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{'Nk2': 28800, 'analytic_conductor': 140.5732614678548, '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, '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, [-232, 1]], [11, [-60, 1]], [17, [-13938, 1]]], 'hecke_orbit': 7, 'hecke_orbit_code': 27021597898441154, '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': '450.8.a.g', 'level': 450, '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, 5], 'level_radical': 30, 'minimal_twist': '30.8.a.c', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-8q^{2}+2^{6}q^{4}+232q^{7}-2^{9}q^{8}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '7.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '450.8.a', 'trace_display': [-8, 0, 0, 232], 'trace_hash': 1589251901424751372, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.988', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.956', 'prec': 17}, 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-
mf_hecke_nf • Show schema
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mf_newspaces • Show schema
Hide schema
{'ALdims': [5, 6, 7, 9, 5, 6, 9, 8], 'Nk2': 28800, 'analytic_conductor': 140.5732614678548, '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': 606, 'dim': 55, 'eis_dim': 48, 'eis_new_dim': 0, 'hecke_cutter_primes': [7, 11, 17], 'hecke_orbit_code': 134218178, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 4, 4], 'label': '450.8.a', 'level': 450, '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, 5], 'level_radical': 30, 'mf_dim': 654, 'mf_new_dim': 55, 'num_forms': 39, 'plus_dim': 29, 'prim_orbit_index': 1, 'relative_dim': 55, 'sturm_bound': 720, 'trace_bound': 7, 'trace_display': [8, 0, 0, 0], 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mf_twists_nf • Show schema
Hide schema
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id: 333485
{'conductor': 15, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '450.8.a.g', 'source_level': 450, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': True, 'target_label': '30.8.a.c', 'target_level': 30, 'twist_class_label': '30.8.a.c', 'twist_class_level': 30, 'twisting_char_label': '15.d', 'twisting_char_orbit': 4, 'weight': 8}
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id: 333486
{'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '450.8.a.g', 'source_level': 450, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '90.8.a.g', 'target_level': 90, 'twist_class_label': '30.8.a.c', 'twist_class_level': 30, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 8}
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id: 333487
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '450.8.a.g', 'source_level': 450, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 11, 'target_is_minimal': False, 'target_label': '150.8.a.k', 'target_level': 150, 'twist_class_label': '30.8.a.c', 'twist_class_level': 30, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 8}
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id: 333488
{'conductor': 15, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '450.8.a.g', 'source_level': 450, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '150.8.c.b', 'target_level': 150, 'twist_class_label': '30.8.a.c', 'twist_class_level': 30, 'twisting_char_label': '15.e', 'twisting_char_orbit': 5, 'weight': 8}
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id: 333489
{'conductor': 60, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '450.8.a.g', 'source_level': 450, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '240.8.a.e', 'target_level': 240, 'twist_class_label': '30.8.a.c', 'twist_class_level': 30, 'twisting_char_label': '60.h', 'twisting_char_orbit': 8, 'weight': 8}
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id: 333490
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '450.8.a.g', 'source_level': 450, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '450.8.a.g', 'target_level': 450, 'twist_class_label': '30.8.a.c', 'twist_class_level': 30, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 8}
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id: 333491
{'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '450.8.a.g', 'source_level': 450, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 10, 'target_is_minimal': False, 'target_label': '450.8.c.j', 'target_level': 450, 'twist_class_label': '30.8.a.c', 'twist_class_level': 30, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 8}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 809025
