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{'Nk2': 25200, 'analytic_conductor': 92.92800825904146, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, -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': [1575, 1, [1226, 127, 451], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 2, 'field_disc': 17, 'field_disc_factorization': [[17, 1]], 'field_poly': [-4, -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': [[2, [-2, -3, 1]], [11, [134, -31, 1]], [13, [-848, 39, 1]]], 'hecke_orbit': 24, 'hecke_orbit_code': 103582791496631847, 'hecke_ring_generator_nbound': 2, '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': '1575.4.a.x', 'level': 1575, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 5, 7], 'level_radical': 105, 'minimal_twist': '525.4.a.j', 'nf_label': '2.2.17.1', 'prim_orbit_index': 1, 'qexp_display': 'q+(1+\\beta )q^{2}+(-3+3\\beta )q^{4}+7q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '3.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '1575.4.a', 'trace_display': [3, 0, 0, 14], 'trace_hash': 1665389863493375638, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.910', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.459', 'prec': 17}, 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mf_hecke_cc • Show schema
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mf_newspaces • Show schema
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{'AL_dims': [[[[3, -1], [5, -1], [7, -1]], 21, 7], [[[3, 1], [5, 1], [7, -1]], 10, 4], [[[3, 1], [5, -1], [7, -1]], 18, 2], [[[3, 1], [5, 1], [7, 1]], 16, 5], [[[3, -1], [5, -1], [7, 1]], 23, 6], [[[3, 1], [5, -1], [7, 1]], 14, 2], [[[3, -1], [5, 1], [7, -1]], 22, 10], [[[3, -1], [5, 1], [7, 1]], 19, 11]], 'ALdims': [16, 10, 14, 18, 19, 22, 23, 21], 'Nk2': 25200, 'analytic_conductor': 92.92800825904146, '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': [1575, 1, [1226, 127, 451], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 696, 'dim': 143, 'eis_dim': 48, 'eis_new_dim': 0, 'hecke_cutter_primes': [2, 11, 13], 'hecke_orbit_code': 67110439, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 3, 4, 4, 4, 4, 4, 4, 4, 4, 5, 5, 5, 5, 8, 8, 10, 10], 'label': '1575.4.a', 'level': 1575, 'level_is_prime': False, 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mf_twists_cc • Show schema
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id: 48513804
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 103582791496631847, 'source_is_minimal': False, 'source_label': '1575.4.a.x.1.2', 'source_level': 1575, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 103582791496631847, 'target_is_minimal': False, 'target_label': '1575.4.a.x.1.2', 'target_level': 1575, 'twist_class_label': '525.4.a.j.1.1', 'twist_class_level': 525, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 4}
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id: 48513805
{'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 103582791496631847, 'source_is_minimal': False, 'source_label': '1575.4.a.x.1.2', 'source_level': 1575, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 40532396713443853, 'target_is_minimal': True, 'target_label': '525.4.a.j.1.1', 'target_level': 525, 'twist_class_label': '525.4.a.j.1.1', 'twist_class_level': 525, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 4}
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id: 48513806
{'conductor': 5, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 103582791496631847, 'source_is_minimal': False, 'source_label': '1575.4.a.x.1.2', 'source_level': 1575, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 63050394850297383, 'target_is_minimal': False, 'target_label': '1575.4.a.o.1.1', 'target_level': 1575, 'twist_class_label': '525.4.a.j.1.1', 'twist_class_level': 525, 'twisting_char_label': '5.4', 'twisting_conrey_index': 4, 'weight': 4}
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id: 48513807
