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mf_newforms • Show schema
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{'Nk2': 6840, 'analytic_conductor': 13.654418745638946, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 19, 'char_degree': 2, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 12, 'char_orbit_label': 'l', 'char_order': 3, 'char_parity': 1, 'char_values': [1710, 3, [191, 1027, 1351], [3, 3, 1]], 'cm_discs': [], 'conrey_index': 1261, 'conrey_indexes': [1261, 1531], 'dim': 2, 'field_disc': -3, 'field_disc_factorization': [[-1, 1], [3, 1]], 'field_poly': [1, -1, 1], 'field_poly_is_cyclotomic': True, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 6, 'has_non_self_twist': 1, 'hecke_cutters': [[7, [5, 1]], [11, [2, 1]]], 'hecke_orbit': 5, 'hecke_orbit_code': 18015154457282222, 'hecke_ring_generator_nbound': 2, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 19, 3, 1, 3, 0]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '1710.2.l.e', 'level': 1710, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 5, 19], 'level_radical': 570, 'minimal_twist': '1710.2.l.d', 'nf_label': '2.0.3.1', 'prim_orbit_index': 3, 'qexp_display': 'q+(1-\\zeta_{6})q^{2}-\\zeta_{6}q^{4}+(-1+\\zeta_{6})q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '1.2.3.c3', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '1710.2.l', 'trace_display': [1, 0, -1, -10], 'trace_hash': 1185676737950358006, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.059', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '13.012', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': 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mf_hecke_nf • Show schema
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mf_newspaces • Show schema
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{'Nk2': 6840, 'analytic_conductor': 13.654418745638946, 'char_conductor': 19, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 12, 'char_orbit_label': 'l', 'char_order': 3, 'char_parity': 1, 'char_values': [1710, 3, [191, 1027, 1351], [3, 3, 1]], 'conrey_index': 1261, 'cusp_dim': 688, 'dim': 72, 'eis_dim': 64, 'eis_new_dim': 0, 'hecke_cutter_primes': [7, 11], 'hecke_orbit_code': 755947800238, 'hecke_orbit_dims': [2, 2, 2, 2, 2, 2, 2, 2, 2, 4, 4, 4, 4, 4, 6, 6, 6, 8, 8], 'label': '1710.2.l', 'level': 1710, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 5, 19], 'level_radical': 570, 'mf_dim': 752, 'mf_new_dim': 72, 'num_forms': 19, 'prim_orbit_index': 3, 'relative_dim': 36, 'sturm_bound': 720, 'trace_bound': 11, 'trace_display': [-2, 0, 0, 0], 'traces': [72, -2, 0, -36, 0, 0, 0, 4, 0, 2, 0, 0, 4, 6, 0, -36, -12, 0, 12, 0, 0, -6, 4, 0, -36, 0, 0, 0, 16, 0, -16, -2, 0, 20, -2, 0, 16, 4, 0, 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-56, 0, 136, -56, 0, -64, -276, 0, -72, -60, 0, -92, -14, 0, -4, -164, 0, -16, -62, 0, -236, -384, 0, 16, 476, 0, -42, 196, 0, 248, -40, 0, -48, 0], 'weight': 2, 'weight_parity': 1}
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mf_twists_nf • Show schema
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id: 794047
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 12, 'source_dim': 2, 'source_hecke_orbit': 5, 'source_is_minimal': True, 'source_label': '1710.2.l.e', 'source_level': 1710, 'target_char_orbit': 12, 'target_dim': 2, 'target_hecke_orbit': 4, 'target_is_minimal': True, 'target_label': '1710.2.l.d', 'target_level': 1710, 'twist_class_label': '1710.2.l.d', 'twist_class_level': 1710, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 2}
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id: 794048
{'conductor': 57, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 12, 'source_dim': 2, 'source_hecke_orbit': 5, 'source_is_minimal': True, 'source_label': '1710.2.l.e', 'source_level': 1710, 'target_char_orbit': 12, 'target_dim': 2, 'target_hecke_orbit': 4, 'target_is_minimal': True, 'target_label': '1710.2.l.d', 'target_level': 1710, 'twist_class_label': '1710.2.l.d', 'twist_class_level': 1710, 'twisting_char_label': '57.h', 'twisting_char_orbit': 8, 'weight': 2}
