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{'Nk2': 7200, 'analytic_conductor': 26.550859502583275, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [3, 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': [450, 1, [101, 127], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [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': [[7, [14, 1]], [11, [-6, 1]], [17, [78, 1]]], 'hecke_orbit': 13, 'hecke_orbit_code': 54043195595555266, '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_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '450.4.a.m', 'level': 450, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 5], 'level_radical': 30, 'minimal_twist': '90.4.a.b', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+2q^{2}+4q^{4}-14q^{7}+8q^{8}+6q^{11}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '3.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '450.4.a', 'trace_display': [2, 0, 0, -14], 'trace_hash': 993992830910016835, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.970', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.901', '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], [3, -1], [5, 1]], 3, 3], [[[2, -1], [3, -1], [5, -1]], 3, 3], [[[2, 1], [3, -1], [5, -1]], 4, 4], [[[2, -1], [3, 1], [5, 1]], 2, 2], [[[2, -1], [3, 1], [5, -1]], 3, 2], [[[2, 1], [3, 1], [5, -1]], 3, 2], [[[2, 1], [3, 1], [5, 1]], 2, 2], [[[2, -1], [3, -1], [5, 1]], 4, 4]], 'ALdims': [2, 3, 3, 4, 2, 3, 4, 3], 'Nk2': 7200, 'analytic_conductor': 26.550859502583275, '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': [450, 1, [101, 127], [1, 1]], 'conrey_index': 1, 'cusp_dim': 246, 'dim': 24, 'eis_dim': 48, 'eis_new_dim': 0, 'hecke_cutter_primes': [7, 11, 17], 'hecke_orbit_code': 67109314, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2], 'label': '450.4.a', 'level': 450, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 5], 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mf_twists_nf • Show schema
Hide schema
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id: 331973
{'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 13, 'source_is_minimal': False, 'source_label': '450.4.a.m', 'source_level': 450, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '90.4.a.b', 'target_level': 90, 'twist_class_label': '90.4.a.b', 'twist_class_level': 90, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 4}
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id: 331974
{'conductor': 15, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 13, 'source_is_minimal': False, 'source_label': '450.4.a.m', 'source_level': 450, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 5, 'target_is_minimal': True, 'target_label': '90.4.a.e', 'target_level': 90, 'twist_class_label': '90.4.a.b', 'twist_class_level': 90, 'twisting_char_label': '15.d', 'twisting_char_orbit': 4, 'weight': 4}
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id: 331975
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 13, 'source_is_minimal': False, 'source_label': '450.4.a.m', 'source_level': 450, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '450.4.a.c', 'target_level': 450, 'twist_class_label': '90.4.a.b', 'twist_class_level': 90, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 4}
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id: 331976
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 13, 'source_is_minimal': False, 'source_label': '450.4.a.m', 'source_level': 450, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 13, 'target_is_minimal': False, 'target_label': '450.4.a.m', 'target_level': 450, 'twist_class_label': '90.4.a.b', 'twist_class_level': 90, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 4}
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id: 331977
{'conductor': 15, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 13, 'source_is_minimal': False, 'source_label': '450.4.a.m', 'source_level': 450, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '450.4.c.f', 'target_level': 450, 'twist_class_label': '90.4.a.b', 'twist_class_level': 90, 'twisting_char_label': '15.e', 'twisting_char_orbit': 5, 'weight': 4}
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id: 331978
{'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 13, 'source_is_minimal': False, 'source_label': '450.4.a.m', 'source_level': 450, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '450.4.c.g', 'target_level': 450, 'twist_class_label': '90.4.a.b', 'twist_class_level': 90, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 4}
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id: 331979
{'conductor': 20, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 13, 'source_is_minimal': False, 'source_label': '450.4.a.m', 'source_level': 450, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '720.4.a.e', 'target_level': 720, 'twist_class_label': '90.4.a.b', 'twist_class_level': 90, 'twisting_char_label': '20.d', 'twisting_char_orbit': 4, 'weight': 4}
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id: 331980
{'conductor': 60, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 13, 'source_is_minimal': False, 'source_label': '450.4.a.m', 'source_level': 450, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 20, 'target_is_minimal': False, 'target_label': '720.4.a.t', 'target_level': 720, 'twist_class_label': '90.4.a.b', 'twist_class_level': 90, 'twisting_char_label': '60.h', 'twisting_char_orbit': 8, 'weight': 4}
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id: 331981
{'conductor': 45, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 13, 'source_is_minimal': False, 'source_label': '450.4.a.m', 'source_level': 450, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '810.4.e.a', 'target_level': 810, 'twist_class_label': '90.4.a.b', 'twist_class_level': 90, 'twisting_char_label': '45.h', 'twisting_char_orbit': 8, 'weight': 4}
-
id: 331982
