], [-5236], [-32640], [-18646], [18978], [28388], [21420], [-2908], [36252], [13232], [5946], [-27046], [27378], [49164], [9450], [44264], [-56868], [52866], [-47556], [42716], [4538]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 67109034, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '170.4.a.a', 'level': 170, 'maxp': 997, 'weight': 4}
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mf_newspaces • Show schema
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{'AL_dims': [[[[2, 1], [5, 1], [17, -1]], 1, 1], [[[2, 1], [5, -1], [17, 1]], 2, 1], [[[2, 1], [5, -1], [17, -1]], 2, 1], [[[2, 1], [5, 1], [17, 1]], 3, 1], [[[2, -1], [5, 1], [17, 1]], 2, 1], [[[2, -1], [5, 1], [17, -1]], 3, 1], [[[2, -1], [5, -1], [17, 1]], 3, 2]], 'ALdims': [3, 1, 2, 2, 2, 3, 3, 0], 'Nk2': 2720, 'analytic_conductor': 10.030324700975905, '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': [170, 1, [137, 71], [1, 1]], 'conrey_index': 1, 'cusp_dim': 78, 'dim': 16, 'eis_dim': 8, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 67109034, 'hecke_orbit_dims': [1, 1, 2, 2, 2, 2, 3, 3], 'label': '170.4.a', 'level': 170, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 5, 17], 'level_radical': 170, 'mf_dim': 86, 'mf_new_dim': 16, 'num_forms': 8, 'plus_dim': 11, 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mf_twists_nf • Show schema
Hide schema
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id: 142620
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '170.4.a.a', 'source_level': 170, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '170.4.a.a', 'target_level': 170, 'twist_class_label': '170.4.a.a', 'twist_class_level': 170, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 4}
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id: 142621
{'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '170.4.a.a', 'source_level': 170, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '850.4.a.b', 'target_level': 850, 'twist_class_label': '170.4.a.a', 'twist_class_level': 170, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 4}
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id: 142622
{'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '170.4.a.a', 'source_level': 170, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '850.4.c.a', 'target_level': 850, 'twist_class_label': '170.4.a.a', 'twist_class_level': 170, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 4}
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id: 142623
{'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '170.4.a.a', 'source_level': 170, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '1360.4.a.c', 'target_level': 1360, 'twist_class_label': '170.4.a.a', 'twist_class_level': 170, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 4}
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id: 142624
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '170.4.a.a', 'source_level': 170, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 11, 'target_is_minimal': False, 'target_label': '1530.4.a.k', 'target_level': 1530, 'twist_class_label': '170.4.a.a', 'twist_class_level': 170, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 4}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 438850
{'charpoly_factorization': [[[2, 1], 1]], 'hecke_orbit_code': 67109034, 'p': 2}
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id: 438851
{'charpoly_factorization': [[[-4, 1], 1]], 'hecke_orbit_code': 67109034, 'p': 3}
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id: 438852
{'charpoly_factorization': [[[5, 1], 1]], 'hecke_orbit_code': 67109034, 'p': 5}
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id: 438853
{'charpoly_factorization': [[[4, 1], 1]], 'hecke_orbit_code': 67109034, 'p': 7}
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id: 438854
{'charpoly_factorization': [[[12, 1], 1]], 'hecke_orbit_code': 67109034, 'p': 11}
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id: 438855
{'charpoly_factorization': [[[58, 1], 1]], 'hecke_orbit_code': 67109034, 'p': 13}
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id: 438856
{'charpoly_factorization': [[[-17, 1], 1]], 'hecke_orbit_code': 67109034, 'p': 17}
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id: 438857
{'charpoly_factorization': [[[52, 1], 1]], 'hecke_orbit_code': 67109034, 'p': 19}
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id: 438858
{'charpoly_factorization': [[[-84, 1], 1]], 'hecke_orbit_code': 67109034, 'p': 23}
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id: 438859
{'charpoly_factorization': [[[246, 1], 1]], 'hecke_orbit_code': 67109034, 'p': 29}
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id: 438860
{'charpoly_factorization': [[[-68, 1], 1]], 'hecke_orbit_code': 67109034, 'p': 31}