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id: 794049
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 12, 'source_dim': 2, 'source_hecke_orbit': 5, 'source_is_minimal': True, 'source_label': '1710.2.l.e', 'source_level': 1710, 'target_char_orbit': 12, 'target_dim': 2, 'target_hecke_orbit': 5, 'target_is_minimal': True, 'target_label': '1710.2.l.e', 'target_level': 1710, 'twist_class_label': '1710.2.l.d', 'twist_class_level': 1710, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 2}
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id: 794050
{'conductor': 19, 'degree': 2, 'multiplicity': 1, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 12, 'source_dim': 2, 'source_hecke_orbit': 5, 'source_is_minimal': True, 'source_label': '1710.2.l.e', 'source_level': 1710, 'target_char_orbit': 12, 'target_dim': 2, 'target_hecke_orbit': 5, 'target_is_minimal': True, 'target_label': '1710.2.l.e', 'target_level': 1710, 'twist_class_label': '1710.2.l.d', 'twist_class_level': 1710, 'twisting_char_label': '19.c', 'twisting_char_orbit': 3, 'weight': 2}
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mf_hecke_charpolys • Show schema
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id: 2142775
{'charpoly_factorization': [[[1, -1, 1], 1]], 'hecke_orbit_code': 18015154457282222, 'p': 2}
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id: 2142776
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 18015154457282222, 'p': 3}
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id: 2142777
{'charpoly_factorization': [[[1, 1, 1], 1]], 'hecke_orbit_code': 18015154457282222, 'p': 5}
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id: 2142778
{'charpoly_factorization': [[[5, 1], 2]], 'hecke_orbit_code': 18015154457282222, 'p': 7}
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id: 2142779
{'charpoly_factorization': [[[2, 1], 2]], 'hecke_orbit_code': 18015154457282222, 'p': 11}
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id: 2142780
{'charpoly_factorization': [[[1, -1, 1], 1]], 'hecke_orbit_code': 18015154457282222, 'p': 13}
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id: 2142781
{'charpoly_factorization': [[[36, -6, 1], 1]], 'hecke_orbit_code': 18015154457282222, 'p': 17}
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id: 2142782
{'charpoly_factorization': [[[19, -8, 1], 1]], 'hecke_orbit_code': 18015154457282222, 'p': 19}
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id: 2142783
{'charpoly_factorization': [[[16, -4, 1], 1]], 'hecke_orbit_code': 18015154457282222, 'p': 23}
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id: 2142784
{'charpoly_factorization': [[[36, -6, 1], 1]], 'hecke_orbit_code': 18015154457282222, 'p': 29}
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id: 2142785
{'charpoly_factorization': [[[-7, 1], 2]], 'hecke_orbit_code': 18015154457282222, 'p': 31}
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id: 2142786
{'charpoly_factorization': [[[-1, 1], 2]], 'hecke_orbit_code': 18015154457282222, 'p': 37}
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id: 2142787
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 18015154457282222, 'p': 41}
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id: 2142788
{'charpoly_factorization': [[[81, -9, 1], 1]], 'hecke_orbit_code': 18015154457282222, 'p': 43}
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id: 2142789
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 18015154457282222, 'p': 47}
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id: 2142790
{'charpoly_factorization': [[[64, -8, 1], 1]], 'hecke_orbit_code': 18015154457282222, 'p': 53}
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id: 2142791
{'charpoly_factorization': [[[144, 12, 1], 1]], 'hecke_orbit_code': 18015154457282222, 'p': 59}
