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{'Nk2': 12168, 'analytic_conductor': 71.27942039140379, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [3, -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': [18, 1, [11], [1]], 'cm_discs': [], 'conrey_index': 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': [[5, [341005350, 1]]], 'hecke_orbit': 3, 'hecke_orbit_code': 9007199690948626, '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_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '18.26.a.c', 'level': 18, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'minimal_twist': '2.26.a.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+2^{12}q^{2}+2^{24}q^{4}-341005350q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '25.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '18.26.a', 'trace_display': [4096, 0, -341005350, -40882637368], 'trace_hash': 1794839447022616790, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.997', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.001', 'prec': 17}, 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-
mf_hecke_nf • Show schema
Hide schema
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-
mf_newspaces • Show schema
Hide schema
{'ALdims': [2, 3, 2, 3], 'Nk2': 12168, 'analytic_conductor': 71.27942039140379, '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': [18, 1, [11], [1]], 'conrey_index': 1, 'cusp_dim': 71, 'dim': 10, 'eis_dim': 8, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 436207634, 'hecke_orbit_dims': [1, 1, 1, 1, 2, 2, 2], 'label': '18.26.a', 'level': 18, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'mf_dim': 79, 'mf_new_dim': 10, 'num_forms': 7, 'plus_dim': 5, 'prim_orbit_index': 1, 'relative_dim': 10, 'sturm_bound': 78, 'trace_bound': 5, 'trace_display': [0, 0, -581301684, -10429506640], 'traces': [10, 0, 0, 167772160, -581301684, 0, -10429506640, 0, 0, 2866670075904, -16662482272728, 0, 152073991594940, 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mf_twists_nf • Show schema
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id: 13777
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '18.26.a.c', 'source_level': 18, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '2.26.a.a', 'target_level': 2, 'twist_class_label': '2.26.a.a', 'twist_class_level': 2, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 26}
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id: 13778
{'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '18.26.a.c', 'source_level': 18, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '16.26.a.a', 'target_level': 16, 'twist_class_label': '2.26.a.a', 'twist_class_level': 2, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 26}
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id: 13779
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '18.26.a.c', 'source_level': 18, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '18.26.a.c', 'target_level': 18, 'twist_class_label': '2.26.a.a', 'twist_class_level': 2, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 26}
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id: 13780
{'conductor': 15, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '18.26.a.c', 'source_level': 18, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '50.26.a.b', 'target_level': 50, 'twist_class_label': '2.26.a.a', 'twist_class_level': 2, 'twisting_char_label': '15.d', 'twisting_char_orbit': 4, 'weight': 26}
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id: 13781
{'conductor': 15, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '18.26.a.c', 'source_level': 18, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '50.26.b.a', 'target_level': 50, 'twist_class_label': '2.26.a.a', 'twist_class_level': 2, 'twisting_char_label': '15.e', 'twisting_char_orbit': 5, 'weight': 26}
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mf_hecke_charpolys • Show schema
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id: 73150
{'charpoly_factorization': [[[-4096, 1], 1]], 'hecke_orbit_code': 9007199690948626, 'p': 2}
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id: 73151
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 9007199690948626, 'p': 3}
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id: 73152
{'charpoly_factorization': [[[341005350, 1], 1]], 'hecke_orbit_code': 9007199690948626, 'p': 5}
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id: 73153
{'charpoly_factorization': [[[40882637368, 1], 1]], 'hecke_orbit_code': 9007199690948626, 'p': 7}