{'conductor': 15, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 103582791496631847, 'source_is_minimal': False, 'source_label': '1575.4.a.x.1.2', 'source_level': 1575, 'target_conrey_index': 274, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 54043401753985549, 'target_is_minimal': False, 'target_label': '525.4.d.m.274.1', 'target_level': 525, 'twist_class_label': '525.4.a.j.1.1', 'twist_class_level': 525, 'twisting_char_label': '15.2', 'twisting_conrey_index': 2, 'weight': 4}
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id: 48513808
{'conductor': 15, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 103582791496631847, 'source_is_minimal': False, 'source_label': '1575.4.a.x.1.2', 'source_level': 1575, 'target_conrey_index': 274, 'target_dim': 4, 'target_embedding_index': 4, 'target_hecke_orbit_code': 54043401753985549, 'target_is_minimal': False, 'target_label': '525.4.d.m.274.4', 'target_level': 525, 'twist_class_label': '525.4.a.j.1.1', 'twist_class_level': 525, 'twisting_char_label': '15.8', 'twisting_conrey_index': 8, 'weight': 4}
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id: 48513809
{'conductor': 15, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 103582791496631847, 'source_is_minimal': False, 'source_label': '1575.4.a.x.1.2', 'source_level': 1575, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 54043195595555341, 'target_is_minimal': True, 'target_label': '525.4.a.m.1.2', 'target_level': 525, 'twist_class_label': '525.4.a.j.1.1', 'twist_class_level': 525, 'twisting_char_label': '15.14', 'twisting_conrey_index': 14, 'weight': 4}
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mf_hecke_charpolys • Show schema
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id: 2050650
{'charpoly_factorization': [[[-2, -3, 1], 1]], 'hecke_orbit_code': 103582791496631847, 'p': 2}
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id: 2050651
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 103582791496631847, 'p': 3}
-
id: 2050652
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 103582791496631847, 'p': 5}
-
id: 2050653
{'charpoly_factorization': [[[-7, 1], 2]], 'hecke_orbit_code': 103582791496631847, 'p': 7}
-
id: 2050654
{'charpoly_factorization': [[[134, -31, 1], 1]], 'hecke_orbit_code': 103582791496631847, 'p': 11}
-
id: 2050655
{'charpoly_factorization': [[[-848, 39, 1], 1]], 'hecke_orbit_code': 103582791496631847, 'p': 13}
-
id: 2050656
{'charpoly_factorization': [[[-1538, 79, 1], 1]], 'hecke_orbit_code': 103582791496631847, 'p': 17}
-
id: 2050657
{'charpoly_factorization': [[[-12544, 56, 1], 1]], 'hecke_orbit_code': 103582791496631847, 'p': 19}
-
id: 2050658
{'charpoly_factorization': [[[13681, -254, 1], 1]], 'hecke_orbit_code': 103582791496631847, 'p': 23}
-
id: 2050659
{'charpoly_factorization': [[[-29027, -62, 1], 1]], 'hecke_orbit_code': 103582791496631847, 'p': 29}
-
id: 2050660
{'charpoly_factorization': [[[3838, 135, 1], 1]], 'hecke_orbit_code': 103582791496631847, 'p': 31}
-
id: 2050661
{'charpoly_factorization': [[[1658, 113, 1], 1]], 'hecke_orbit_code': 103582791496631847, 'p': 37}
-
id: 2050662
{'charpoly_factorization': [[[5200, 235, 1], 1]], 'hecke_orbit_code': 103582791496631847, 'p': 41}
-
id: 2050663
{'charpoly_factorization': [[[147307, 804, 1], 1]], 'hecke_orbit_code': 103582791496631847, 'p': 43}
-
id: 2050664
{'charpoly_factorization': [[[-27136, -152, 1], 1]], 'hecke_orbit_code': 103582791496631847, 'p': 47}
-
id: 2050665
{'charpoly_factorization': [[[-28114, -149, 1], 1]], 'hecke_orbit_code': 103582791496631847, 'p': 53}
-
id: 2050666
{'charpoly_factorization': [[[-137024, -441, 1], 1]], 'hecke_orbit_code': 103582791496631847, 'p': 59}
-
id: 2050667
{'charpoly_factorization': [[[-304316, 223, 1], 1]], 'hecke_orbit_code': 103582791496631847, 'p': 61}
-
id: 2050668
{'charpoly_factorization': [[[270364, 1157, 1], 1]], 'hecke_orbit_code': 103582791496631847, 'p': 67}
-
id: 2050669
{'charpoly_factorization': [[[-138916, 619, 1], 1]], 'hecke_orbit_code': 103582791496631847, 'p': 71}
-
id: 2050670
{'charpoly_factorization': [[[-14956, 268, 1], 1]], 'hecke_orbit_code': 103582791496631847, 'p': 73}
-
id: 2050671
{'charpoly_factorization': [[[494, 427, 1], 1]], 'hecke_orbit_code': 103582791496631847, 'p': 79}
-
id: 2050672
{'charpoly_factorization': [[[-422854, -1211, 1], 1]], 'hecke_orbit_code': 103582791496631847, 'p': 83}
