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{'Nk2': 12600, 'analytic_conductor': 56.13433693454322, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [5, 1], [7, 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': [350, 1, [127, 101], [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, [-3, 1]], [13, [-391, 1]]], 'hecke_orbit': 11, 'hecke_orbit_code': 45035996374368606, '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': '350.6.a.k', 'level': 350, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 5, 7], 'level_radical': 70, 'minimal_twist': '70.6.a.c', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+4q^{2}+3q^{3}+2^{4}q^{4}+12q^{6}-7^{2}q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '350.6.a', 'trace_display': [4, 3, 0, -49], 'trace_hash': 2029794922888257453, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.014', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.980', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.067', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.970', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.274', 'prec': 17}, 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-
mf_hecke_nf • Show schema
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[104188869], [383950224], [662560866], [-307517452], [-25775124]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 45035996374368606, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '350.6.a.k', 'level': 350, 'maxp': 2999, 'weight': 6}
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mf_newspaces • Show schema
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{'AL_dims': [[[[2, 1], [5, 1], [7, -1]], 7, 4], [[[2, -1], [5, -1], [7, -1]], 8, 2], [[[2, 1], [5, -1], [7, -1]], 5, 4], [[[2, 1], [5, 1], [7, 1]], 6, 3], [[[2, 1], [5, -1], [7, 1]], 7, 2], [[[2, -1], [5, -1], [7, 1]], 6, 4], [[[2, -1], [5, 1], [7, -1]], 4, 3], [[[2, -1], [5, 1], [7, 1]], 5, 4]], 'ALdims': [6, 7, 7, 5, 5, 4, 6, 8], 'Nk2': 12600, 'analytic_conductor': 56.13433693454322, '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': [350, 1, [127, 101], [1, 1]], 'conrey_index': 1, 'cusp_dim': 288, 'dim': 48, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [3, 13], 'hecke_orbit_code': 100663646, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 5, 5], 'label': '350.6.a', 'level': 350, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 5, 7], 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mf_twists_nf • Show schema
Hide schema
-
id: 267239
{'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 11, 'source_is_minimal': False, 'source_label': '350.6.a.k', 'source_level': 350, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': True, 'target_label': '70.6.a.c', 'target_level': 70, 'twist_class_label': '70.6.a.c', 'twist_class_level': 70, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 6}
-
id: 267240
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 11, 'source_is_minimal': False, 'source_label': '350.6.a.k', 'source_level': 350, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 11, 'target_is_minimal': False, 'target_label': '350.6.a.k', 'target_level': 350, 'twist_class_label': '70.6.a.c', 'twist_class_level': 70, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 6}
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id: 267241
{'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 11, 'source_is_minimal': False, 'source_label': '350.6.a.k', 'source_level': 350, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '350.6.c.e', 'target_level': 350, 'twist_class_label': '70.6.a.c', 'twist_class_level': 70, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 6}
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id: 267242
{'conductor': 35, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 11, 'source_is_minimal': False, 'source_label': '350.6.a.k', 'source_level': 350, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '490.6.a.e', 'target_level': 490, 'twist_class_label': '70.6.a.c', 'twist_class_level': 70, 'twisting_char_label': '35.c', 'twisting_char_orbit': 3, 'weight': 6}
