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{'Nk2': 17600, 'analytic_conductor': 90.64630716484167, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [11, 1]], 'atkin_lehner_string': '-+', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': False, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [176, 1, [111, 133, 145], [1, 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': [[3, [-17892, -21, 1]]], 'hecke_orbit': 5, 'hecke_orbit_code': 18014398677254320, '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_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '176.10.a.e', 'level': 176, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 11], 'level_radical': 22, 'minimal_twist': '22.10.a.d', 'nf_label': '2.2.889.1', 'prim_orbit_index': 1, 'qexp_display': 'q+(6+9\\beta )q^{3}+(-212-97\\beta )q^{5}+(3580+\\cdots)q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '9.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '176.10.a', 'trace_display': [0, 21, -521, 7490], 'trace_hash': 994835833042584486, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.009', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.923', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.430', 'prec': 17}, {'__RealLiteral__': 0, 'data': 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mf_hecke_nf • Show schema
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[7254105614147696, 784900212952], [132924504023354, 231963105646757], [2034853876879738, 59755927118180], [1817614081985868, -11142348925830], [4256654238979104, 150255950125509], [-2011441743562806, 375842449620026], [-3938540247841600, -170958808466648], [1162564370016528, 107371398857502], [-148943037066166, 36800582552256], [102522232082856, 161761202596449], [-927869592076746, -341805396858999], [352276875670978, -395298925074556], [-210875968643962, 329649706802789], [60837501881880, 272873131874280]], 'char_orbit_index': 1, 'field_poly': [-222, -1, 1], 'hecke_orbit_code': 18014398677254320, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 2, 'label': '176.10.a.e', 'level': 176, 'maxp': 2999, 'weight': 10}
-
mf_newspaces • Show schema
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{'AL_dims': [[[[2, 1], [11, 1]], 10, 2], [[[2, -1], [11, -1]], 11, 5], [[[2, 1], [11, -1]], 13, 2], [[[2, -1], [11, 1]], 11, 4]], 'ALdims': [10, 13, 11, 11], 'Nk2': 17600, 'analytic_conductor': 90.64630716484167, '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': [176, 1, [111, 133, 145], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 210, 'dim': 45, 'eis_dim': 12, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 167772336, 'hecke_orbit_dims': [1, 1, 1, 2, 2, 3, 3, 4, 5, 5, 5, 6, 7], 'label': '176.10.a', 'level': 176, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 11], 'level_radical': 22, 'mf_dim': 222, 'mf_new_dim': 45, 'num_forms': 13, 'plus_dim': 21, 'prim_orbit_index': 1, 'relative_dim': 45, 'sturm_bound': 240, 'trace_bound': 3, 'trace_display': [0, 162, 718, 2052], 'traces': 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mf_twists_nf • Show schema
Hide schema
-
id: 148357
{'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '176.10.a.e', 'source_level': 176, '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': '4.b', 'twisting_char_orbit': 2, 'weight': 10}
-
id: 148358
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '176.10.a.e', 'source_level': 176, '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': '1.a', 'twisting_char_orbit': 1, 'weight': 10}
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id: 148359
{'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '176.10.a.e', 'source_level': 176, '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': '12.b', 'twisting_char_orbit': 2, 'weight': 10}
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id: 148360
{'conductor': 44, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '176.10.a.e', 'source_level': 176, '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': '44.c', 'twisting_char_orbit': 3, 'weight': 10}
-
mf_hecke_charpolys • Show schema
