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{'Nk2': 25344, 'analytic_conductor': 112.91020914833837, 'analytic_rank': 1, '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': [704, 1, [639, 133, 321], [1, 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, [-21, 1]]], 'hecke_orbit': 9, 'hecke_orbit_code': 36028797119627968, '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': False, 'label': '704.6.a.i', 'level': 704, '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': '22.6.a.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+21q^{3}-3^{4}q^{5}+98q^{7}+198q^{9}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '704.6.a', 'trace_display': [0, 21, -81, 98], 'trace_hash': 858826306695586502, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.013', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.045', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.010', 'prec': 17}, {'__RealLiteral__': 0, 'data': '5.152', 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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], [11, 1]], 24, 8], [[[2, -1], [11, -1]], 23, 8], [[[2, 1], [11, -1]], 27, 8], [[[2, -1], [11, 1]], 26, 8]], 'ALdims': [24, 27, 26, 23], 'Nk2': 25344, 'analytic_conductor': 112.91020914833837, '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': [704, 1, [639, 133, 321], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 468, 'dim': 100, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 100664000, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 4, 4, 4, 4, 6, 6, 6, 6, 6, 6, 7, 7], 'label': '704.6.a', 'level': 704, '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': 492, 'mf_new_dim': 100, 'num_forms': 32, 'plus_dim': 47, 'prim_orbit_index': 1, 'relative_dim': 100, 'sturm_bound': 576, 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0, 0, 0, -5741638128, 0, 0, 0, -3703022128, 0, 0, 0], 'weight': 6, 'weight_parity': 1}
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mf_twists_nf • Show schema
Hide schema
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id: 461225
{'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 9, 'source_is_minimal': False, 'source_label': '704.6.a.i', 'source_level': 704, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '22.6.a.a', 'target_level': 22, 'twist_class_label': '22.6.a.a', 'twist_class_level': 22, 'twisting_char_label': '8.b', 'twisting_char_orbit': 2, 'weight': 6}
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id: 461226
{'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 9, 'source_is_minimal': False, 'source_label': '704.6.a.i', 'source_level': 704, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '176.6.a.d', 'target_level': 176, 'twist_class_label': '22.6.a.a', 'twist_class_level': 22, 'twisting_char_label': '8.d', 'twisting_char_orbit': 4, 'weight': 6}
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id: 461227
{'conductor': 24, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 9, 'source_is_minimal': False, 'source_label': '704.6.a.i', 'source_level': 704, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '198.6.a.d', 'target_level': 198, 'twist_class_label': '22.6.a.a', 'twist_class_level': 22, 'twisting_char_label': '24.h', 'twisting_char_orbit': 8, 'weight': 6}
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id: 461228
{'conductor': 88, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 9, 'source_is_minimal': False, 'source_label': '704.6.a.i', 'source_level': 704, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '242.6.a.c', 'target_level': 242, 'twist_class_label': '22.6.a.a', 'twist_class_level': 22, 'twisting_char_label': '88.b', 'twisting_char_orbit': 2, 'weight': 6}
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id: 461229
{'conductor': 40, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 9, 'source_is_minimal': False, 'source_label': '704.6.a.i', 'source_level': 704, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '550.6.a.g', 'target_level': 550, 'twist_class_label': '22.6.a.a', 'twist_class_level': 22, 'twisting_char_label': '40.f', 'twisting_char_orbit': 6, 'weight': 6}
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id: 461230
{'conductor': 40, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 9, 'source_is_minimal': False, 'source_label': '704.6.a.i', 'source_level': 704, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '550.6.b.g', 'target_level': 550, 'twist_class_label': '22.6.a.a', 'twist_class_level': 22, 'twisting_char_label': '40.i', 'twisting_char_orbit': 9, 'weight': 6}