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id: 267243
{'conductor': 20, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 11, 'source_is_minimal': False, 'source_label': '350.6.a.k', 'source_level': 350, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '560.6.a.d', 'target_level': 560, 'twist_class_label': '70.6.a.c', 'twist_class_level': 70, 'twisting_char_label': '20.d', 'twisting_char_orbit': 4, 'weight': 6}
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id: 267244
{'conductor': 15, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 11, 'source_is_minimal': False, 'source_label': '350.6.a.k', 'source_level': 350, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 14, 'target_is_minimal': False, 'target_label': '630.6.a.n', 'target_level': 630, 'twist_class_label': '70.6.a.c', 'twist_class_level': 70, 'twisting_char_label': '15.d', 'twisting_char_orbit': 4, 'weight': 6}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 689225
{'charpoly_factorization': [[[-4, 1], 1]], 'hecke_orbit_code': 45035996374368606, 'p': 2}
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id: 689226
{'charpoly_factorization': [[[-3, 1], 1]], 'hecke_orbit_code': 45035996374368606, 'p': 3}
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id: 689227
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 45035996374368606, 'p': 5}
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id: 689228
{'charpoly_factorization': [[[49, 1], 1]], 'hecke_orbit_code': 45035996374368606, 'p': 7}
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id: 689229
{'charpoly_factorization': [[[-405, 1], 1]], 'hecke_orbit_code': 45035996374368606, 'p': 11}
-
id: 689230
{'charpoly_factorization': [[[-391, 1], 1]], 'hecke_orbit_code': 45035996374368606, 'p': 13}
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id: 689231
{'charpoly_factorization': [[[999, 1], 1]], 'hecke_orbit_code': 45035996374368606, 'p': 17}
-
id: 689232
{'charpoly_factorization': [[[-2342, 1], 1]], 'hecke_orbit_code': 45035996374368606, 'p': 19}
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id: 689233
{'charpoly_factorization': [[[2430, 1], 1]], 'hecke_orbit_code': 45035996374368606, 'p': 23}
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id: 689234
{'charpoly_factorization': [[[-8259, 1], 1]], 'hecke_orbit_code': 45035996374368606, 'p': 29}
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id: 689235
{'charpoly_factorization': [[[-4016, 1], 1]], 'hecke_orbit_code': 45035996374368606, 'p': 31}
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id: 689236
{'charpoly_factorization': [[[-7042, 1], 1]], 'hecke_orbit_code': 45035996374368606, 'p': 37}
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id: 689237
{'charpoly_factorization': [[[-3336, 1], 1]], 'hecke_orbit_code': 45035996374368606, 'p': 41}
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id: 689238
{'charpoly_factorization': [[[-23518, 1], 1]], 'hecke_orbit_code': 45035996374368606, 'p': 43}
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id: 689239
{'charpoly_factorization': [[[10317, 1], 1]], 'hecke_orbit_code': 45035996374368606, 'p': 47}
-
id: 689240
{'charpoly_factorization': [[[3084, 1], 1]], 'hecke_orbit_code': 45035996374368606, 'p': 53}
-
id: 689241
{'charpoly_factorization': [[[18816, 1], 1]], 'hecke_orbit_code': 45035996374368606, 'p': 59}
-
id: 689242
{'charpoly_factorization': [[[-21668, 1], 1]], 'hecke_orbit_code': 45035996374368606, 'p': 61}
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id: 689243
{'charpoly_factorization': [[[52124, 1], 1]], 'hecke_orbit_code': 45035996374368606, 'p': 67}
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id: 689244
{'charpoly_factorization': [[[28560, 1], 1]], 'hecke_orbit_code': 45035996374368606, 'p': 71}
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id: 689245
