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{'Nk2': 29792, 'analytic_conductor': 109.86155643068902, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [7, -1], [19, 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': [1862, 1, [1179, 1275], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 2, 'field_disc': 73, 'field_disc_factorization': [[73, 1]], 'field_poly': [-18, -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, [2, 9, 1]]], 'hecke_orbit': 5, 'hecke_orbit_code': 18014398576592710, 'hecke_ring_generator_nbound': 3, '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': '1862.4.a.e', 'level': 1862, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 7, 19], 'level_radical': 266, 'minimal_twist': '38.4.a.c', 'nf_label': '2.2.73.1', 'prim_orbit_index': 1, 'qexp_display': 'q+2q^{2}+(-4-\\beta )q^{3}+4q^{4}+(3+3\\beta )q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '3.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '1862.4.a', 'trace_display': [4, -9, 9, 0], 'trace_hash': 387340083856663606, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.020', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.957', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.072', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.690', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 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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], [7, 1], [19, 1]], 21, 2], [[[2, -1], [7, -1], [19, -1]], 20, 4], [[[2, 1], [7, -1], [19, -1]], 25, 5], [[[2, 1], [7, -1], [19, 1]], 22, 5], [[[2, 1], [7, 1], [19, -1]], 22, 2], [[[2, -1], [7, -1], [19, 1]], 26, 5], [[[2, -1], [7, 1], [19, -1]], 25, 2], [[[2, 1], [7, 1], [19, 1]], 24, 2]], 'ALdims': [24, 22, 22, 25, 21, 25, 26, 20], 'Nk2': 29792, 'analytic_conductor': 109.86155643068902, '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': [1862, 1, [1179, 1275], [1, 1]], 'conrey_index': 1, 'cusp_dim': 824, 'dim': 185, 'eis_dim': 32, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 67110726, 'hecke_orbit_dims': [1, 2, 2, 2, 2, 2, 2, 4, 4, 5, 5, 6, 6, 7, 7, 7, 7, 8, 8, 10, 10, 11, 11, 14, 14, 14, 14], 'label': '1862.4.a', 'level': 1862, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': 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mf_twists_nf • Show schema
Hide schema
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id: 829066
{'conductor': 7, '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': '1862.4.a.e', 'source_level': 1862, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': True, 'target_label': '38.4.a.c', 'target_level': 38, 'twist_class_label': '38.4.a.c', 'twist_class_level': 38, 'twisting_char_label': '7.b', 'twisting_char_orbit': 2, 'weight': 4}
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id: 829067
{'conductor': 28, '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': '1862.4.a.e', 'source_level': 1862, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '304.4.a.c', 'target_level': 304, 'twist_class_label': '38.4.a.c', 'twist_class_level': 38, 'twisting_char_label': '28.d', 'twisting_char_orbit': 4, 'weight': 4}
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id: 829068
{'conductor': 21, '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': '1862.4.a.e', 'source_level': 1862, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 8, 'target_is_minimal': False, 'target_label': '342.4.a.h', 'target_level': 342, 'twist_class_label': '38.4.a.c', 'twist_class_level': 38, 'twisting_char_label': '21.c', 'twisting_char_orbit': 3, 'weight': 4}
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id: 829069
{'conductor': 133, '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': '1862.4.a.e', 'source_level': 1862, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '722.4.a.f', 'target_level': 722, 'twist_class_label': '38.4.a.c', 'twist_class_level': 38, 'twisting_char_label': '133.c', 'twisting_char_orbit': 3, 'weight': 4}
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id: 829070
{'conductor': 35, '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': '1862.4.a.e', 'source_level': 1862, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '950.4.a.e', 'target_level': 950, 'twist_class_label': '38.4.a.c', 'twist_class_level': 38, 'twisting_char_label': '35.c', 'twisting_char_orbit': 3, 'weight': 4}
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id: 829071
{'conductor': 35, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '1862.4.a.e', 'source_level': 1862, 'target_char_orbit': 2, 'target_dim': 4, 'target_hecke_orbit': 9, 'target_is_minimal': False, 'target_label': '950.4.b.i', 'target_level': 950, 'twist_class_label': '38.4.a.c', 'twist_class_level': 38, 'twisting_char_label': '35.f', 'twisting_char_orbit': 6, 'weight': 4}
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id: 829072
{'conductor': 56, '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': '1862.4.a.e', 'source_level': 1862, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '1216.4.a.g', 'target_level': 1216, 'twist_class_label': '38.4.a.c', 'twist_class_level': 38, 'twisting_char_label': '56.h', 'twisting_char_orbit': 8, 'weight': 4}
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id: 829073
{'conductor': 56, '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': '1862.4.a.e', 'source_level': 1862, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 16, 'target_is_minimal': False, 'target_label': '1216.4.a.p', 'target_level': 1216, 'twist_class_label': '38.4.a.c', 'twist_class_level': 38, 'twisting_char_label': '56.e', 'twisting_char_orbit': 5, 'weight': 4}
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id: 829074
{'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': '1862.4.a.e', 'source_level': 1862, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '1862.4.a.e', 'target_level': 1862, 'twist_class_label': '38.4.a.c', 'twist_class_level': 38, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 4}
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mf_hecke_charpolys • Show schema
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id: 2261150
{'charpoly_factorization': [[[-2, 1], 2]], 'hecke_orbit_code': 18014398576592710, 'p': 2}
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id: 2261151
{'charpoly_factorization': [[[2, 9, 1], 1]], 'hecke_orbit_code': 18014398576592710, 'p': 3}
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id: 2261152