{'charpoly_factorization': [[[8, 1], 1]], 'hecke_orbit_code': 27021597898441154, 'p': 2}
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id: 809026
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 27021597898441154, 'p': 3}
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id: 809027
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 27021597898441154, 'p': 5}
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id: 809028
{'charpoly_factorization': [[[-232, 1], 1]], 'hecke_orbit_code': 27021597898441154, 'p': 7}
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id: 809029
{'charpoly_factorization': [[[-60, 1], 1]], 'hecke_orbit_code': 27021597898441154, 'p': 11}
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id: 809030
{'charpoly_factorization': [[[14054, 1], 1]], 'hecke_orbit_code': 27021597898441154, 'p': 13}
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id: 809031
{'charpoly_factorization': [[[-13938, 1], 1]], 'hecke_orbit_code': 27021597898441154, 'p': 17}
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id: 809032
{'charpoly_factorization': [[[-53564, 1], 1]], 'hecke_orbit_code': 27021597898441154, 'p': 19}
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id: 809033
{'charpoly_factorization': [[[27000, 1], 1]], 'hecke_orbit_code': 27021597898441154, 'p': 23}
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id: 809034
{'charpoly_factorization': [[[-88554, 1], 1]], 'hecke_orbit_code': 27021597898441154, 'p': 29}
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id: 809035
{'charpoly_factorization': [[[120352, 1], 1]], 'hecke_orbit_code': 27021597898441154, 'p': 31}
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id: 809036
{'charpoly_factorization': [[[469646, 1], 1]], 'hecke_orbit_code': 27021597898441154, 'p': 37}
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id: 809037
{'charpoly_factorization': [[[-510246, 1], 1]], 'hecke_orbit_code': 27021597898441154, 'p': 41}
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id: 809038
{'charpoly_factorization': [[[145412, 1], 1]], 'hecke_orbit_code': 27021597898441154, 'p': 43}
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id: 809039
{'charpoly_factorization': [[[-304560, 1], 1]], 'hecke_orbit_code': 27021597898441154, 'p': 47}
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id: 809040
{'charpoly_factorization': [[[-94398, 1], 1]], 'hecke_orbit_code': 27021597898441154, 'p': 53}
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id: 809041
{'charpoly_factorization': [[[-1885740, 1], 1]], 'hecke_orbit_code': 27021597898441154, 'p': 59}
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id: 809042
{'charpoly_factorization': [[[271690, 1], 1]], 'hecke_orbit_code': 27021597898441154, 'p': 61}
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id: 809043
{'charpoly_factorization': [[[1074668, 1], 1]], 'hecke_orbit_code': 27021597898441154, 'p': 67}
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id: 809044
{'charpoly_factorization': [[[-2505480, 1], 1]], 'hecke_orbit_code': 27021597898441154, 'p': 71}
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id: 809045
{'charpoly_factorization': [[[-2954566, 1], 1]], 'hecke_orbit_code': 27021597898441154, 'p': 73}
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id: 809046
{'charpoly_factorization': [[[7354768, 1], 1]], 'hecke_orbit_code': 27021597898441154, 'p': 79}
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id: 809047
{'charpoly_factorization': [[[3846756, 1], 1]], 'hecke_orbit_code': 27021597898441154, 'p': 83}
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id: 809048
{'charpoly_factorization': [[[5685162, 1], 1]], 'hecke_orbit_code': 27021597898441154, 'p': 89}
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id: 809049
{'charpoly_factorization': [[[7981346, 1], 1]], 'hecke_orbit_code': 27021597898441154, 'p': 97}
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 7, 'label': '450.8.a.g', 'level': 450, 'portrait': 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', 'weight': 8}
-
mf_hecke_traces • Show schema
Hide schema
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id: 181905000
{'hecke_orbit_code': 27021597898441154, 'n': 1, 'trace_an': 1}
-
id: 181905001
{'hecke_orbit_code': 27021597898441154, 'n': 2, 'trace_an': -8}
-
id: 181905002
{'hecke_orbit_code': 27021597898441154, 'n': 3, 'trace_an': 0}
-
id: 181905003
{'hecke_orbit_code': 27021597898441154, 'n': 4, 'trace_an': 64}
-
