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{'Nk2': 5760, 'analytic_conductor': 33.52040373451038, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [5, -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': [10, 1, [7], [1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 2, 'field_disc': 219241, 'field_disc_factorization': [[11, 1], [19, 1], [1049, 1]], 'field_poly': [-54810, -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, [-56938873536, 18516, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 402653194, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 60, 'hecke_ring_index_factorization': [[2, 2], [3, 1], [5, 1]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': True, 'is_maximal': True, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '10.24.a.a', 'level': 10, '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': True, 'level_primes': [2, 5], 'level_radical': 10, 'minimal_twist': '10.24.a.a', 'nf_label': '2.2.219241.1', 'prim_orbit_index': 1, 'qexp_display': 'q-2^{11}q^{2}+(-9258-17\\beta )q^{3}+2^{22}q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '23.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '10.24.a', 'trace_display': [-4096, -18516, 97656250, -4415735108], 'trace_hash': 175318564330817777, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.923', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.077', 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-
mf_hecke_nf • Show schema
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'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1], 'hecke_ring_inverse_denominators': [1, 60], 'hecke_ring_inverse_numerators': [[1, 0], [30, 1]], 'hecke_ring_numerators': [[1, 0], [-30, 60]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 2, 'label': '10.24.a.a', 'level': 10, 'maxp': 2999, 'weight': 24}
-
mf_newspaces • Show schema
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{'ALdims': [2, 2, 2, 3], 'Nk2': 5760, 'analytic_conductor': 33.52040373451038, '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': [10, 1, [7], [1]], 'conrey_index': 1, 'cusp_dim': 33, 'dim': 9, 'eis_dim': 4, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 402653194, 'hecke_orbit_dims': [2, 2, 2, 3], 'label': '10.24.a', 'level': 10, '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': True, 'level_primes': [2, 5], 'level_radical': 10, 'mf_dim': 37, 'mf_new_dim': 9, 'num_forms': 4, 'plus_dim': 5, 'prim_orbit_index': 1, 'relative_dim': 9, 'sturm_bound': 36, 'trace_bound': 3, 'trace_display': [2048, 346108, 48828125, -8876639496], 'traces': [9, 2048, 346108, 37748736, 48828125, -2027167744, -8876639496, 8589934592, 273896693533, 100000000000, -42346698492, 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mf_twists_nf • Show schema
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id: 6972
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '10.24.a.a', 'source_level': 10, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '10.24.a.a', 'target_level': 10, 'twist_class_label': '10.24.a.a', 'twist_class_level': 10, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 24}
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id: 6973
{'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '10.24.a.a', 'source_level': 10, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '50.24.a.d', 'target_level': 50, 'twist_class_label': '10.24.a.a', 'twist_class_level': 10, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 24}
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id: 6974
{'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '10.24.a.a', 'source_level': 10, 'target_char_orbit': 2, 'target_dim': 4, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '50.24.b.d', 'target_level': 50, 'twist_class_label': '10.24.a.a', 'twist_class_level': 10, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 24}
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mf_hecke_charpolys • Show schema
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id: 45150
{'charpoly_factorization': [[[2048, 1], 2]], 'hecke_orbit_code': 402653194, 'p': 2}
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id: 45151
{'charpoly_factorization': [[[-56938873536, 18516, 1], 1]], 'hecke_orbit_code': 402653194, 'p': 3}
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id: 45152
{'charpoly_factorization': [[[-48828125, 1], 2]], 'hecke_orbit_code': 402653194, 'p': 5}