-
id: 2050673
{'charpoly_factorization': [[[-1103768, 466, 1], 1]], 'hecke_orbit_code': 103582791496631847, 'p': 89}
-
id: 2050674
{'charpoly_factorization': [[[-2098972, 172, 1], 1]], 'hecke_orbit_code': 103582791496631847, 'p': 97}
-
mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 24, 'label': '1575.4.a.x', 'level': 1575, 'portrait': 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', 'weight': 4}
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mf_hecke_traces • Show schema
Hide schema
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id: 256708000
{'hecke_orbit_code': 103582791496631847, 'n': 1, 'trace_an': 2}
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id: 256708001
{'hecke_orbit_code': 103582791496631847, 'n': 2, 'trace_an': 3}
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id: 256708002
{'hecke_orbit_code': 103582791496631847, 'n': 3, 'trace_an': 0}
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id: 256708003
{'hecke_orbit_code': 103582791496631847, 'n': 4, 'trace_an': -3}
-
id: 256708004
{'hecke_orbit_code': 103582791496631847, 'n': 5, 'trace_an': 0}
-
id: 256708005
{'hecke_orbit_code': 103582791496631847, 'n': 6, 'trace_an': 0}
-
id: 256708006
{'hecke_orbit_code': 103582791496631847, 'n': 7, 'trace_an': 14}
-
id: 256708007
{'hecke_orbit_code': 103582791496631847, 'n': 8, 'trace_an': -3}
-
id: 256708008
{'hecke_orbit_code': 103582791496631847, 'n': 9, 'trace_an': 0}
-
id: 256708009
{'hecke_orbit_code': 103582791496631847, 'n': 10, 'trace_an': 0}
-
id: 256708010
{'hecke_orbit_code': 103582791496631847, 'n': 11, 'trace_an': 31}
-
id: 256708011
{'hecke_orbit_code': 103582791496631847, 'n': 12, 'trace_an': 0}
-
id: 256708012
{'hecke_orbit_code': 103582791496631847, 'n': 13, 'trace_an': -39}
-
id: 256708013
{'hecke_orbit_code': 103582791496631847, 'n': 14, 'trace_an': 21}
-
id: 256708014
{'hecke_orbit_code': 103582791496631847, 'n': 15, 'trace_an': 0}
-
id: 256708015
{'hecke_orbit_code': 103582791496631847, 'n': 16, 'trace_an': -23}
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id: 256708016
{'hecke_orbit_code': 103582791496631847, 'n': 17, 'trace_an': -79}
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id: 256708017
{'hecke_orbit_code': 103582791496631847, 'n': 18, 'trace_an': 0}
-
id: 256708018
{'hecke_orbit_code': 103582791496631847, 'n': 19, 'trace_an': -56}
-
id: 256708019
{'hecke_orbit_code': 103582791496631847, 'n': 20, 'trace_an': 0}
-
id: 256708020
{'hecke_orbit_code': 103582791496631847, 'n': 21, 'trace_an': 0}
-
id: 256708021
{'hecke_orbit_code': 103582791496631847, 'n': 22, 'trace_an': 4}
-
id: 256708022
{'hecke_orbit_code': 103582791496631847, 'n': 23, 'trace_an': 254}
-
id: 256708023
{'hecke_orbit_code': 103582791496631847, 'n': 24, 'trace_an': 0}
-
id: 256708024
{'hecke_orbit_code': 103582791496631847, 'n': 25, 'trace_an': 0}
-
id: 256708025
{'hecke_orbit_code': 103582791496631847, 'n': 26, 'trace_an': -203}
-
id: 256708026
{'hecke_orbit_code': 103582791496631847, 'n': 27, 'trace_an': 0}
-
id: 256708027
{'hecke_orbit_code': 103582791496631847, 'n': 28, 'trace_an': -21}
-
id: 256708028
{'hecke_orbit_code': 103582791496631847, 'n': 29, 'trace_an': 62}
-
id: 256708029
{'hecke_orbit_code': 103582791496631847, 'n': 30, 'trace_an': 0}
-
id: 256708030
{'hecke_orbit_code': 103582791496631847, 'n': 31, 'trace_an': -135}
-
id: 256708031
{'hecke_orbit_code': 103582791496631847, 'n': 32, 'trace_an': -291}
-
id: 256708032
{'hecke_orbit_code': 103582791496631847, 'n': 33, 'trace_an': 0}
-
id: 256708033
{'hecke_orbit_code': 103582791496631847, 'n': 34, 'trace_an': 111}
-
id: 256708034
{'hecke_orbit_code': 103582791496631847, 'n': 35, 'trace_an': 0}
-
id: 256708035
{'hecke_orbit_code': 103582791496631847, 'n': 36, 'trace_an': 0}
-
id: 256708036
{'hecke_orbit_code': 103582791496631847, 'n': 37, 'trace_an': -113}
-
id: 256708037
{'hecke_orbit_code': 103582791496631847, 'n': 38, 'trace_an': 392}
-
id: 256708038
{'hecke_orbit_code': 103582791496631847, 'n': 39, 'trace_an': 0}
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id: 256708039
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