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id: 73154
{'charpoly_factorization': [[[-14506222377108, 1], 1]], 'hecke_orbit_code': 9007199690948626, 'p': 11}
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id: 73155
{'charpoly_factorization': [[[-87843989537006, 1], 1]], 'hecke_orbit_code': 9007199690948626, 'p': 13}
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id: 73156
{'charpoly_factorization': [[[-2655425868886638, 1], 1]], 'hecke_orbit_code': 9007199690948626, 'p': 17}
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id: 73157
{'charpoly_factorization': [[[13999424704097740, 1], 1]], 'hecke_orbit_code': 9007199690948626, 'p': 19}
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id: 73158
{'charpoly_factorization': [[[85852780724035416, 1], 1]], 'hecke_orbit_code': 9007199690948626, 'p': 23}
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id: 73159
{'charpoly_factorization': [[[2080230429601526910, 1], 1]], 'hecke_orbit_code': 9007199690948626, 'p': 29}
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id: 73160
{'charpoly_factorization': [[[-2663532371302675232, 1], 1]], 'hecke_orbit_code': 9007199690948626, 'p': 31}
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id: 73161
{'charpoly_factorization': [[[51379607980315436218, 1], 1]], 'hecke_orbit_code': 9007199690948626, 'p': 37}
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id: 73162
{'charpoly_factorization': [[[233559807284225330922, 1], 1]], 'hecke_orbit_code': 9007199690948626, 'p': 41}
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id: 73163
{'charpoly_factorization': [[[40133597094729613684, 1], 1]], 'hecke_orbit_code': 9007199690948626, 'p': 43}
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id: 73164
{'charpoly_factorization': [[[279826395037007620272, 1], 1]], 'hecke_orbit_code': 9007199690948626, 'p': 47}
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id: 73165
{'charpoly_factorization': [[[425070456489000653526, 1], 1]], 'hecke_orbit_code': 9007199690948626, 'p': 53}
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id: 73166
{'charpoly_factorization': [[[-8338905271550069098980, 1], 1]], 'hecke_orbit_code': 9007199690948626, 'p': 59}
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id: 73167
{'charpoly_factorization': [[[-24297948469063188136862, 1], 1]], 'hecke_orbit_code': 9007199690948626, 'p': 61}
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id: 73168
{'charpoly_factorization': [[[124700073335102453318428, 1], 1]], 'hecke_orbit_code': 9007199690948626, 'p': 67}
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id: 73169
{'charpoly_factorization': [[[-93048982696907739984888, 1], 1]], 'hecke_orbit_code': 9007199690948626, 'p': 71}
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id: 73170
{'charpoly_factorization': [[[-40421798466182077528586, 1], 1]], 'hecke_orbit_code': 9007199690948626, 'p': 73}
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id: 73171
{'charpoly_factorization': [[[805270113539155989394480, 1], 1]], 'hecke_orbit_code': 9007199690948626, 'p': 79}
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id: 73172
{'charpoly_factorization': [[[8983348403447711887476, 1], 1]], 'hecke_orbit_code': 9007199690948626, 'p': 83}
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id: 73173
{'charpoly_factorization': [[[3556004636909897335022490, 1], 1]], 'hecke_orbit_code': 9007199690948626, 'p': 89}
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id: 73174
{'charpoly_factorization': [[[8660489591283862898255518, 1], 1]], 'hecke_orbit_code': 9007199690948626, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 3, 'label': '18.26.a.c', 'level': 18, 'portrait': 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', 'weight': 26}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 29433133
{'hecke_orbit_code': 9007199690948626, 'n': 1, 'trace_an': 1}
-
id: 29433134
{'hecke_orbit_code': 9007199690948626, 'n': 2, 'trace_an': 4096}
-
id: 29433135
{'hecke_orbit_code': 9007199690948626, 'n': 3, 'trace_an': 0}
-
id: 29433136
{'hecke_orbit_code': 9007199690948626, 'n': 4, 'trace_an': 16777216}
-
id: 29433137
{'hecke_orbit_code': 9007199690948626, 'n': 5, 'trace_an': -341005350}
-
id: 29433138
{'hecke_orbit_code': 9007199690948626, 'n': 6, 'trace_an': 0}
-
id: 29433139
{'hecke_orbit_code': 9007199690948626, 'n': 7, 'trace_an': -40882637368}
-
id: 29433140
{'hecke_orbit_code': 9007199690948626, 'n': 8, 'trace_an': 68719476736}
-
id: 29433141
{'hecke_orbit_code': 9007199690948626, 'n': 9, 'trace_an': 0}
-
id: 29433142
