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{'Nk2': 22176, 'analytic_conductor': 81.77664726795649, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [3, -1], [7, 1], [11, -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': [1386, 1, [155, 199, 1135], [1, 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': [[5, [1, 1]], [13, [43, 1]]], 'hecke_orbit': 4, 'hecke_orbit_code': 13510798949221738, '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': '1386.4.a.d', 'level': 1386, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 7, 11], 'level_radical': 462, 'minimal_twist': '462.4.a.f', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-2q^{2}+4q^{4}-q^{5}-7q^{7}-8q^{8}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '3.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '1386.4.a', 'trace_display': [-2, 0, -1, -7], 'trace_hash': 2179489778884619702, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.053', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.055', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.113', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.143', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.317', 'prec': 17}, 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'weight': 4, 'weight_parity': 1}
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-
mf_newspaces • Show schema
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479624, -27776, 0, 11564, -491488, 0, 16896, 503672, 0, 436248, 260960, 0, -1089744, 1196088, 0], 'weight': 4, 'weight_parity': 1}
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mf_twists_cc • Show schema
Hide schema
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id: 42903828
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 13510798949221738, 'source_is_minimal': False, 'source_label': '1386.4.a.d.1.1', 'source_level': 1386, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 13510798949221738, 'target_is_minimal': False, 'target_label': '1386.4.a.d.1.1', 'target_level': 1386, 'twist_class_label': '462.4.a.f.1.1', 'twist_class_level': 462, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 4}
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id: 42903829
{'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 13510798949221738, 'source_is_minimal': False, 'source_label': '1386.4.a.d.1.1', 'source_level': 1386, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 22517998203961806, 'target_is_minimal': True, 'target_label': '462.4.a.f.1.1', 'target_level': 462, 'twist_class_label': '462.4.a.f.1.1', 'twist_class_level': 462, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 4}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 1911900
{'charpoly_factorization': [[[2, 1], 1]], 'hecke_orbit_code': 13510798949221738, 'p': 2}
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id: 1911901
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 13510798949221738, 'p': 3}
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id: 1911902
{'charpoly_factorization': [[[1, 1], 1]], 'hecke_orbit_code': 13510798949221738, 'p': 5}
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id: 1911903
{'charpoly_factorization': [[[7, 1], 1]], 'hecke_orbit_code': 13510798949221738, 'p': 7}
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id: 1911904
{'charpoly_factorization': [[[-11, 1], 1]], 'hecke_orbit_code': 13510798949221738, 'p': 11}
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id: 1911905
{'charpoly_factorization': [[[43, 1], 1]], 'hecke_orbit_code': 13510798949221738, 'p': 13}
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id: 1911906
{'charpoly_factorization': [[[100, 1], 1]], 'hecke_orbit_code': 13510798949221738, 'p': 17}
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id: 1911907
{'charpoly_factorization': [[[87, 1], 1]], 'hecke_orbit_code': 13510798949221738, 'p': 19}
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id: 1911908
{'charpoly_factorization': [[[-58, 1], 1]], 'hecke_orbit_code': 13510798949221738, 'p': 23}
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id: 1911909
{'charpoly_factorization': [[[-223, 1], 1]], 'hecke_orbit_code': 13510798949221738, 'p': 29}
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id: 1911910
{'charpoly_factorization': [[[-88, 1], 1]], 'hecke_orbit_code': 13510798949221738, 'p': 31}
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id: 1911911
{'charpoly_factorization': [[[-37, 1], 1]], 'hecke_orbit_code': 13510798949221738, 'p': 37}
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id: 1911912
{'charpoly_factorization': [[[128, 1], 1]], 'hecke_orbit_code': 13510798949221738, 'p': 41}
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id: 1911913