id: 181905004
{'hecke_orbit_code': 27021597898441154, 'n': 5, 'trace_an': 0}
-
id: 181905005
{'hecke_orbit_code': 27021597898441154, 'n': 6, 'trace_an': 0}
-
id: 181905006
{'hecke_orbit_code': 27021597898441154, 'n': 7, 'trace_an': 232}
-
id: 181905007
{'hecke_orbit_code': 27021597898441154, 'n': 8, 'trace_an': -512}
-
id: 181905008
{'hecke_orbit_code': 27021597898441154, 'n': 9, 'trace_an': 0}
-
id: 181905009
{'hecke_orbit_code': 27021597898441154, 'n': 10, 'trace_an': 0}
-
id: 181905010
{'hecke_orbit_code': 27021597898441154, 'n': 11, 'trace_an': 60}
-
id: 181905011
{'hecke_orbit_code': 27021597898441154, 'n': 12, 'trace_an': 0}
-
id: 181905012
{'hecke_orbit_code': 27021597898441154, 'n': 13, 'trace_an': -14054}
-
id: 181905013
{'hecke_orbit_code': 27021597898441154, 'n': 14, 'trace_an': -1856}
-
id: 181905014
{'hecke_orbit_code': 27021597898441154, 'n': 15, 'trace_an': 0}
-
id: 181905015
{'hecke_orbit_code': 27021597898441154, 'n': 16, 'trace_an': 4096}
-
id: 181905016
{'hecke_orbit_code': 27021597898441154, 'n': 17, 'trace_an': 13938}
-
id: 181905017
{'hecke_orbit_code': 27021597898441154, 'n': 18, 'trace_an': 0}
-
id: 181905018
{'hecke_orbit_code': 27021597898441154, 'n': 19, 'trace_an': 53564}
-
id: 181905019
{'hecke_orbit_code': 27021597898441154, 'n': 20, 'trace_an': 0}
-
id: 181905020
{'hecke_orbit_code': 27021597898441154, 'n': 21, 'trace_an': 0}
-
id: 181905021
{'hecke_orbit_code': 27021597898441154, 'n': 22, 'trace_an': -480}
-
id: 181905022
{'hecke_orbit_code': 27021597898441154, 'n': 23, 'trace_an': -27000}
-
id: 181905023
{'hecke_orbit_code': 27021597898441154, 'n': 24, 'trace_an': 0}
-
id: 181905024
{'hecke_orbit_code': 27021597898441154, 'n': 25, 'trace_an': 0}
-
id: 181905025
{'hecke_orbit_code': 27021597898441154, 'n': 26, 'trace_an': 112432}
-
id: 181905026
{'hecke_orbit_code': 27021597898441154, 'n': 27, 'trace_an': 0}
-
id: 181905027
{'hecke_orbit_code': 27021597898441154, 'n': 28, 'trace_an': 14848}
-
id: 181905028
{'hecke_orbit_code': 27021597898441154, 'n': 29, 'trace_an': 88554}
-
id: 181905029
{'hecke_orbit_code': 27021597898441154, 'n': 30, 'trace_an': 0}
-
id: 181905030
{'hecke_orbit_code': 27021597898441154, 'n': 31, 'trace_an': -120352}
-
id: 181905031
{'hecke_orbit_code': 27021597898441154, 'n': 32, 'trace_an': -32768}
-
id: 181905032
{'hecke_orbit_code': 27021597898441154, 'n': 33, 'trace_an': 0}
-
id: 181905033
{'hecke_orbit_code': 27021597898441154, 'n': 34, 'trace_an': -111504}
-
id: 181905034
{'hecke_orbit_code': 27021597898441154, 'n': 35, 'trace_an': 0}
-
id: 181905035
{'hecke_orbit_code': 27021597898441154, 'n': 36, 'trace_an': 0}
-
id: 181905036
{'hecke_orbit_code': 27021597898441154, 'n': 37, 'trace_an': -469646}
-
id: 181905037
{'hecke_orbit_code': 27021597898441154, 'n': 38, 'trace_an': -428512}
-
id: 181905038
{'hecke_orbit_code': 27021597898441154, 'n': 39, 'trace_an': 0}
-
id: 181905039
{'hecke_orbit_code': 27021597898441154, 'n': 40, 'trace_an': 0}
-
id: 181905040
{'hecke_orbit_code': 27021597898441154, 'n': 41, 'trace_an': 510246}
-
id: 181905041
{'hecke_orbit_code': 27021597898441154, 'n': 42, 'trace_an': 0}
-
id: 181905042
{'hecke_orbit_code': 27021597898441154, 'n': 43, 'trace_an': -145412}
-
id: 181905043
{'hecke_orbit_code': 27021597898441154, 'n': 44, 'trace_an': 3840}
-
id: 181905044
{'hecke_orbit_code': 27021597898441154, 'n': 45, 'trace_an': 0}
-
id: 181905045
{'hecke_orbit_code': 27021597898441154, 'n': 46, 'trace_an': 216000}
-
id: 181905046
{'hecke_orbit_code': 27021597898441154, 'n': 47, 'trace_an': 304560}
-
id: 181905047
{'hecke_orbit_code': 27021597898441154, 'n': 48, 'trace_an': 0}
-
id: 181905048
{'hecke_orbit_code': 27021597898441154, 'n': 49, 'trace_an': -769719}
-
id: 181905049
{'hecke_orbit_code': 27021597898441154, 'n': 50, 'trace_an': 0}
-
id: 181905050
{'hecke_orbit_code': 27021597898441154, 'n': 51, 'trace_an': 0}
-
id: 181905051
{'hecke_orbit_code': 27021597898441154, 'n': 52, 'trace_an': -899456}
-
id: 181905052
{'hecke_orbit_code': 27021597898441154, 'n': 53, 'trace_an': 94398}
-
id: 181905053
{'hecke_orbit_code': 27021597898441154, 'n': 54, 'trace_an': 0}
-
id: 181905054
{'hecke_orbit_code': 27021597898441154, 'n': 55, 'trace_an': 0}
-
id: 181905055
{'hecke_orbit_code': 27021597898441154, 'n': 56, 'trace_an': -118784}
-
id: 181905056
{'hecke_orbit_code': 27021597898441154, 'n': 57, 'trace_an': 0}
-
id: 181905057
{'hecke_orbit_code': 27021597898441154, 'n': 58, 'trace_an': -708432}
-
id: 181905058
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