{'conductor': 45, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 13, 'source_is_minimal': False, 'source_label': '450.4.a.m', 'source_level': 450, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 21, 'target_is_minimal': False, 'target_label': '810.4.e.u', 'target_level': 810, 'twist_class_label': '90.4.a.b', 'twist_class_level': 90, 'twisting_char_label': '45.j', 'twisting_char_orbit': 10, 'weight': 4}
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mf_hecke_charpolys • Show schema
Hide schema
-
id: 910075
{'charpoly_factorization': [[[-2, 1], 1]], 'hecke_orbit_code': 54043195595555266, 'p': 2}
-
id: 910076
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 54043195595555266, 'p': 3}
-
id: 910077
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 54043195595555266, 'p': 5}
-
id: 910078
{'charpoly_factorization': [[[14, 1], 1]], 'hecke_orbit_code': 54043195595555266, 'p': 7}
-
id: 910079
{'charpoly_factorization': [[[-6, 1], 1]], 'hecke_orbit_code': 54043195595555266, 'p': 11}
-
id: 910080
{'charpoly_factorization': [[[68, 1], 1]], 'hecke_orbit_code': 54043195595555266, 'p': 13}
-
id: 910081
{'charpoly_factorization': [[[78, 1], 1]], 'hecke_orbit_code': 54043195595555266, 'p': 17}
-
id: 910082
{'charpoly_factorization': [[[-44, 1], 1]], 'hecke_orbit_code': 54043195595555266, 'p': 19}
-
id: 910083
{'charpoly_factorization': [[[120, 1], 1]], 'hecke_orbit_code': 54043195595555266, 'p': 23}
-
id: 910084
{'charpoly_factorization': [[[-126, 1], 1]], 'hecke_orbit_code': 54043195595555266, 'p': 29}
-
id: 910085
{'charpoly_factorization': [[[244, 1], 1]], 'hecke_orbit_code': 54043195595555266, 'p': 31}
-
id: 910086
{'charpoly_factorization': [[[-304, 1], 1]], 'hecke_orbit_code': 54043195595555266, 'p': 37}
-
id: 910087
{'charpoly_factorization': [[[480, 1], 1]], 'hecke_orbit_code': 54043195595555266, 'p': 41}
-
id: 910088
{'charpoly_factorization': [[[104, 1], 1]], 'hecke_orbit_code': 54043195595555266, 'p': 43}
-
id: 910089
{'charpoly_factorization': [[[600, 1], 1]], 'hecke_orbit_code': 54043195595555266, 'p': 47}
-
id: 910090
{'charpoly_factorization': [[[-258, 1], 1]], 'hecke_orbit_code': 54043195595555266, 'p': 53}
-
id: 910091
{'charpoly_factorization': [[[-534, 1], 1]], 'hecke_orbit_code': 54043195595555266, 'p': 59}
-
id: 910092
{'charpoly_factorization': [[[-362, 1], 1]], 'hecke_orbit_code': 54043195595555266, 'p': 61}
-
id: 910093
{'charpoly_factorization': [[[-268, 1], 1]], 'hecke_orbit_code': 54043195595555266, 'p': 67}
-
id: 910094
{'charpoly_factorization': [[[972, 1], 1]], 'hecke_orbit_code': 54043195595555266, 'p': 71}
-
id: 910095
{'charpoly_factorization': [[[470, 1], 1]], 'hecke_orbit_code': 54043195595555266, 'p': 73}
-
id: 910096
{'charpoly_factorization': [[[-1244, 1], 1]], 'hecke_orbit_code': 54043195595555266, 'p': 79}
-
id: 910097
{'charpoly_factorization': [[[396, 1], 1]], 'hecke_orbit_code': 54043195595555266, 'p': 83}
-
id: 910098
{'charpoly_factorization': [[[972, 1], 1]], 'hecke_orbit_code': 54043195595555266, 'p': 89}
-
id: 910099
{'charpoly_factorization': [[[-46, 1], 1]], 'hecke_orbit_code': 54043195595555266, 'p': 97}
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 13, 'label': '450.4.a.m', 'level': 450, 'portrait': 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', 'weight': 4}
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mf_hecke_traces • Show schema
Hide schema
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id: 224390000
{'hecke_orbit_code': 54043195595555266, 'n': 1, 'trace_an': 1}
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id: 224390001
{'hecke_orbit_code': 54043195595555266, 'n': 2, 'trace_an': 2}
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id: 224390002
{'hecke_orbit_code': 54043195595555266, 'n': 3, 'trace_an': 0}
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id: 224390003
{'hecke_orbit_code': 54043195595555266, 'n': 4, 'trace_an': 4}
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id: 224390004
{'hecke_orbit_code': 54043195595555266, 'n': 5, 'trace_an': 0}
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id: 224390005
{'hecke_orbit_code': 54043195595555266, 'n': 6, 'trace_an': 0}
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id: 224390006
{'hecke_orbit_code': 54043195595555266, 'n': 7, 'trace_an': -14}
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id: 224390007
{'hecke_orbit_code': 54043195595555266, 'n': 8, 'trace_an': 8}
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id: 224390008
{'hecke_orbit_code': 54043195595555266, 'n': 9, 'trace_an': 0}
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id: 224390009
{'hecke_orbit_code': 54043195595555266, 'n': 10, 'trace_an': 0}
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id: 224390010
{'hecke_orbit_code': 54043195595555266, 'n': 11, 'trace_an': 6}
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id: 224390011
{'hecke_orbit_code': 54043195595555266, 'n': 12, 'trace_an': 0}
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id: 224390012
{'hecke_orbit_code': 54043195595555266, 'n': 13, 'trace_an': -68}
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id: 224390013
{'hecke_orbit_code': 54043195595555266, 'n': 14, 'trace_an': -28}
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id: 224390014
{'hecke_orbit_code': 54043195595555266, 'n': 15, 'trace_an': 0}
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id: 224390015
{'hecke_orbit_code': 54043195595555266, 'n': 16, 'trace_an': 16}
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id: 224390016
{'hecke_orbit_code': 54043195595555266, 'n': 17, 'trace_an': -78}
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id: 224390017
{'hecke_orbit_code': 54043195595555266, 'n': 18, 'trace_an': 0}
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id: 224390018
{'hecke_orbit_code': 54043195595555266, 'n': 19, 'trace_an': 44}
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id: 224390019
{'hecke_orbit_code': 54043195595555266, 'n': 20, 'trace_an': 0}
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id: 224390020
{'hecke_orbit_code': 54043195595555266, 'n': 21, 'trace_an': 0}
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id: 224390021
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