{'charpoly_factorization': [[[-144, -9, 1], 1]], 'hecke_orbit_code': 18014398576592710, 'p': 5}
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id: 2261153
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 18014398576592710, 'p': 7}
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id: 2261154
{'charpoly_factorization': [[[54, 17, 1], 1]], 'hecke_orbit_code': 18014398576592710, 'p': 11}
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id: 2261155
{'charpoly_factorization': [[[-3012, 17, 1], 1]], 'hecke_orbit_code': 18014398576592710, 'p': 13}
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id: 2261156
{'charpoly_factorization': [[[1527, -80, 1], 1]], 'hecke_orbit_code': 18014398576592710, 'p': 17}
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id: 2261157
{'charpoly_factorization': [[[19, 1], 2]], 'hecke_orbit_code': 18014398576592710, 'p': 19}
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id: 2261158
{'charpoly_factorization': [[[-1752, -73, 1], 1]], 'hecke_orbit_code': 18014398576592710, 'p': 23}
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id: 2261159
{'charpoly_factorization': [[[-8046, -3, 1], 1]], 'hecke_orbit_code': 18014398576592710, 'p': 29}
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id: 2261160
{'charpoly_factorization': [[[-24096, 212, 1], 1]], 'hecke_orbit_code': 18014398576592710, 'p': 31}
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id: 2261161
{'charpoly_factorization': [[[-5092, -192, 1], 1]], 'hecke_orbit_code': 18014398576592710, 'p': 37}
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id: 2261162
{'charpoly_factorization': [[[-1200, -50, 1], 1]], 'hecke_orbit_code': 18014398576592710, 'p': 41}
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id: 2261163
{'charpoly_factorization': [[[113688, -677, 1], 1]], 'hecke_orbit_code': 18014398576592710, 'p': 43}
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id: 2261164
{'charpoly_factorization': [[[-54168, -389, 1], 1]], 'hecke_orbit_code': 18014398576592710, 'p': 47}
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id: 2261165
{'charpoly_factorization': [[[366216, 1219, 1], 1]], 'hecke_orbit_code': 18014398576592710, 'p': 53}
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id: 2261166
{'charpoly_factorization': [[[9186, -287, 1], 1]], 'hecke_orbit_code': 18014398576592710, 'p': 59}
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id: 2261167
{'charpoly_factorization': [[[-200366, 313, 1], 1]], 'hecke_orbit_code': 18014398576592710, 'p': 61}
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id: 2261168
{'charpoly_factorization': [[[265728, -1223, 1], 1]], 'hecke_orbit_code': 18014398576592710, 'p': 67}
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id: 2261169
{'charpoly_factorization': [[[-235572, -200, 1], 1]], 'hecke_orbit_code': 18014398576592710, 'p': 71}
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id: 2261170
{'charpoly_factorization': [[[-582151, 378, 1], 1]], 'hecke_orbit_code': 18014398576592710, 'p': 73}
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id: 2261171
{'charpoly_factorization': [[[394232, -1350, 1], 1]], 'hecke_orbit_code': 18014398576592710, 'p': 79}
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id: 2261172
{'charpoly_factorization': [[[-574632, -670, 1], 1]], 'hecke_orbit_code': 18014398576592710, 'p': 83}
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id: 2261173
{'charpoly_factorization': [[[-631104, -236, 1], 1]], 'hecke_orbit_code': 18014398576592710, 'p': 89}
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id: 2261174
{'charpoly_factorization': [[[228736, 1294, 1], 1]], 'hecke_orbit_code': 18014398576592710, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 5, 'label': '1862.4.a.e', 'level': 1862, 'portrait': 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', 'weight': 4}
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mf_hecke_traces • Show schema
Hide schema
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id: 155024000
{'hecke_orbit_code': 18014398576592710, 'n': 1, 'trace_an': 2}
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id: 155024001
{'hecke_orbit_code': 18014398576592710, 'n': 2, 'trace_an': 4}
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id: 155024002
{'hecke_orbit_code': 18014398576592710, 'n': 3, 'trace_an': -9}
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id: 155024003
{'hecke_orbit_code': 18014398576592710, 'n': 4, 'trace_an': 8}
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id: 155024004
{'hecke_orbit_code': 18014398576592710, 'n': 5, 'trace_an': 9}
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id: 155024005
{'hecke_orbit_code': 18014398576592710, 'n': 6, 'trace_an': -18}
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id: 155024006
{'hecke_orbit_code': 18014398576592710, 'n': 7, 'trace_an': 0}
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id: 155024007
{'hecke_orbit_code': 18014398576592710, 'n': 8, 'trace_an': 16}
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id: 155024008
{'hecke_orbit_code': 18014398576592710, 'n': 9, 'trace_an': 23}
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id: 155024009
{'hecke_orbit_code': 18014398576592710, 'n': 10, 'trace_an': 18}
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id: 155024010
{'hecke_orbit_code': 18014398576592710, 'n': 11, 'trace_an': -17}
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id: 155024011
{'hecke_orbit_code': 18014398576592710, 'n': 12, 'trace_an': -36}
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id: 155024012
{'hecke_orbit_code': 18014398576592710, 'n': 13, 'trace_an': -17}
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id: 155024013
{'hecke_orbit_code': 18014398576592710, 'n': 14, 'trace_an': 0}
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id: 155024014
{'hecke_orbit_code': 18014398576592710, 'n': 15, 'trace_an': -150}
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id: 155024015
{'hecke_orbit_code': 18014398576592710, 'n': 16, 'trace_an': 32}
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id: 155024016
{'hecke_orbit_code': 18014398576592710, 'n': 17, 'trace_an': 80}
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id: 155024017
{'hecke_orbit_code': 18014398576592710, 'n': 18, 'trace_an': 46}
-
id: 155024018
{'hecke_orbit_code': 18014398576592710, 'n': 19, 'trace_an': -38}
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