{'hecke_orbit_code': 9007199690948626, 'n': 10, 'trace_an': -1396757913600}
-
id: 29433143
{'hecke_orbit_code': 9007199690948626, 'n': 11, 'trace_an': 14506222377108}
-
id: 29433144
{'hecke_orbit_code': 9007199690948626, 'n': 12, 'trace_an': 0}
-
id: 29433145
{'hecke_orbit_code': 9007199690948626, 'n': 13, 'trace_an': 87843989537006}
-
id: 29433146
{'hecke_orbit_code': 9007199690948626, 'n': 14, 'trace_an': -167455282659328}
-
id: 29433147
{'hecke_orbit_code': 9007199690948626, 'n': 15, 'trace_an': 0}
-
id: 29433148
{'hecke_orbit_code': 9007199690948626, 'n': 16, 'trace_an': 281474976710656}
-
id: 29433149
{'hecke_orbit_code': 9007199690948626, 'n': 17, 'trace_an': 2655425868886638}
-
id: 29433150
{'hecke_orbit_code': 9007199690948626, 'n': 18, 'trace_an': 0}
-
id: 29433151
{'hecke_orbit_code': 9007199690948626, 'n': 19, 'trace_an': -13999424704097740}
-
id: 29433152
{'hecke_orbit_code': 9007199690948626, 'n': 20, 'trace_an': -5721120414105600}
-
id: 29433153
{'hecke_orbit_code': 9007199690948626, 'n': 21, 'trace_an': 0}
-
id: 29433154
{'hecke_orbit_code': 9007199690948626, 'n': 22, 'trace_an': 59417486856634368}
-
id: 29433155
{'hecke_orbit_code': 9007199690948626, 'n': 23, 'trace_an': -85852780724035416}
-
id: 29433156
{'hecke_orbit_code': 9007199690948626, 'n': 24, 'trace_an': 0}
-
id: 29433157
{'hecke_orbit_code': 9007199690948626, 'n': 25, 'trace_an': -181738575148330625}
-
id: 29433158
{'hecke_orbit_code': 9007199690948626, 'n': 26, 'trace_an': 359808981143576576}
-
id: 29433159
{'hecke_orbit_code': 9007199690948626, 'n': 27, 'trace_an': 0}
-
id: 29433160
{'hecke_orbit_code': 9007199690948626, 'n': 28, 'trace_an': -685896837772607488}
-
id: 29433161
{'hecke_orbit_code': 9007199690948626, 'n': 29, 'trace_an': -2080230429601526910}
-
id: 29433162
{'hecke_orbit_code': 9007199690948626, 'n': 30, 'trace_an': 0}
-
id: 29433163
{'hecke_orbit_code': 9007199690948626, 'n': 31, 'trace_an': 2663532371302675232}
-
id: 29433164
{'hecke_orbit_code': 9007199690948626, 'n': 32, 'trace_an': 1152921504606846976}
-
id: 29433165
{'hecke_orbit_code': 9007199690948626, 'n': 33, 'trace_an': 0}
-
id: 29433166
{'hecke_orbit_code': 9007199690948626, 'n': 34, 'trace_an': 10876624358959669248}
-
id: 29433167
{'hecke_orbit_code': 9007199690948626, 'n': 35, 'trace_an': 13941198064597918800}
-
id: 29433168
{'hecke_orbit_code': 9007199690948626, 'n': 36, 'trace_an': 0}
-
id: 29433169
{'hecke_orbit_code': 9007199690948626, 'n': 37, 'trace_an': -51379607980315436218}
-
id: 29433170
{'hecke_orbit_code': 9007199690948626, 'n': 38, 'trace_an': -57341643587984343040}
-
id: 29433171
{'hecke_orbit_code': 9007199690948626, 'n': 39, 'trace_an': 0}
-
id: 29433172
{'hecke_orbit_code': 9007199690948626, 'n': 40, 'trace_an': -23433709216176537600}
-
id: 29433173
{'hecke_orbit_code': 9007199690948626, 'n': 41, 'trace_an': -233559807284225330922}
-
id: 29433174
{'hecke_orbit_code': 9007199690948626, 'n': 42, 'trace_an': 0}
-
id: 29433175
{'hecke_orbit_code': 9007199690948626, 'n': 43, 'trace_an': -40133597094729613684}
-
id: 29433176
{'hecke_orbit_code': 9007199690948626, 'n': 44, 'trace_an': 243374026164774371328}
-
id: 29433177
{'hecke_orbit_code': 9007199690948626, 'n': 45, 'trace_an': 0}
-
id: 29433178
{'hecke_orbit_code': 9007199690948626, 'n': 46, 'trace_an': -351652989845649063936}
-
id: 29433179
{'hecke_orbit_code': 9007199690948626, 'n': 47, 'trace_an': -279826395037007620272}
-
id: 29433180
{'hecke_orbit_code': 9007199690948626, 'n': 48, 'trace_an': 0}
-
id: 29433181
{'hecke_orbit_code': 9007199690948626, 'n': 49, 'trace_an': 330321418499425066617}
-
id: 29433182
{'hecke_orbit_code': 9007199690948626, 'n': 50, 'trace_an': -744401203807562240000}
-
id: 29433183
{'hecke_orbit_code': 9007199690948626, 'n': 51, 'trace_an': 0}
-
id: 29433184
{'hecke_orbit_code': 9007199690948626, 'n': 52, 'trace_an': 1473777586764089655296}
-
id: 29433185
{'hecke_orbit_code': 9007199690948626, 'n': 53, 'trace_an': -425070456489000653526}
-
id: 29433186
{'hecke_orbit_code': 9007199690948626, 'n': 54, 'trace_an': 0}
-
id: 29433187
{'hecke_orbit_code': 9007199690948626, 'n': 55, 'trace_an': -4946699438883545527800}
-
id: 29433188
{'hecke_orbit_code': 9007199690948626, 'n': 56, 'trace_an': -2809433447516600270848}
-
id: 29433189
{'hecke_orbit_code': 9007199690948626, 'n': 57, 'trace_an': 0}
-
id: 29433190
{'hecke_orbit_code': 9007199690948626, 'n': 58, 'trace_an': -8520623839647854223360}
-
id: 29433191
{'hecke_orbit_code': 9007199690948626, 'n': 59, 'trace_an': 8338905271550069098980}
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