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{'Nk2': 23600, 'analytic_conductor': 87.02781725846741, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[5, 1], [59, -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': [1475, 1, [827, 651], [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, [-4, 1, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 67110339, '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': '1475.4.a.a', 'level': 1475, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [5, 59], 'level_radical': 295, 'minimal_twist': '59.4.a.b', 'nf_label': '2.2.17.1', 'prim_orbit_index': 1, 'qexp_display': 'q-\\beta q^{2}+(-1+3\\beta )q^{3}+(-4+\\beta )q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '3.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '1475.4.a', 'trace_display': [-1, 1, 0, 8], 'trace_hash': 2008907816738284872, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.950', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.619', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 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mf_hecke_nf • Show schema
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'hecke_ring_rank': 2, 'label': '1475.4.a.a', 'level': 1475, 'maxp': 2999, 'weight': 4}
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mf_newspaces • Show schema
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{'AL_dims': [[[[5, -1], [59, -1]], 79, 2], [[[5, 1], [59, 1]], 68, 4], [[[5, -1], [59, 1]], 67, 2], [[[5, 1], [59, -1]], 62, 5]], 'ALdims': [68, 62, 67, 79], 'Nk2': 23600, 'analytic_conductor': 87.02781725846741, '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': [1475, 1, [827, 651], [1, 1]], 'conrey_index': 1, 'cusp_dim': 444, 'dim': 276, 'eis_dim': 12, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 67110339, 'hecke_orbit_dims': [2, 2, 10, 12, 13, 16, 17, 29, 29, 29, 29, 38, 50], 'label': '1475.4.a', 'level': 1475, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [5, 59], 'level_radical': 295, 'mf_dim': 456, 'mf_new_dim': 276, 'num_forms': 13, 'plus_dim': 147, 'prim_orbit_index': 1, 'relative_dim': 276, 'sturm_bound': 600, 'trace_bound': 2, 'trace_display': [-4, 0, 0, 2], 'traces': 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1186592, 371500, -1522116, 0, -1148246, -1233260, 436996, 20018, 0, 1799812, -1100366, 2807644, -300454, 0, -1332180, -1239700, 788592, -1285028, 0, 183916, -1104976, -3345922, -549338, 0, -853244, 721816, -1122712, 3804632, 0, 2097408, -465594, -1399344, -3083670, 0, -3579272, 2739756, 868716, -2080080, 0, 900112, 1334652, 1772240, -1195160, 0, 658784, -1018240, -421156, -1393586, 0, -2200384, 1212496, -1470080, -1136562, 0], 'weight': 4, 'weight_parity': 1}
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mf_twists_nf • Show schema
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id: 744014
{'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': False, 'source_label': '1475.4.a.a', 'source_level': 1475, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '59.4.a.b', 'target_level': 59, 'twist_class_label': '59.4.a.b', 'twist_class_level': 59, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 4}
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id: 744015
{'conductor': 15, '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': False, 'source_label': '1475.4.a.a', 'source_level': 1475, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '531.4.a.a', 'target_level': 531, 'twist_class_label': '59.4.a.b', 'twist_class_level': 59, 'twisting_char_label': '15.d', 'twisting_char_orbit': 4, 'weight': 4}
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id: 744016
{'conductor': 20, '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': False, 'source_label': '1475.4.a.a', 'source_level': 1475, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '944.4.a.e', 'target_level': 944, 'twist_class_label': '59.4.a.b', 'twist_class_level': 59, 'twisting_char_label': '20.d', 'twisting_char_orbit': 4, 'weight': 4}
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id: 744017
{'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': False, 'source_label': '1475.4.a.a', 'source_level': 1475, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '1475.4.a.a', 'target_level': 1475, 'twist_class_label': '59.4.a.b', 'twist_class_level': 59, '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: 1977825
{'charpoly_factorization': [[[-4, 1, 1], 1]], 'hecke_orbit_code': 67110339, 'p': 2}
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id: 1977826
{'charpoly_factorization': [[[-38, -1, 1], 1]], 'hecke_orbit_code': 67110339, 'p': 3}
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id: 1977827
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 67110339, 'p': 5}
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id: 1977828
{'charpoly_factorization': [[[-1, -8, 1], 1]], 'hecke_orbit_code': 67110339, 'p': 7}
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id: 1977829
{'charpoly_factorization': [[[38, -13, 1], 1]], 'hecke_orbit_code': 67110339, 'p': 11}
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id: 1977830
{'charpoly_factorization': [[[1912, -95, 1], 1]], 'hecke_orbit_code': 67110339, 'p': 13}
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id: 1977831
{'charpoly_factorization': [[[7102, 169, 1], 1]], 'hecke_orbit_code': 67110339, 'p': 17}
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id: 1977832
{'charpoly_factorization': [[[-236, 107, 1], 1]], 'hecke_orbit_code': 67110339, 'p': 19}