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id: 2142792
{'charpoly_factorization': [[[9, -3, 1], 1]], 'hecke_orbit_code': 18015154457282222, 'p': 61}
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id: 2142793
{'charpoly_factorization': [[[81, -9, 1], 1]], 'hecke_orbit_code': 18015154457282222, 'p': 67}
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id: 2142794
{'charpoly_factorization': [[[36, 6, 1], 1]], 'hecke_orbit_code': 18015154457282222, 'p': 71}
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id: 2142795
{'charpoly_factorization': [[[49, -7, 1], 1]], 'hecke_orbit_code': 18015154457282222, 'p': 73}
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id: 2142796
{'charpoly_factorization': [[[25, -5, 1], 1]], 'hecke_orbit_code': 18015154457282222, 'p': 79}
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id: 2142797
{'charpoly_factorization': [[[14, 1], 2]], 'hecke_orbit_code': 18015154457282222, 'p': 83}
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id: 2142798
{'charpoly_factorization': [[[64, -8, 1], 1]], 'hecke_orbit_code': 18015154457282222, 'p': 89}
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id: 2142799
{'charpoly_factorization': [[[196, -14, 1], 1]], 'hecke_orbit_code': 18015154457282222, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 12, 'hecke_orbit': 5, 'label': '1710.2.l.e', 'level': 1710, 'portrait': 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', 'weight': 2}
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mf_hecke_traces • Show schema
Hide schema
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id: 160300000
{'hecke_orbit_code': 18015154457282222, 'n': 1, 'trace_an': 2}
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id: 160300001
{'hecke_orbit_code': 18015154457282222, 'n': 2, 'trace_an': 1}
-
id: 160300002
{'hecke_orbit_code': 18015154457282222, 'n': 3, 'trace_an': 0}
-
id: 160300003
{'hecke_orbit_code': 18015154457282222, 'n': 4, 'trace_an': -1}
-
id: 160300004
{'hecke_orbit_code': 18015154457282222, 'n': 5, 'trace_an': -1}
-
id: 160300005
{'hecke_orbit_code': 18015154457282222, 'n': 6, 'trace_an': 0}
-
id: 160300006
{'hecke_orbit_code': 18015154457282222, 'n': 7, 'trace_an': -10}
-
id: 160300007
{'hecke_orbit_code': 18015154457282222, 'n': 8, 'trace_an': -2}
-
id: 160300008
{'hecke_orbit_code': 18015154457282222, 'n': 9, 'trace_an': 0}
-
id: 160300009
{'hecke_orbit_code': 18015154457282222, 'n': 10, 'trace_an': 1}
-
id: 160300010
{'hecke_orbit_code': 18015154457282222, 'n': 11, 'trace_an': -4}
-
id: 160300011
{'hecke_orbit_code': 18015154457282222, 'n': 12, 'trace_an': 0}
-
id: 160300012
{'hecke_orbit_code': 18015154457282222, 'n': 13, 'trace_an': 1}
-
id: 160300013
{'hecke_orbit_code': 18015154457282222, 'n': 14, 'trace_an': -5}
-
id: 160300014
{'hecke_orbit_code': 18015154457282222, 'n': 15, 'trace_an': 0}
-
id: 160300015
{'hecke_orbit_code': 18015154457282222, 'n': 16, 'trace_an': -1}
-
id: 160300016
{'hecke_orbit_code': 18015154457282222, 'n': 17, 'trace_an': 6}
-
id: 160300017
{'hecke_orbit_code': 18015154457282222, 'n': 18, 'trace_an': 0}
-
id: 160300018
{'hecke_orbit_code': 18015154457282222, 'n': 19, 'trace_an': 8}
-
id: 160300019
{'hecke_orbit_code': 18015154457282222, 'n': 20, 'trace_an': 2}
-
id: 160300020
{'hecke_orbit_code': 18015154457282222, 'n': 21, 'trace_an': 0}
-
id: 160300021
{'hecke_orbit_code': 18015154457282222, 'n': 22, 'trace_an': -2}
-
id: 160300022
{'hecke_orbit_code': 18015154457282222, 'n': 23, 'trace_an': 4}
-
id: 160300023
{'hecke_orbit_code': 18015154457282222, 'n': 24, 'trace_an': 0}
-
id: 160300024
{'hecke_orbit_code': 18015154457282222, 'n': 25, 'trace_an': -1}
-
id: 160300025
{'hecke_orbit_code': 18015154457282222, 'n': 26, 'trace_an': 2}
-
id: 160300026
{'hecke_orbit_code': 18015154457282222, 'n': 27, 'trace_an': 0}
-
id: 160300027
{'hecke_orbit_code': 18015154457282222, 'n': 28, 'trace_an': 5}
-
id: 160300028