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id: 461231
{'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 9, 'source_is_minimal': False, 'source_label': '704.6.a.i', 'source_level': 704, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '704.6.a.b', 'target_level': 704, 'twist_class_label': '22.6.a.a', 'twist_class_level': 22, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 6}
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id: 461232
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 9, 'source_is_minimal': False, 'source_label': '704.6.a.i', 'source_level': 704, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 9, 'target_is_minimal': False, 'target_label': '704.6.a.i', 'target_level': 704, 'twist_class_label': '22.6.a.a', 'twist_class_level': 22, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 6}
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id: 461233
{'conductor': 56, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 9, 'source_is_minimal': False, 'source_label': '704.6.a.i', 'source_level': 704, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '1078.6.a.b', 'target_level': 1078, 'twist_class_label': '22.6.a.a', 'twist_class_level': 22, 'twisting_char_label': '56.h', 'twisting_char_orbit': 8, 'weight': 6}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 1226775
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 36028797119627968, 'p': 2}
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id: 1226776
{'charpoly_factorization': [[[-21, 1], 1]], 'hecke_orbit_code': 36028797119627968, 'p': 3}
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id: 1226777
{'charpoly_factorization': [[[81, 1], 1]], 'hecke_orbit_code': 36028797119627968, 'p': 5}
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id: 1226778
{'charpoly_factorization': [[[-98, 1], 1]], 'hecke_orbit_code': 36028797119627968, 'p': 7}
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id: 1226779
{'charpoly_factorization': [[[121, 1], 1]], 'hecke_orbit_code': 36028797119627968, 'p': 11}
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id: 1226780
{'charpoly_factorization': [[[824, 1], 1]], 'hecke_orbit_code': 36028797119627968, 'p': 13}
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id: 1226781
{'charpoly_factorization': [[[-978, 1], 1]], 'hecke_orbit_code': 36028797119627968, 'p': 17}
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id: 1226782
{'charpoly_factorization': [[[-2140, 1], 1]], 'hecke_orbit_code': 36028797119627968, 'p': 19}
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id: 1226783
{'charpoly_factorization': [[[-3699, 1], 1]], 'hecke_orbit_code': 36028797119627968, 'p': 23}
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id: 1226784
{'charpoly_factorization': [[[3480, 1], 1]], 'hecke_orbit_code': 36028797119627968, 'p': 29}
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id: 1226785
{'charpoly_factorization': [[[7813, 1], 1]], 'hecke_orbit_code': 36028797119627968, 'p': 31}
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id: 1226786
{'charpoly_factorization': [[[-13597, 1], 1]], 'hecke_orbit_code': 36028797119627968, 'p': 37}
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id: 1226787
{'charpoly_factorization': [[[-6492, 1], 1]], 'hecke_orbit_code': 36028797119627968, 'p': 41}
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id: 1226788
{'charpoly_factorization': [[[14234, 1], 1]], 'hecke_orbit_code': 36028797119627968, 'p': 43}
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id: 1226789
{'charpoly_factorization': [[[20352, 1], 1]], 'hecke_orbit_code': 36028797119627968, 'p': 47}
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id: 1226790
{'charpoly_factorization': [[[-366, 1], 1]], 'hecke_orbit_code': 36028797119627968, 'p': 53}
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id: 1226791
{'charpoly_factorization': [[[9825, 1], 1]], 'hecke_orbit_code': 36028797119627968, 'p': 59}
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id: 1226792
{'charpoly_factorization': [[[26132, 1], 1]], 'hecke_orbit_code': 36028797119627968, 'p': 61}
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id: 1226793
{'charpoly_factorization': [[[17093, 1], 1]], 'hecke_orbit_code': 36028797119627968, 'p': 67}
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id: 1226794
{'charpoly_factorization': [[[23583, 1], 1]], 'hecke_orbit_code': 36028797119627968, 'p': 71}
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id: 1226795
