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{'Nk2': 19800, 'analytic_conductor': 101.97709556044688, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [3, -1], [11, 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': [198, 1, [155, 145], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 2, 'field_disc': 889, 'field_disc_factorization': [[7, 1], [127, 1]], 'field_poly': [-222, -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, [-2023290, -521, 1]]], 'hecke_orbit': 14, 'hecke_orbit_code': 58546795323588806, 'hecke_ring_generator_nbound': 7, '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': False, 'label': '198.10.a.n', 'level': 198, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 11], 'level_radical': 66, 'minimal_twist': '22.10.a.d', 'nf_label': '2.2.889.1', 'prim_orbit_index': 1, 'qexp_display': 'q+2^{4}q^{2}+2^{8}q^{4}+(309-97\\beta )q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '9.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '198.10.a', 'trace_display': [32, 0, 521, -7490], 'trace_hash': 2038625600103840911, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.924', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.434', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 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mf_hecke_nf • Show schema
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-
mf_newspaces • Show schema
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{'AL_dims': [[[[2, 1], [3, -1], [11, 1]], 6, 3], [[[2, -1], [3, -1], [11, -1]], 6, 3], [[[2, 1], [3, -1], [11, -1]], 6, 4], [[[2, -1], [3, -1], [11, 1]], 5, 3], [[[2, -1], [3, 1], [11, 1]], 4, 1], [[[2, -1], [3, 1], [11, -1]], 3, 2], [[[2, 1], [3, 1], [11, -1]], 4, 1], [[[2, 1], [3, 1], [11, 1]], 3, 2]], 'ALdims': [3, 4, 6, 6, 4, 3, 5, 6], 'Nk2': 19800, 'analytic_conductor': 101.97709556044688, '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': [198, 1, [155, 145], [1, 1]], 'conrey_index': 1, 'cusp_dim': 316, 'dim': 37, 'eis_dim': 16, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 167772358, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 4, 4], 'label': '198.10.a', 'level': 198, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 11], 'level_radical': 66, 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id: 164940
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 14, 'source_is_minimal': False, 'source_label': '198.10.a.n', 'source_level': 198, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 4, 'target_is_minimal': True, 'target_label': '22.10.a.d', 'target_level': 22, 'twist_class_label': '22.10.a.d', 'twist_class_level': 22, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 10}
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id: 164941
{'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 14, 'source_is_minimal': False, 'source_label': '198.10.a.n', 'source_level': 198, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '176.10.a.e', 'target_level': 176, 'twist_class_label': '22.10.a.d', 'twist_class_level': 22, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 10}
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id: 164942
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 14, 'source_is_minimal': False, 'source_label': '198.10.a.n', 'source_level': 198, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 14, 'target_is_minimal': False, 'target_label': '198.10.a.n', 'target_level': 198, 'twist_class_label': '22.10.a.d', 'twist_class_level': 22, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 10}
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id: 164943
{'conductor': 33, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 14, 'source_is_minimal': False, 'source_label': '198.10.a.n', 'source_level': 198, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '242.10.a.e', 'target_level': 242, 'twist_class_label': '22.10.a.d', 'twist_class_level': 22, 'twisting_char_label': '33.d', 'twisting_char_orbit': 4, 'weight': 10}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 497125
