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{'Nk2': 2200, 'analytic_conductor': 11.33078839560521, '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': True, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [22, 1, [13], [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': 4, 'hecke_orbit_code': 13510799049883670, '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': True, 'label': '22.10.a.d', 'level': 22, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, '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-2^{4}q^{2}+(-6-9\\beta )q^{3}+2^{8}q^{4}+(-212+\\cdots)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': '22.10.a', 'trace_display': [-32, -21, -521, -7490], 'trace_hash': 1527165499192293040, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.041', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.925', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.229', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.434', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.652', 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mf_hecke_cc • Show schema
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-
mf_newspaces • Show schema
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{'AL_dims': [[[[2, 1], [11, 1]], 2, 1], [[[2, -1], [11, -1]], 1, 1], [[[2, 1], [11, -1]], 2, 1], [[[2, -1], [11, 1]], 2, 2]], 'ALdims': [2, 2, 2, 1], 'Nk2': 2200, 'analytic_conductor': 11.33078839560521, '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': [22, 1, [13], [1]], 'conrey_index': 1, 'cusp_dim': 25, 'dim': 7, 'eis_dim': 4, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 167772182, 'hecke_orbit_dims': [1, 1, 1, 2, 2], 'label': '22.10.a', 'level': 22, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 11], 'level_radical': 22, 'mf_dim': 29, 'mf_new_dim': 7, 'num_forms': 5, 'plus_dim': 3, 'prim_orbit_index': 1, 'relative_dim': 7, 'sturm_bound': 30, 'trace_bound': 3, 'trace_display': [-16, 310, -1284, -228], 'traces': [7, -16, 310, 1792, -1284, 4544, -228, -4096, 19137, 43424, 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mf_twists_cc • Show schema
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id: 42982991
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 13510799049883670, 'source_is_minimal': True, 'source_label': '22.10.a.d.1.1', 'source_level': 22, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 13510799049883670, 'target_is_minimal': True, 'target_label': '22.10.a.d.1.1', 'target_level': 22, 'twist_class_label': '22.10.a.d.1.1', 'twist_class_level': 22, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 10}
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id: 42982992
{'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 13510799049883670, 'source_is_minimal': True, 'source_label': '22.10.a.d.1.1', 'source_level': 22, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 58546795323588806, 'target_is_minimal': False, 'target_label': '198.10.a.n.1.2', 'target_level': 198, 'twist_class_label': '22.10.a.d.1.1', 'twist_class_level': 22, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 10}
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id: 42982993
{'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 13510799049883670, 'source_is_minimal': True, 'source_label': '22.10.a.d.1.1', 'source_level': 22, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 18014398677254320, 'target_is_minimal': False, 'target_label': '176.10.a.e.1.2', 'target_level': 176, 'twist_class_label': '22.10.a.d.1.1', 'twist_class_level': 22, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 10}
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id: 42982994
{'conductor': 11, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 13510799049883670, 'source_is_minimal': True, 'source_label': '22.10.a.d.1.1', 'source_level': 22, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 18014398677254386, 'target_is_minimal': False, 'target_label': '242.10.a.e.1.1', 'target_level': 242, 'twist_class_label': '22.10.a.d.1.1', 'twist_class_level': 22, 'twisting_char_label': '11.10', 'twisting_conrey_index': 10, 'weight': 10}
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mf_hecke_charpolys • Show schema
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id: 86625
{'charpoly_factorization': [[[16, 1], 2]], 'hecke_orbit_code': 13510799049883670, 'p': 2}
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id: 86626
{'charpoly_factorization': [[[-17892, 21, 1], 1]], 'hecke_orbit_code': 13510799049883670, 'p': 3}
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id: 86627
{'charpoly_factorization': [[[-2023290, 521, 1], 1]], 'hecke_orbit_code': 13510799049883670, 'p': 5}
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id: 86628
{'charpoly_factorization': [[[-10178000, 7490, 1], 1]], 'hecke_orbit_code': 13510799049883670, 'p': 7}
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id: 86629
{'charpoly_factorization': [[[-14641, 1], 2]], 'hecke_orbit_code': 13510799049883670, 'p': 11}
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id: 86630
{'charpoly_factorization': [[[5595212424, -150314, 1], 1]], 'hecke_orbit_code': 13510799049883670, 'p': 13}
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id: 86631
{'charpoly_factorization': [[[110050366092, -690472, 1], 1]], 'hecke_orbit_code': 13510799049883670, 'p': 17}
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id: 86632
{'charpoly_factorization': [[[-235841735968, -511212, 1], 1]], 'hecke_orbit_code': 13510799049883670, 'p': 19}
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id: 86633
{'charpoly_factorization': [[[-251963912952, -874751, 1], 1]], 'hecke_orbit_code': 13510799049883670, 'p': 23}
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id: 86634
{'charpoly_factorization': [[[-11964147063840, 2951058, 1], 1]], 'hecke_orbit_code': 13510799049883670, 'p': 29}
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id: 86635
{'charpoly_factorization': [[[-21505055373504, 5818705, 1], 1]], 'hecke_orbit_code': 13510799049883670, 'p': 31}
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id: 86636
{'charpoly_factorization': [[[-34431390323214, -2658905, 1], 1]], 'hecke_orbit_code': 13510799049883670, 'p': 37}
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id: 86637
{'charpoly_factorization': [[[33438413932128, -13427994, 1], 1]], 'hecke_orbit_code': 13510799049883670, 'p': 41}
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id: 86638