{'hecke_orbit_code': 18015154457282222, 'n': 29, 'trace_an': 6}
-
id: 160300029
{'hecke_orbit_code': 18015154457282222, 'n': 30, 'trace_an': 0}
-
id: 160300030
{'hecke_orbit_code': 18015154457282222, 'n': 31, 'trace_an': 14}
-
id: 160300031
{'hecke_orbit_code': 18015154457282222, 'n': 32, 'trace_an': 1}
-
id: 160300032
{'hecke_orbit_code': 18015154457282222, 'n': 33, 'trace_an': 0}
-
id: 160300033
{'hecke_orbit_code': 18015154457282222, 'n': 34, 'trace_an': -6}
-
id: 160300034
{'hecke_orbit_code': 18015154457282222, 'n': 35, 'trace_an': 5}
-
id: 160300035
{'hecke_orbit_code': 18015154457282222, 'n': 36, 'trace_an': 0}
-
id: 160300036
{'hecke_orbit_code': 18015154457282222, 'n': 37, 'trace_an': 2}
-
id: 160300037
{'hecke_orbit_code': 18015154457282222, 'n': 38, 'trace_an': 7}
-
id: 160300038
{'hecke_orbit_code': 18015154457282222, 'n': 39, 'trace_an': 0}
-
id: 160300039
{'hecke_orbit_code': 18015154457282222, 'n': 40, 'trace_an': 1}
-
id: 160300040
{'hecke_orbit_code': 18015154457282222, 'n': 41, 'trace_an': 0}
-
id: 160300041
{'hecke_orbit_code': 18015154457282222, 'n': 42, 'trace_an': 0}
-
id: 160300042
{'hecke_orbit_code': 18015154457282222, 'n': 43, 'trace_an': 9}
-
id: 160300043
{'hecke_orbit_code': 18015154457282222, 'n': 44, 'trace_an': 2}
-
id: 160300044
{'hecke_orbit_code': 18015154457282222, 'n': 45, 'trace_an': 0}
-
id: 160300045
{'hecke_orbit_code': 18015154457282222, 'n': 46, 'trace_an': 8}
-
id: 160300046
{'hecke_orbit_code': 18015154457282222, 'n': 47, 'trace_an': 0}
-
id: 160300047
{'hecke_orbit_code': 18015154457282222, 'n': 48, 'trace_an': 0}
-
id: 160300048
{'hecke_orbit_code': 18015154457282222, 'n': 49, 'trace_an': 36}
-
id: 160300049
{'hecke_orbit_code': 18015154457282222, 'n': 50, 'trace_an': -2}
-
id: 160300050
{'hecke_orbit_code': 18015154457282222, 'n': 51, 'trace_an': 0}
-
id: 160300051
{'hecke_orbit_code': 18015154457282222, 'n': 52, 'trace_an': 1}
-
id: 160300052
{'hecke_orbit_code': 18015154457282222, 'n': 53, 'trace_an': 8}
-
id: 160300053
{'hecke_orbit_code': 18015154457282222, 'n': 54, 'trace_an': 0}
-
id: 160300054
{'hecke_orbit_code': 18015154457282222, 'n': 55, 'trace_an': 2}
-
id: 160300055
{'hecke_orbit_code': 18015154457282222, 'n': 56, 'trace_an': 10}
-
id: 160300056
{'hecke_orbit_code': 18015154457282222, 'n': 57, 'trace_an': 0}
-
id: 160300057
{'hecke_orbit_code': 18015154457282222, 'n': 58, 'trace_an': 12}
-
id: 160300058
{'hecke_orbit_code': 18015154457282222, 'n': 59, 'trace_an': -12}
-
id: 160300059
{'hecke_orbit_code': 18015154457282222, 'n': 60, 'trace_an': 0}
-
id: 160300060
{'hecke_orbit_code': 18015154457282222, 'n': 61, 'trace_an': 3}
-
id: 160300061
{'hecke_orbit_code': 18015154457282222, 'n': 62, 'trace_an': 7}
-
id: 160300062
{'hecke_orbit_code': 18015154457282222, 'n': 63, 'trace_an': 0}
-
id: 160300063
{'hecke_orbit_code': 18015154457282222, 'n': 64, 'trace_an': 2}
-
id: 160300064
{'hecke_orbit_code': 18015154457282222, 'n': 65, 'trace_an': -2}
-
id: 160300065
{'hecke_orbit_code': 18015154457282222, 'n': 66, 'trace_an': 0}
-
id: 160300066
{'hecke_orbit_code': 18015154457282222, 'n': 67, 'trace_an': 9}
-
id: 160300067
{'hecke_orbit_code': 18015154457282222, 'n': 68, 'trace_an': -12}
-
id: 160300068
{'hecke_orbit_code': 18015154457282222, 'n': 69, 'trace_an': 0}
-
id: 160300069
{'hecke_orbit_code': 18015154457282222, 'n': 70, 'trace_an': -5}
-
id: 160300070
{'hecke_orbit_code': 18015154457282222, 'n': 71, 'trace_an': -6}
-
id: 160300071
{'hecke_orbit_code': 18015154457282222, 'n': 72, 'trace_an': 0}
-
id: 160300072
{'hecke_orbit_code': 18015154457282222, 'n': 73, 'trace_an': 7}
-
id: 160300073
{'hecke_orbit_code': 18015154457282222, 'n': 74, 'trace_an': 1}
-
id: 160300074
{'hecke_orbit_code': 18015154457282222, 'n': 75, 'trace_an': 0}
-
id: 160300075
{'hecke_orbit_code': 18015154457282222, 'n': 76, 'trace_an': -1}
-
id: 160300076
{'hecke_orbit_code': 18015154457282222, 'n': 77, 'trace_an': 20}
-
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