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id: 1977833
{'charpoly_factorization': [[[-144, -96, 1], 1]], 'hecke_orbit_code': 67110339, 'p': 23}
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id: 1977834
{'charpoly_factorization': [[[7748, 307, 1], 1]], 'hecke_orbit_code': 67110339, 'p': 29}
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id: 1977835
{'charpoly_factorization': [[[-9008, -56, 1], 1]], 'hecke_orbit_code': 67110339, 'p': 31}
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id: 1977836
{'charpoly_factorization': [[[9232, -291, 1], 1]], 'hecke_orbit_code': 67110339, 'p': 37}
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id: 1977837
{'charpoly_factorization': [[[36779, -452, 1], 1]], 'hecke_orbit_code': 67110339, 'p': 41}
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id: 1977838
{'charpoly_factorization': [[[-11632, -35, 1], 1]], 'hecke_orbit_code': 67110339, 'p': 43}
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id: 1977839
{'charpoly_factorization': [[[-47584, 26, 1], 1]], 'hecke_orbit_code': 67110339, 'p': 47}
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id: 1977840
{'charpoly_factorization': [[[5816, -641, 1], 1]], 'hecke_orbit_code': 67110339, 'p': 53}
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id: 1977841
{'charpoly_factorization': [[[-59, 1], 2]], 'hecke_orbit_code': 67110339, 'p': 59}
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id: 1977842
{'charpoly_factorization': [[[30004, 604, 1], 1]], 'hecke_orbit_code': 67110339, 'p': 61}
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id: 1977843
{'charpoly_factorization': [[[322456, -1326, 1], 1]], 'hecke_orbit_code': 67110339, 'p': 67}
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id: 1977844
{'charpoly_factorization': [[[-805664, -289, 1], 1]], 'hecke_orbit_code': 67110339, 'p': 71}
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id: 1977845
{'charpoly_factorization': [[[-252452, 48, 1], 1]], 'hecke_orbit_code': 67110339, 'p': 73}
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id: 1977846
{'charpoly_factorization': [[[9671, 224, 1], 1]], 'hecke_orbit_code': 67110339, 'p': 79}
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id: 1977847
{'charpoly_factorization': [[[939436, 1963, 1], 1]], 'hecke_orbit_code': 67110339, 'p': 83}
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id: 1977848
{'charpoly_factorization': [[[-420292, -688, 1], 1]], 'hecke_orbit_code': 67110339, 'p': 89}
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id: 1977849
{'charpoly_factorization': [[[-1887548, 356, 1], 1]], 'hecke_orbit_code': 67110339, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 1, 'label': '1475.4.a.a', 'level': 1475, 'portrait': 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', 'weight': 4}
-
mf_hecke_traces • Show schema
Hide schema
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id: 11452000
{'hecke_orbit_code': 67110339, 'n': 1, 'trace_an': 2}
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id: 11452001
{'hecke_orbit_code': 67110339, 'n': 2, 'trace_an': -1}
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id: 11452002
{'hecke_orbit_code': 67110339, 'n': 3, 'trace_an': 1}
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id: 11452003
{'hecke_orbit_code': 67110339, 'n': 4, 'trace_an': -7}
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id: 11452004
{'hecke_orbit_code': 67110339, 'n': 5, 'trace_an': 0}
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id: 11452005
{'hecke_orbit_code': 67110339, 'n': 6, 'trace_an': -26}
-
id: 11452006
{'hecke_orbit_code': 67110339, 'n': 7, 'trace_an': 8}
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id: 11452007
{'hecke_orbit_code': 67110339, 'n': 8, 'trace_an': 3}
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id: 11452008
{'hecke_orbit_code': 67110339, 'n': 9, 'trace_an': 23}
-
id: 11452009
{'hecke_orbit_code': 67110339, 'n': 10, 'trace_an': 0}
-
id: 11452010
{'hecke_orbit_code': 67110339, 'n': 11, 'trace_an': 13}
-
id: 11452011
{'hecke_orbit_code': 67110339, 'n': 12, 'trace_an': 22}
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id: 11452012
{'hecke_orbit_code': 67110339, 'n': 13, 'trace_an': 95}
-
id: 11452013
{'hecke_orbit_code': 67110339, 'n': 14, 'trace_an': 13}
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id: 11452014
{'hecke_orbit_code': 67110339, 'n': 15, 'trace_an': 0}
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id: 11452015
{'hecke_orbit_code': 67110339, 'n': 16, 'trace_an': -39}
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id: 11452016
{'hecke_orbit_code': 67110339, 'n': 17, 'trace_an': -169}
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id: 11452017
{'hecke_orbit_code': 67110339, 'n': 18, 'trace_an': -37}
-
id: 11452018
{'hecke_orbit_code': 67110339, 'n': 19, 'trace_an': -107}
-
id: 11452019
{'hecke_orbit_code': 67110339, 'n': 20, 'trace_an': 0}
-
id: 11452020
{'hecke_orbit_code': 67110339, 'n': 21, 'trace_an': -47}
-
id: 11452021
{'hecke_orbit_code': 67110339, 'n': 22, 'trace_an': -15}
-
id: 11452022
{'hecke_orbit_code': 67110339, 'n': 23, 'trace_an': 96}
-
id: 11452023
{'hecke_orbit_code': 67110339, 'n': 24, 'trace_an': 282}
-
id: 11452024
{'hecke_orbit_code': 67110339, 'n': 25, 'trace_an': 0}
-
id: 11452025
{'hecke_orbit_code': 67110339, 'n': 26, 'trace_an': 29}
-
id: 11452026
{'hecke_orbit_code': 67110339, 'n': 27, 'trace_an': 61}
-
id: 11452027
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