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id: 45153
{'charpoly_factorization': [[[-6196351964477189984, 4415735108, 1], 1]], 'hecke_orbit_code': 402653194, 'p': 7}
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id: 45154
{'charpoly_factorization': [[[-1096260966661260226715856, -195017239824, 1], 1]], 'hecke_orbit_code': 402653194, 'p': 11}
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id: 45155
{'charpoly_factorization': [[[-12118020197204152103269436, -2583183058684, 1], 1]], 'hecke_orbit_code': 402653194, 'p': 13}
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id: 45156
{'charpoly_factorization': [[[-36103069664956672140409591644, -131668862600532, 1], 1]], 'hecke_orbit_code': 402653194, 'p': 17}
-
id: 45157
{'charpoly_factorization': [[[-687301957289787467060717447600, 1760888418200, 1], 1]], 'hecke_orbit_code': 402653194, 'p': 19}
-
id: 45158
{'charpoly_factorization': [[[-322826395447283970168943524576, -4012836105342564, 1], 1]], 'hecke_orbit_code': 402653194, 'p': 23}
-
id: 45159
{'charpoly_factorization': [[[2452806391140258024260010081233700, 108385465473787380, 1], 1]], 'hecke_orbit_code': 402653194, 'p': 29}
-
id: 45160
{'charpoly_factorization': [[[17983099976052921006308440088226304, 282534241930647896, 1], 1]], 'hecke_orbit_code': 402653194, 'p': 31}
-
id: 45161
{'charpoly_factorization': [[[-17711039315744205322110023580699644, 326855967548366468, 1], 1]], 'hecke_orbit_code': 402653194, 'p': 37}
-
id: 45162
{'charpoly_factorization': [[[6942829009899195092941978416281896644, 5378411403014673276, 1], 1]], 'hecke_orbit_code': 402653194, 'p': 41}
-
id: 45163
{'charpoly_factorization': [[[19425669728326076988066377655615680224, 9824206470496391636, 1], 1]], 'hecke_orbit_code': 402653194, 'p': 43}
-
id: 45164
{'charpoly_factorization': [[[-9971889446494562597735130307039469184, 18459008132084260308, 1], 1]], 'hecke_orbit_code': 402653194, 'p': 47}
-
id: 45165
{'charpoly_factorization': [[[-1645125904599880235408152681934787711516, 6735586459267392756, 1], 1]], 'hecke_orbit_code': 402653194, 'p': 53}
-
id: 45166
{'charpoly_factorization': [[[38765918605918458475749168052203223414800, -404431460611319194440, 1], 1]], 'hecke_orbit_code': 402653194, 'p': 59}
-
id: 45167
{'charpoly_factorization': [[[-126468735224192809151497966570455168736796, -267288639406230095404, 1], 1]], 'hecke_orbit_code': 402653194, 'p': 61}
-
id: 45168
{'charpoly_factorization': [[[60916198027683914277080003911581589050976, 878259028011046311548, 1], 1]], 'hecke_orbit_code': 402653194, 'p': 67}
-
id: 45169
{'charpoly_factorization': [[[440091019897891017110680094025348908346624, 1422290577065242851336, 1], 1]], 'hecke_orbit_code': 402653194, 'p': 71}
-
id: 45170
{'charpoly_factorization': [[[-7937454846994776688591597171231148590882556, 2737850090767514630876, 1], 1]], 'hecke_orbit_code': 402653194, 'p': 73}
-
id: 45171
{'charpoly_factorization': [[[62162073106199686904314778784866428972672000, 16358236398140542679120, 1], 1]], 'hecke_orbit_code': 402653194, 'p': 79}
-
id: 45172
{'charpoly_factorization': [[[112366058979491690352332917075268508254006784, 24918314799609836009556, 1], 1]], 'hecke_orbit_code': 402653194, 'p': 83}
-
id: 45173
{'charpoly_factorization': [[[1081483614361428415941402193566019435212536100, 69086711107654759066380, 1], 1]], 'hecke_orbit_code': 402653194, 'p': 89}
-
id: 45174
{'charpoly_factorization': [[[2188980933640312227928907945216387597869571236, -142113717247845486800212, 1], 1]], 'hecke_orbit_code': 402653194, 'p': 97}
-
mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 1, 'label': '10.24.a.a', 'level': 10, 'portrait': 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', 'weight': 24}
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mf_hecke_traces • Show schema
Hide schema
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id: 4013654
{'hecke_orbit_code': 402653194, 'n': 25, 'trace_an': 4768371582031250}
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id: 4013707
{'hecke_orbit_code': 402653194, 'n': 1, 'trace_an': 2}
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id: 4013708
{'hecke_orbit_code': 402653194, 'n': 2, 'trace_an': -4096}
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id: 4013709
{'hecke_orbit_code': 402653194, 'n': 3, 'trace_an': -18516}
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id: 4013710
{'hecke_orbit_code': 402653194, 'n': 4, 'trace_an': 8388608}
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