{'charpoly_factorization': [[[-16, 1], 2]], 'hecke_orbit_code': 58546795323588806, 'p': 2}
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id: 497126
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 58546795323588806, 'p': 3}
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id: 497127
{'charpoly_factorization': [[[-2023290, -521, 1], 1]], 'hecke_orbit_code': 58546795323588806, 'p': 5}
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id: 497128
{'charpoly_factorization': [[[-10178000, 7490, 1], 1]], 'hecke_orbit_code': 58546795323588806, 'p': 7}
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id: 497129
{'charpoly_factorization': [[[14641, 1], 2]], 'hecke_orbit_code': 58546795323588806, 'p': 11}
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id: 497130
{'charpoly_factorization': [[[5595212424, -150314, 1], 1]], 'hecke_orbit_code': 58546795323588806, 'p': 13}
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id: 497131
{'charpoly_factorization': [[[110050366092, 690472, 1], 1]], 'hecke_orbit_code': 58546795323588806, 'p': 17}
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id: 497132
{'charpoly_factorization': [[[-235841735968, -511212, 1], 1]], 'hecke_orbit_code': 58546795323588806, 'p': 19}
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id: 497133
{'charpoly_factorization': [[[-251963912952, 874751, 1], 1]], 'hecke_orbit_code': 58546795323588806, 'p': 23}
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id: 497134
{'charpoly_factorization': [[[-11964147063840, -2951058, 1], 1]], 'hecke_orbit_code': 58546795323588806, 'p': 29}
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id: 497135
{'charpoly_factorization': [[[-21505055373504, 5818705, 1], 1]], 'hecke_orbit_code': 58546795323588806, 'p': 31}
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id: 497136
{'charpoly_factorization': [[[-34431390323214, -2658905, 1], 1]], 'hecke_orbit_code': 58546795323588806, 'p': 37}
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id: 497137
{'charpoly_factorization': [[[33438413932128, 13427994, 1], 1]], 'hecke_orbit_code': 58546795323588806, 'p': 41}
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id: 497138
{'charpoly_factorization': [[[-200309296545160, 17820762, 1], 1]], 'hecke_orbit_code': 58546795323588806, 'p': 43}
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id: 497139
{'charpoly_factorization': [[[-168165989315712, 56044104, 1], 1]], 'hecke_orbit_code': 58546795323588806, 'p': 47}
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id: 497140
{'charpoly_factorization': [[[866157473672220, 96842752, 1], 1]], 'hecke_orbit_code': 58546795323588806, 'p': 53}
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id: 497141
{'charpoly_factorization': [[[-11515242521876148, -119136183, 1], 1]], 'hecke_orbit_code': 58546795323588806, 'p': 59}
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id: 497142
{'charpoly_factorization': [[[-25950708392093560, 90424326, 1], 1]], 'hecke_orbit_code': 58546795323588806, 'p': 61}
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id: 497143
{'charpoly_factorization': [[[15508763423112068, 295944891, 1], 1]], 'hecke_orbit_code': 58546795323588806, 'p': 67}
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id: 497144
{'charpoly_factorization': [[[26040223153332360, -322953267, 1], 1]], 'hecke_orbit_code': 58546795323588806, 'p': 71}
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id: 497145
{'charpoly_factorization': [[[15813914018141208, 255975514, 1], 1]], 'hecke_orbit_code': 58546795323588806, 'p': 73}
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id: 497146
{'charpoly_factorization': [[[-87722122964863520, 889658, 1], 1]], 'hecke_orbit_code': 58546795323588806, 'p': 79}
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id: 497147
{'charpoly_factorization': [[[-340652864238905784, -277699042, 1], 1]], 'hecke_orbit_code': 58546795323588806, 'p': 83}
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id: 497148