{'charpoly_factorization': [[[35176, 1], 1]], 'hecke_orbit_code': 36028797119627968, 'p': 73}
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id: 1226796
{'charpoly_factorization': [[[42490, 1], 1]], 'hecke_orbit_code': 36028797119627968, 'p': 79}
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id: 1226797
{'charpoly_factorization': [[[22674, 1], 1]], 'hecke_orbit_code': 36028797119627968, 'p': 83}
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id: 1226798
{'charpoly_factorization': [[[17145, 1], 1]], 'hecke_orbit_code': 36028797119627968, 'p': 89}
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id: 1226799
{'charpoly_factorization': [[[30727, 1], 1]], 'hecke_orbit_code': 36028797119627968, 'p': 97}
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 9, 'label': '704.6.a.i', 'level': 704, 'portrait': 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', 'weight': 6}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 200754000
{'hecke_orbit_code': 36028797119627968, 'n': 1, 'trace_an': 1}
-
id: 200754001
{'hecke_orbit_code': 36028797119627968, 'n': 2, 'trace_an': 0}
-
id: 200754002
{'hecke_orbit_code': 36028797119627968, 'n': 3, 'trace_an': 21}
-
id: 200754003
{'hecke_orbit_code': 36028797119627968, 'n': 4, 'trace_an': 0}
-
id: 200754004
{'hecke_orbit_code': 36028797119627968, 'n': 5, 'trace_an': -81}
-
id: 200754005
{'hecke_orbit_code': 36028797119627968, 'n': 6, 'trace_an': 0}
-
id: 200754006
{'hecke_orbit_code': 36028797119627968, 'n': 7, 'trace_an': 98}
-
id: 200754007
{'hecke_orbit_code': 36028797119627968, 'n': 8, 'trace_an': 0}
-
id: 200754008
{'hecke_orbit_code': 36028797119627968, 'n': 9, 'trace_an': 198}
-
id: 200754009
{'hecke_orbit_code': 36028797119627968, 'n': 10, 'trace_an': 0}
-
id: 200754010
{'hecke_orbit_code': 36028797119627968, 'n': 11, 'trace_an': -121}
-
id: 200754011
{'hecke_orbit_code': 36028797119627968, 'n': 12, 'trace_an': 0}
-
id: 200754012
{'hecke_orbit_code': 36028797119627968, 'n': 13, 'trace_an': -824}
-
id: 200754013
{'hecke_orbit_code': 36028797119627968, 'n': 14, 'trace_an': 0}
-
id: 200754014
{'hecke_orbit_code': 36028797119627968, 'n': 15, 'trace_an': -1701}
-
id: 200754015
{'hecke_orbit_code': 36028797119627968, 'n': 16, 'trace_an': 0}
-
id: 200754016
{'hecke_orbit_code': 36028797119627968, 'n': 17, 'trace_an': 978}
-
id: 200754017
{'hecke_orbit_code': 36028797119627968, 'n': 18, 'trace_an': 0}
-
id: 200754018
{'hecke_orbit_code': 36028797119627968, 'n': 19, 'trace_an': 2140}
-
id: 200754019
{'hecke_orbit_code': 36028797119627968, 'n': 20, 'trace_an': 0}
-
id: 200754020
{'hecke_orbit_code': 36028797119627968, 'n': 21, 'trace_an': 2058}
-
id: 200754021
{'hecke_orbit_code': 36028797119627968, 'n': 22, 'trace_an': 0}
-
id: 200754022
{'hecke_orbit_code': 36028797119627968, 'n': 23, 'trace_an': 3699}
-
id: 200754023
{'hecke_orbit_code': 36028797119627968, 'n': 24, 'trace_an': 0}
-
id: 200754024
{'hecke_orbit_code': 36028797119627968, 'n': 25, 'trace_an': 3436}
-
id: 200754025
{'hecke_orbit_code': 36028797119627968, 'n': 26, 'trace_an': 0}
-
id: 200754026
{'hecke_orbit_code': 36028797119627968, 'n': 27, 'trace_an': -945}
-
id: 200754027
{'hecke_orbit_code': 36028797119627968, 'n': 28, 'trace_an': 0}
-
id: 200754028
{'hecke_orbit_code': 36028797119627968, 'n': 29, 'trace_an': -3480}
-
id: 200754029
{'hecke_orbit_code': 36028797119627968, 'n': 30, 'trace_an': 0}
-
id: 200754030
{'hecke_orbit_code': 36028797119627968, 'n': 31, 'trace_an': -7813}
-
id: 200754031
{'hecke_orbit_code': 36028797119627968, 'n': 32, 'trace_an': 0}
-
id: 200754032
{'hecke_orbit_code': 36028797119627968, 'n': 33, 'trace_an': -2541}
-
id: 200754033
{'hecke_orbit_code': 36028797119627968, 'n': 34, 'trace_an': 0}
-
id: 200754034
{'hecke_orbit_code': 36028797119627968, 'n': 35, 'trace_an': -7938}
-
id: 200754035
{'hecke_orbit_code': 36028797119627968, 'n': 36, 'trace_an': 0}
-
id: 200754036
{'hecke_orbit_code': 36028797119627968, 'n': 37, 'trace_an': 13597}
-
id: 200754037
{'hecke_orbit_code': 36028797119627968, 'n': 38, 'trace_an': 0}
-
id: 200754038
{'hecke_orbit_code': 36028797119627968, 'n': 39, 'trace_an': -17304}
-
id: 200754039
{'hecke_orbit_code': 36028797119627968, 'n': 40, 'trace_an': 0}
-
id: 200754040
{'hecke_orbit_code': 36028797119627968, 'n': 41, 'trace_an': 6492}
-
id: 200754041
{'hecke_orbit_code': 36028797119627968, 'n': 42, 'trace_an': 0}
-
id: 200754042
{'hecke_orbit_code': 36028797119627968, 'n': 43, 'trace_an': -14234}
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