Hide schema
-
id: 455500
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 18014398677254320, 'p': 2}
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id: 455501
{'charpoly_factorization': [[[-17892, -21, 1], 1]], 'hecke_orbit_code': 18014398677254320, 'p': 3}
-
id: 455502
{'charpoly_factorization': [[[-2023290, 521, 1], 1]], 'hecke_orbit_code': 18014398677254320, 'p': 5}
-
id: 455503
{'charpoly_factorization': [[[-10178000, -7490, 1], 1]], 'hecke_orbit_code': 18014398677254320, 'p': 7}
-
id: 455504
{'charpoly_factorization': [[[14641, 1], 2]], 'hecke_orbit_code': 18014398677254320, 'p': 11}
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id: 455505
{'charpoly_factorization': [[[5595212424, -150314, 1], 1]], 'hecke_orbit_code': 18014398677254320, 'p': 13}
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id: 455506
{'charpoly_factorization': [[[110050366092, -690472, 1], 1]], 'hecke_orbit_code': 18014398677254320, 'p': 17}
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id: 455507
{'charpoly_factorization': [[[-235841735968, 511212, 1], 1]], 'hecke_orbit_code': 18014398677254320, 'p': 19}
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id: 455508
{'charpoly_factorization': [[[-251963912952, 874751, 1], 1]], 'hecke_orbit_code': 18014398677254320, 'p': 23}
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id: 455509
{'charpoly_factorization': [[[-11964147063840, 2951058, 1], 1]], 'hecke_orbit_code': 18014398677254320, 'p': 29}
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id: 455510
{'charpoly_factorization': [[[-21505055373504, -5818705, 1], 1]], 'hecke_orbit_code': 18014398677254320, 'p': 31}
-
id: 455511
{'charpoly_factorization': [[[-34431390323214, -2658905, 1], 1]], 'hecke_orbit_code': 18014398677254320, 'p': 37}
-
id: 455512
{'charpoly_factorization': [[[33438413932128, -13427994, 1], 1]], 'hecke_orbit_code': 18014398677254320, 'p': 41}
-
id: 455513
{'charpoly_factorization': [[[-200309296545160, -17820762, 1], 1]], 'hecke_orbit_code': 18014398677254320, 'p': 43}
-
id: 455514
{'charpoly_factorization': [[[-168165989315712, 56044104, 1], 1]], 'hecke_orbit_code': 18014398677254320, 'p': 47}
-
id: 455515
{'charpoly_factorization': [[[866157473672220, -96842752, 1], 1]], 'hecke_orbit_code': 18014398677254320, 'p': 53}
-
id: 455516
{'charpoly_factorization': [[[-11515242521876148, -119136183, 1], 1]], 'hecke_orbit_code': 18014398677254320, 'p': 59}
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id: 455517
{'charpoly_factorization': [[[-25950708392093560, 90424326, 1], 1]], 'hecke_orbit_code': 18014398677254320, 'p': 61}
-
id: 455518
{'charpoly_factorization': [[[15508763423112068, -295944891, 1], 1]], 'hecke_orbit_code': 18014398677254320, 'p': 67}
-
id: 455519
{'charpoly_factorization': [[[26040223153332360, -322953267, 1], 1]], 'hecke_orbit_code': 18014398677254320, 'p': 71}
-
id: 455520
{'charpoly_factorization': [[[15813914018141208, 255975514, 1], 1]], 'hecke_orbit_code': 18014398677254320, 'p': 73}
-
id: 455521
{'charpoly_factorization': [[[-87722122964863520, -889658, 1], 1]], 'hecke_orbit_code': 18014398677254320, 'p': 79}
-
id: 455522
{'charpoly_factorization': [[[-340652864238905784, -277699042, 1], 1]], 'hecke_orbit_code': 18014398677254320, 'p': 83}
-
id: 455523
{'charpoly_factorization': [[[417283534562271462, -1363672217, 1], 1]], 'hecke_orbit_code': 18014398677254320, 'p': 89}
-
id: 455524
{'charpoly_factorization': [[[138024608825014802, -1398434043, 1], 1]], 'hecke_orbit_code': 18014398677254320, 'p': 97}
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 5, 'label': '176.10.a.e', 'level': 176, 'portrait': 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', 'weight': 10}
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mf_hecke_traces • Show schema
Hide schema
-
id: 156143000
{'hecke_orbit_code': 18014398677254320, 'n': 1, 'trace_an': 2}
-
id: 156143001
{'hecke_orbit_code': 18014398677254320, 'n': 2, 'trace_an': 0}
-
id: 156143002
{'hecke_orbit_code': 18014398677254320, 'n': 3, 'trace_an': 21}
-
id: 156143003