{'charpoly_factorization': [[[417283534562271462, 1363672217, 1], 1]], 'hecke_orbit_code': 58546795323588806, 'p': 89}
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id: 497149
{'charpoly_factorization': [[[138024608825014802, -1398434043, 1], 1]], 'hecke_orbit_code': 58546795323588806, 'p': 97}
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 14, 'label': '198.10.a.n', 'level': 198, 'portrait': 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', 'weight': 10}
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mf_hecke_traces • Show schema
Hide schema
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id: 229425000
{'hecke_orbit_code': 58546795323588806, 'n': 1, 'trace_an': 2}
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id: 229425001
{'hecke_orbit_code': 58546795323588806, 'n': 2, 'trace_an': 32}
-
id: 229425002
{'hecke_orbit_code': 58546795323588806, 'n': 3, 'trace_an': 0}
-
id: 229425003
{'hecke_orbit_code': 58546795323588806, 'n': 4, 'trace_an': 512}
-
id: 229425004
{'hecke_orbit_code': 58546795323588806, 'n': 5, 'trace_an': 521}
-
id: 229425005
{'hecke_orbit_code': 58546795323588806, 'n': 6, 'trace_an': 0}
-
id: 229425006
{'hecke_orbit_code': 58546795323588806, 'n': 7, 'trace_an': -7490}
-
id: 229425007
{'hecke_orbit_code': 58546795323588806, 'n': 8, 'trace_an': 8192}
-
id: 229425008
{'hecke_orbit_code': 58546795323588806, 'n': 9, 'trace_an': 0}
-
id: 229425009
{'hecke_orbit_code': 58546795323588806, 'n': 10, 'trace_an': 8336}
-
id: 229425010
{'hecke_orbit_code': 58546795323588806, 'n': 11, 'trace_an': -29282}
-
id: 229425011
{'hecke_orbit_code': 58546795323588806, 'n': 12, 'trace_an': 0}
-
id: 229425012
{'hecke_orbit_code': 58546795323588806, 'n': 13, 'trace_an': 150314}
-
id: 229425013
{'hecke_orbit_code': 58546795323588806, 'n': 14, 'trace_an': -119840}
-
id: 229425014
{'hecke_orbit_code': 58546795323588806, 'n': 15, 'trace_an': 0}
-
id: 229425015
{'hecke_orbit_code': 58546795323588806, 'n': 16, 'trace_an': 131072}
-
id: 229425016
{'hecke_orbit_code': 58546795323588806, 'n': 17, 'trace_an': -690472}
-
id: 229425017
{'hecke_orbit_code': 58546795323588806, 'n': 18, 'trace_an': 0}
-
id: 229425018
{'hecke_orbit_code': 58546795323588806, 'n': 19, 'trace_an': 511212}
-
id: 229425019
{'hecke_orbit_code': 58546795323588806, 'n': 20, 'trace_an': 133376}
-
id: 229425020
{'hecke_orbit_code': 58546795323588806, 'n': 21, 'trace_an': 0}
-
id: 229425021
{'hecke_orbit_code': 58546795323588806, 'n': 22, 'trace_an': -468512}
-
id: 229425022
{'hecke_orbit_code': 58546795323588806, 'n': 23, 'trace_an': -874751}
-
id: 229425023
{'hecke_orbit_code': 58546795323588806, 'n': 24, 'trace_an': 0}
-
id: 229425024
{'hecke_orbit_code': 58546795323588806, 'n': 25, 'trace_an': 411771}
-
id: 229425025
{'hecke_orbit_code': 58546795323588806, 'n': 26, 'trace_an': 2405024}
-
id: 229425026
{'hecke_orbit_code': 58546795323588806, 'n': 27, 'trace_an': 0}
-
id: 229425027
{'hecke_orbit_code': 58546795323588806, 'n': 28, 'trace_an': -1917440}
-
id: 229425028
{'hecke_orbit_code': 58546795323588806, 'n': 29, 'trace_an': 2951058}
-
id: 229425029
{'hecke_orbit_code': 58546795323588806, 'n': 30, 'trace_an': 0}
-
id: 229425030
{'hecke_orbit_code': 58546795323588806, 'n': 31, 'trace_an': -5818705}
-
id: 229425031
{'hecke_orbit_code': 58546795323588806, 'n': 32, 'trace_an': 2097152}
-
id: 229425032
{'hecke_orbit_code': 58546795323588806, 'n': 33, 'trace_an': 0}
-
id: 229425033
{'hecke_orbit_code': 58546795323588806, 'n': 34, 'trace_an': -11047552}
-
id: 229425034
{'hecke_orbit_code': 58546795323588806, 'n': 35, 'trace_an': -16179590}
-
id: 229425035
{'hecke_orbit_code': 58546795323588806, 'n': 36, 'trace_an': 0}
-
id: 229425036
{'hecke_orbit_code': 58546795323588806, 'n': 37, 'trace_an': 2658905}
-
id: 229425037
{'hecke_orbit_code': 58546795323588806, 'n': 38, 'trace_an': 8179392}
-
id: 229425038
{'hecke_orbit_code': 58546795323588806, 'n': 39, 'trace_an': 0}
-
id: 229425039
{'hecke_orbit_code': 58546795323588806, 'n': 40, 'trace_an': 2134016}
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