{'charpoly_factorization': [[[-200309296545160, 17820762, 1], 1]], 'hecke_orbit_code': 13510799049883670, 'p': 43}
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id: 86639
{'charpoly_factorization': [[[-168165989315712, -56044104, 1], 1]], 'hecke_orbit_code': 13510799049883670, 'p': 47}
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id: 86640
{'charpoly_factorization': [[[866157473672220, -96842752, 1], 1]], 'hecke_orbit_code': 13510799049883670, 'p': 53}
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id: 86641
{'charpoly_factorization': [[[-11515242521876148, 119136183, 1], 1]], 'hecke_orbit_code': 13510799049883670, 'p': 59}
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id: 86642
{'charpoly_factorization': [[[-25950708392093560, 90424326, 1], 1]], 'hecke_orbit_code': 13510799049883670, 'p': 61}
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id: 86643
{'charpoly_factorization': [[[15508763423112068, 295944891, 1], 1]], 'hecke_orbit_code': 13510799049883670, 'p': 67}
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id: 86644
{'charpoly_factorization': [[[26040223153332360, 322953267, 1], 1]], 'hecke_orbit_code': 13510799049883670, 'p': 71}
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id: 86645
{'charpoly_factorization': [[[15813914018141208, 255975514, 1], 1]], 'hecke_orbit_code': 13510799049883670, 'p': 73}
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id: 86646
{'charpoly_factorization': [[[-87722122964863520, 889658, 1], 1]], 'hecke_orbit_code': 13510799049883670, 'p': 79}
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id: 86647
{'charpoly_factorization': [[[-340652864238905784, 277699042, 1], 1]], 'hecke_orbit_code': 13510799049883670, 'p': 83}
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id: 86648
{'charpoly_factorization': [[[417283534562271462, -1363672217, 1], 1]], 'hecke_orbit_code': 13510799049883670, 'p': 89}
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id: 86649
{'charpoly_factorization': [[[138024608825014802, -1398434043, 1], 1]], 'hecke_orbit_code': 13510799049883670, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 4, 'label': '22.10.a.d', 'level': 22, 'portrait': 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', 'weight': 10}
-
mf_hecke_traces • Show schema
Hide schema
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id: 137393000
{'hecke_orbit_code': 13510799049883670, 'n': 1, 'trace_an': 2}
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id: 137393001
{'hecke_orbit_code': 13510799049883670, 'n': 2, 'trace_an': -32}
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id: 137393002
{'hecke_orbit_code': 13510799049883670, 'n': 3, 'trace_an': -21}
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id: 137393003
{'hecke_orbit_code': 13510799049883670, 'n': 4, 'trace_an': 512}
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id: 137393004
{'hecke_orbit_code': 13510799049883670, 'n': 5, 'trace_an': -521}
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id: 137393005
{'hecke_orbit_code': 13510799049883670, 'n': 6, 'trace_an': 336}
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id: 137393006
{'hecke_orbit_code': 13510799049883670, 'n': 7, 'trace_an': -7490}
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id: 137393007
{'hecke_orbit_code': 13510799049883670, 'n': 8, 'trace_an': -8192}
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id: 137393008
{'hecke_orbit_code': 13510799049883670, 'n': 9, 'trace_an': -3141}
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id: 137393009
{'hecke_orbit_code': 13510799049883670, 'n': 10, 'trace_an': 8336}
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id: 137393010
{'hecke_orbit_code': 13510799049883670, 'n': 11, 'trace_an': 29282}
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id: 137393011
{'hecke_orbit_code': 13510799049883670, 'n': 12, 'trace_an': -5376}
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id: 137393012
{'hecke_orbit_code': 13510799049883670, 'n': 13, 'trace_an': 150314}
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id: 137393013
{'hecke_orbit_code': 13510799049883670, 'n': 14, 'trace_an': 119840}
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id: 137393014
{'hecke_orbit_code': 13510799049883670, 'n': 15, 'trace_an': 393519}
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id: 137393015
{'hecke_orbit_code': 13510799049883670, 'n': 16, 'trace_an': 131072}
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id: 137393016
{'hecke_orbit_code': 13510799049883670, 'n': 17, 'trace_an': 690472}
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id: 137393017
{'hecke_orbit_code': 13510799049883670, 'n': 18, 'trace_an': 50256}
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id: 137393018
{'hecke_orbit_code': 13510799049883670, 'n': 19, 'trace_an': 511212}
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id: 137393019
{'hecke_orbit_code': 13510799049883670, 'n': 20, 'trace_an': -133376}
-
id: 137393020
{'hecke_orbit_code': 13510799049883670, 'n': 21, 'trace_an': 1398810}
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id: 137393021
{'hecke_orbit_code': 13510799049883670, 'n': 22, 'trace_an': -468512}
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id: 137393022
{'hecke_orbit_code': 13510799049883670, 'n': 23, 'trace_an': 874751}
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id: 137393023
{'hecke_orbit_code': 13510799049883670, 'n': 24, 'trace_an': 86016}
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id: 137393024
{'hecke_orbit_code': 13510799049883670, 'n': 25, 'trace_an': 411771}
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id: 137393025
{'hecke_orbit_code': 13510799049883670, 'n': 26, 'trace_an': -2405024}
-
id: 137393026
{'hecke_orbit_code': 13510799049883670, 'n': 27, 'trace_an': -309771}
-
id: 137393027
{'hecke_orbit_code': 13510799049883670, 'n': 28, 'trace_an': -1917440}
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id: 137393028
{'hecke_orbit_code': 13510799049883670, 'n': 29, 'trace_an': -2951058}
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id: 137393029
{'hecke_orbit_code': 13510799049883670, 'n': 30, 'trace_an': -6296304}
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id: 137393030
{'hecke_orbit_code': 13510799049883670, 'n': 31, 'trace_an': -5818705}
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id: 137393031
{'hecke_orbit_code': 13510799049883670, 'n': 32, 'trace_an': -2097152}
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id: 137393032
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