{'hecke_orbit_code': 18014398677254320, 'n': 4, 'trace_an': 0}
-
id: 156143004
{'hecke_orbit_code': 18014398677254320, 'n': 5, 'trace_an': -521}
-
id: 156143005
{'hecke_orbit_code': 18014398677254320, 'n': 6, 'trace_an': 0}
-
id: 156143006
{'hecke_orbit_code': 18014398677254320, 'n': 7, 'trace_an': 7490}
-
id: 156143007
{'hecke_orbit_code': 18014398677254320, 'n': 8, 'trace_an': 0}
-
id: 156143008
{'hecke_orbit_code': 18014398677254320, 'n': 9, 'trace_an': -3141}
-
id: 156143009
{'hecke_orbit_code': 18014398677254320, 'n': 10, 'trace_an': 0}
-
id: 156143010
{'hecke_orbit_code': 18014398677254320, 'n': 11, 'trace_an': -29282}
-
id: 156143011
{'hecke_orbit_code': 18014398677254320, 'n': 12, 'trace_an': 0}
-
id: 156143012
{'hecke_orbit_code': 18014398677254320, 'n': 13, 'trace_an': 150314}
-
id: 156143013
{'hecke_orbit_code': 18014398677254320, 'n': 14, 'trace_an': 0}
-
id: 156143014
{'hecke_orbit_code': 18014398677254320, 'n': 15, 'trace_an': -393519}
-
id: 156143015
{'hecke_orbit_code': 18014398677254320, 'n': 16, 'trace_an': 0}
-
id: 156143016
{'hecke_orbit_code': 18014398677254320, 'n': 17, 'trace_an': 690472}
-
id: 156143017
{'hecke_orbit_code': 18014398677254320, 'n': 18, 'trace_an': 0}
-
id: 156143018
{'hecke_orbit_code': 18014398677254320, 'n': 19, 'trace_an': -511212}
-
id: 156143019
{'hecke_orbit_code': 18014398677254320, 'n': 20, 'trace_an': 0}
-
id: 156143020
{'hecke_orbit_code': 18014398677254320, 'n': 21, 'trace_an': 1398810}
-
id: 156143021
{'hecke_orbit_code': 18014398677254320, 'n': 22, 'trace_an': 0}
-
id: 156143022
{'hecke_orbit_code': 18014398677254320, 'n': 23, 'trace_an': -874751}
-
id: 156143023
{'hecke_orbit_code': 18014398677254320, 'n': 24, 'trace_an': 0}
-
id: 156143024
{'hecke_orbit_code': 18014398677254320, 'n': 25, 'trace_an': 411771}
-
id: 156143025
{'hecke_orbit_code': 18014398677254320, 'n': 26, 'trace_an': 0}
-
id: 156143026
{'hecke_orbit_code': 18014398677254320, 'n': 27, 'trace_an': 309771}
-
id: 156143027
{'hecke_orbit_code': 18014398677254320, 'n': 28, 'trace_an': 0}
-
id: 156143028
{'hecke_orbit_code': 18014398677254320, 'n': 29, 'trace_an': -2951058}
-
id: 156143029
{'hecke_orbit_code': 18014398677254320, 'n': 30, 'trace_an': 0}
-
id: 156143030
{'hecke_orbit_code': 18014398677254320, 'n': 31, 'trace_an': 5818705}
-
id: 156143031
{'hecke_orbit_code': 18014398677254320, 'n': 32, 'trace_an': 0}
-
id: 156143032
{'hecke_orbit_code': 18014398677254320, 'n': 33, 'trace_an': -307461}
-
id: 156143033
{'hecke_orbit_code': 18014398677254320, 'n': 34, 'trace_an': 0}
-
id: 156143034
{'hecke_orbit_code': 18014398677254320, 'n': 35, 'trace_an': -16179590}
-
id: 156143035
{'hecke_orbit_code': 18014398677254320, 'n': 36, 'trace_an': 0}
-
id: 156143036
{'hecke_orbit_code': 18014398677254320, 'n': 37, 'trace_an': 2658905}
-
id: 156143037
{'hecke_orbit_code': 18014398677254320, 'n': 38, 'trace_an': 0}
-
id: 156143038
{'hecke_orbit_code': 18014398677254320, 'n': 39, 'trace_an': -381948}
-
id: 156143039
{'hecke_orbit_code': 18014398677254320, 'n': 40, 'trace_an': 0}
-
id: 156143040
{'hecke_orbit_code': 18014398677254320, 'n': 41, 'trace_an': 13427994}
-
id: 156143041
{'hecke_orbit_code': 18014398677254320, 'n': 42, 'trace_an': 0}
-
id: 156143042
{'hecke_orbit_code': 18014398677254320, 'n': 43, 'trace_an': 17820762}
-
id: 156143043
{'hecke_orbit_code': 18014398677254320, 'n': 44, 'trace_an': 0}
-
id: 156143044
{'hecke_orbit_code': 18014398677254320, 'n': 45, 'trace_an': -7330788}
-
id: 156143045
{'hecke_orbit_code': 18014398677254320, 'n': 46, 'trace_an': 0}
-
id: 156143046
{'hecke_orbit_code': 18014398677254320, 'n': 47, 'trace_an': -56044104}
-
id: 156143047
{'hecke_orbit_code': 18014398677254320, 'n': 48, 'trace_an': 0}
-
id: 156143048
{'hecke_orbit_code': 18014398677254320, 'n': 49, 'trace_an': -4251114}
-
id: 156143049
{'hecke_orbit_code': 18014398677254320, 'n': 50, 'trace_an': 0}
-
id: 156143050
{'hecke_orbit_code': 18014398677254320, 'n': 51, 'trace_an': -18401250}
-
id: 156143051
{'hecke_orbit_code': 18014398677254320, 'n': 52, 'trace_an': 0}
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