{'charpoly_factorization': [[[-70342, 1], 1]], 'hecke_orbit_code': 45035996374368606, 'p': 73}
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id: 689246
{'charpoly_factorization': [[[-58823, 1], 1]], 'hecke_orbit_code': 45035996374368606, 'p': 79}
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id: 689247
{'charpoly_factorization': [[[756, 1], 1]], 'hecke_orbit_code': 45035996374368606, 'p': 83}
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id: 689248
{'charpoly_factorization': [[[-135384, 1], 1]], 'hecke_orbit_code': 45035996374368606, 'p': 89}
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id: 689249
{'charpoly_factorization': [[[110435, 1], 1]], 'hecke_orbit_code': 45035996374368606, 'p': 97}
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 11, 'label': '350.6.a.k', 'level': 350, 'portrait': 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', 'weight': 6}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 214276000
{'hecke_orbit_code': 45035996374368606, 'n': 1, 'trace_an': 1}
-
id: 214276001
{'hecke_orbit_code': 45035996374368606, 'n': 2, 'trace_an': 4}
-
id: 214276002
{'hecke_orbit_code': 45035996374368606, 'n': 3, 'trace_an': 3}
-
id: 214276003
{'hecke_orbit_code': 45035996374368606, 'n': 4, 'trace_an': 16}
-
id: 214276004
{'hecke_orbit_code': 45035996374368606, 'n': 5, 'trace_an': 0}
-
id: 214276005
{'hecke_orbit_code': 45035996374368606, 'n': 6, 'trace_an': 12}
-
id: 214276006
{'hecke_orbit_code': 45035996374368606, 'n': 7, 'trace_an': -49}
-
id: 214276007
{'hecke_orbit_code': 45035996374368606, 'n': 8, 'trace_an': 64}
-
id: 214276008
{'hecke_orbit_code': 45035996374368606, 'n': 9, 'trace_an': -234}
-
id: 214276009
{'hecke_orbit_code': 45035996374368606, 'n': 10, 'trace_an': 0}
-
id: 214276010
{'hecke_orbit_code': 45035996374368606, 'n': 11, 'trace_an': 405}
-
id: 214276011
{'hecke_orbit_code': 45035996374368606, 'n': 12, 'trace_an': 48}
-
id: 214276012
{'hecke_orbit_code': 45035996374368606, 'n': 13, 'trace_an': 391}
-
id: 214276013
{'hecke_orbit_code': 45035996374368606, 'n': 14, 'trace_an': -196}
-
id: 214276014
{'hecke_orbit_code': 45035996374368606, 'n': 15, 'trace_an': 0}
-
id: 214276015
{'hecke_orbit_code': 45035996374368606, 'n': 16, 'trace_an': 256}
-
id: 214276016
{'hecke_orbit_code': 45035996374368606, 'n': 17, 'trace_an': -999}
-
id: 214276017
{'hecke_orbit_code': 45035996374368606, 'n': 18, 'trace_an': -936}
-
id: 214276018
{'hecke_orbit_code': 45035996374368606, 'n': 19, 'trace_an': 2342}
-
id: 214276019
{'hecke_orbit_code': 45035996374368606, 'n': 20, 'trace_an': 0}
-
id: 214276020
{'hecke_orbit_code': 45035996374368606, 'n': 21, 'trace_an': -147}
-
id: 214276021
{'hecke_orbit_code': 45035996374368606, 'n': 22, 'trace_an': 1620}
-
id: 214276022
{'hecke_orbit_code': 45035996374368606, 'n': 23, 'trace_an': -2430}
-
id: 214276023
{'hecke_orbit_code': 45035996374368606, 'n': 24, 'trace_an': 192}
-
id: 214276024
{'hecke_orbit_code': 45035996374368606, 'n': 25, 'trace_an': 0}
-
id: 214276025
{'hecke_orbit_code': 45035996374368606, 'n': 26, 'trace_an': 1564}
-
id: 214276026
{'hecke_orbit_code': 45035996374368606, 'n': 27, 'trace_an': -1431}
-
id: 214276027
{'hecke_orbit_code': 45035996374368606, 'n': 28, 'trace_an': -784}
-
id: 214276028
{'hecke_orbit_code': 45035996374368606, 'n': 29, 'trace_an': 8259}
-
id: 214276029
{'hecke_orbit_code': 45035996374368606, 'n': 30, 'trace_an': 0}
-
id: 214276030
{'hecke_orbit_code': 45035996374368606, 'n': 31, 'trace_an': 4016}
-
id: 214276031
{'hecke_orbit_code': 45035996374368606, 'n': 32, 'trace_an': 1024}
-
id: 214276032
{'hecke_orbit_code': 45035996374368606, 'n': 33, 'trace_an': 1215}
-
id: 214276033
{'hecke_orbit_code': 45035996374368606, 'n': 34, 'trace_an': -3996}
-
id: 214276034
{'hecke_orbit_code': 45035996374368606, 'n': 35, 'trace_an': 0}
-
id: 214276035
{'hecke_orbit_code': 45035996374368606, 'n': 36, 'trace_an': -3744}
-
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