{'charpoly_factorization': [[[458, 1], 1]], 'hecke_orbit_code': 13510798949221738, 'p': 43}
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id: 1911914
{'charpoly_factorization': [[[-341, 1], 1]], 'hecke_orbit_code': 13510798949221738, 'p': 47}
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id: 1911915
{'charpoly_factorization': [[[-342, 1], 1]], 'hecke_orbit_code': 13510798949221738, 'p': 53}
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id: 1911916
{'charpoly_factorization': [[[-105, 1], 1]], 'hecke_orbit_code': 13510798949221738, 'p': 59}
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id: 1911917
{'charpoly_factorization': [[[-190, 1], 1]], 'hecke_orbit_code': 13510798949221738, 'p': 61}
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id: 1911918
{'charpoly_factorization': [[[579, 1], 1]], 'hecke_orbit_code': 13510798949221738, 'p': 67}
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id: 1911919
{'charpoly_factorization': [[[128, 1], 1]], 'hecke_orbit_code': 13510798949221738, 'p': 71}
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id: 1911920
{'charpoly_factorization': [[[161, 1], 1]], 'hecke_orbit_code': 13510798949221738, 'p': 73}
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id: 1911921
{'charpoly_factorization': [[[396, 1], 1]], 'hecke_orbit_code': 13510798949221738, 'p': 79}
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id: 1911922
{'charpoly_factorization': [[[-420, 1], 1]], 'hecke_orbit_code': 13510798949221738, 'p': 83}
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id: 1911923
{'charpoly_factorization': [[[-798, 1], 1]], 'hecke_orbit_code': 13510798949221738, 'p': 89}
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id: 1911924
{'charpoly_factorization': [[[-1414, 1], 1]], 'hecke_orbit_code': 13510798949221738, 'p': 97}
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 4, 'label': '1386.4.a.d', 'level': 1386, 'portrait': 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', 'weight': 4}
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mf_hecke_traces • Show schema
Hide schema
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id: 135147000
{'hecke_orbit_code': 13510798949221738, 'n': 1, 'trace_an': 1}
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id: 135147001
{'hecke_orbit_code': 13510798949221738, 'n': 2, 'trace_an': -2}
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id: 135147002
{'hecke_orbit_code': 13510798949221738, 'n': 3, 'trace_an': 0}
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id: 135147003
{'hecke_orbit_code': 13510798949221738, 'n': 4, 'trace_an': 4}
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id: 135147004
{'hecke_orbit_code': 13510798949221738, 'n': 5, 'trace_an': -1}
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id: 135147005
{'hecke_orbit_code': 13510798949221738, 'n': 6, 'trace_an': 0}
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id: 135147006
{'hecke_orbit_code': 13510798949221738, 'n': 7, 'trace_an': -7}
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id: 135147007
{'hecke_orbit_code': 13510798949221738, 'n': 8, 'trace_an': -8}
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id: 135147008
{'hecke_orbit_code': 13510798949221738, 'n': 9, 'trace_an': 0}
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id: 135147009
{'hecke_orbit_code': 13510798949221738, 'n': 10, 'trace_an': 2}
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id: 135147010
{'hecke_orbit_code': 13510798949221738, 'n': 11, 'trace_an': 11}
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id: 135147011
{'hecke_orbit_code': 13510798949221738, 'n': 12, 'trace_an': 0}
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id: 135147012
{'hecke_orbit_code': 13510798949221738, 'n': 13, 'trace_an': -43}
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id: 135147013
{'hecke_orbit_code': 13510798949221738, 'n': 14, 'trace_an': 14}
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id: 135147014
{'hecke_orbit_code': 13510798949221738, 'n': 15, 'trace_an': 0}
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id: 135147015
{'hecke_orbit_code': 13510798949221738, 'n': 16, 'trace_an': 16}
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id: 135147016
{'hecke_orbit_code': 13510798949221738, 'n': 17, 'trace_an': -100}
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id: 135147017
{'hecke_orbit_code': 13510798949221738, 'n': 18, 'trace_an': 0}
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id: 135147018
{'hecke_orbit_code': 13510798949221738, 'n': 19, 'trace_an': -87}
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id: 135147019
{'hecke_orbit_code': 13510798949221738, 'n': 20, 'trace_an': -4}
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