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id: 438861
{'charpoly_factorization': [[[358, 1], 1]], 'hecke_orbit_code': 67109034, 'p': 37}
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id: 438862
{'charpoly_factorization': [[[78, 1], 1]], 'hecke_orbit_code': 67109034, 'p': 41}
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id: 438863
{'charpoly_factorization': [[[412, 1], 1]], 'hecke_orbit_code': 67109034, 'p': 43}
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id: 438864
{'charpoly_factorization': [[[-408, 1], 1]], 'hecke_orbit_code': 67109034, 'p': 47}
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id: 438865
{'charpoly_factorization': [[[-750, 1], 1]], 'hecke_orbit_code': 67109034, 'p': 53}
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id: 438866
{'charpoly_factorization': [[[420, 1], 1]], 'hecke_orbit_code': 67109034, 'p': 59}
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id: 438867
{'charpoly_factorization': [[[190, 1], 1]], 'hecke_orbit_code': 67109034, 'p': 61}
-
id: 438868
{'charpoly_factorization': [[[-596, 1], 1]], 'hecke_orbit_code': 67109034, 'p': 67}
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id: 438869
{'charpoly_factorization': [[[-324, 1], 1]], 'hecke_orbit_code': 67109034, 'p': 71}
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id: 438870
{'charpoly_factorization': [[[-1010, 1], 1]], 'hecke_orbit_code': 67109034, 'p': 73}
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id: 438871
{'charpoly_factorization': [[[-164, 1], 1]], 'hecke_orbit_code': 67109034, 'p': 79}
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id: 438872
{'charpoly_factorization': [[[-588, 1], 1]], 'hecke_orbit_code': 67109034, 'p': 83}
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id: 438873
{'charpoly_factorization': [[[486, 1], 1]], 'hecke_orbit_code': 67109034, 'p': 89}
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id: 438874
{'charpoly_factorization': [[[718, 1], 1]], 'hecke_orbit_code': 67109034, 'p': 97}
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 1, 'label': '170.4.a.a', 'level': 170, 'portrait': 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', 'weight': 4}
-
mf_hecke_traces • Show schema
Hide schema
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id: 10147000
{'hecke_orbit_code': 67109034, 'n': 1, 'trace_an': 1}
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id: 10147001
{'hecke_orbit_code': 67109034, 'n': 2, 'trace_an': -2}
-
id: 10147002
{'hecke_orbit_code': 67109034, 'n': 3, 'trace_an': 4}
-
id: 10147003
{'hecke_orbit_code': 67109034, 'n': 4, 'trace_an': 4}
-
id: 10147004
{'hecke_orbit_code': 67109034, 'n': 5, 'trace_an': -5}
-
id: 10147005
{'hecke_orbit_code': 67109034, 'n': 6, 'trace_an': -8}
-
id: 10147006
{'hecke_orbit_code': 67109034, 'n': 7, 'trace_an': -4}
-
id: 10147007
{'hecke_orbit_code': 67109034, 'n': 8, 'trace_an': -8}
-
id: 10147008
{'hecke_orbit_code': 67109034, 'n': 9, 'trace_an': -11}
-
id: 10147009
{'hecke_orbit_code': 67109034, 'n': 10, 'trace_an': 10}
-
id: 10147010
{'hecke_orbit_code': 67109034, 'n': 11, 'trace_an': -12}
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id: 10147011
{'hecke_orbit_code': 67109034, 'n': 12, 'trace_an': 16}
-
id: 10147012
{'hecke_orbit_code': 67109034, 'n': 13, 'trace_an': -58}
-
id: 10147013
{'hecke_orbit_code': 67109034, 'n': 14, 'trace_an': 8}
-
id: 10147014
{'hecke_orbit_code': 67109034, 'n': 15, 'trace_an': -20}
-
id: 10147015
{'hecke_orbit_code': 67109034, 'n': 16, 'trace_an': 16}
-
id: 10147016
{'hecke_orbit_code': 67109034, 'n': 17, 'trace_an': 17}
-
id: 10147017
{'hecke_orbit_code': 67109034, 'n': 18, 'trace_an': 22}
-
id: 10147018
{'hecke_orbit_code': 67109034, 'n': 19, 'trace_an': -52}
-
id: 10147019
{'hecke_orbit_code': 67109034, 'n': 20, 'trace_an': -20}
-
id: 10147020
{'hecke_orbit_code': 67109034, 'n': 21, 'trace_an': -16}
-
id: 10147021
{'hecke_orbit_code': 67109034, 'n': 22, 'trace_an': 24}
-
id: 10147022
{'hecke_orbit_code': 67109034, 'n': 23, 'trace_an': 84}
-
id: 10147023
{'hecke_orbit_code': 67109034, 'n': 24, 'trace_an': -32}
-
id: 10147024
{'hecke_orbit_code': 67109034, 'n': 25, 'trace_an': 25}
-
id: 10147025
{'hecke_orbit_code': 67109034, 'n': 26, 'trace_an': 116}
-
id: 10147026
{'hecke_orbit_code': 67109034, 'n': 27, 'trace_an': -152}
-
id: 10147027
{'hecke_orbit_code': 67109034, 'n': 28, 'trace_an': -16}
-
id: 10147028
{'hecke_orbit_code': 67109034, 'n': 29, 'trace_an': -246}
-
id: 10147029
{'hecke_orbit_code': 67109034, 'n': 30, 'trace_an': 40}
-
id: 10147030
{'hecke_orbit_code': 67109034, 'n': 31, 'trace_an': 68}
-
id: 10147031
{'hecke_orbit_code': 67109034, 'n': 32, 'trace_an': -32}
-
id: 10147032
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