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{'Nk2': 5292, 'analytic_conductor': 23.57642151250815, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, 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': [147, 1, [50, 52], [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': [[2, [-5, 1]], [5, [94, 1]]], 'hecke_orbit': 6, 'hecke_orbit_code': 22517998237515923, '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': '147.6.a.f', 'level': 147, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 7], 'level_radical': 21, 'minimal_twist': '21.6.a.c', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+5q^{2}-9q^{3}-7q^{4}-94q^{5}-45q^{6}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '147.6.a', 'trace_display': [5, -9, -94, 0], 'trace_hash': 480118488774021212, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.006', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.994', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.023', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.977', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.043', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.886', 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mf_hecke_nf • Show schema
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[-243807188], [-505199574], [-693230364], [131655768]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 22517998237515923, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '147.6.a.f', 'level': 147, 'maxp': 2999, 'weight': 6}
-
mf_newspaces • Show schema
Hide schema
{'AL_dims': [[[[3, -1], [7, -1]], 7, 5], [[[3, 1], [7, -1]], 9, 5], [[[3, -1], [7, 1]], 10, 2], [[[3, 1], [7, 1]], 9, 3]], 'ALdims': [9, 9, 10, 7], 'Nk2': 5292, 'analytic_conductor': 23.57642151250815, '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': [147, 1, [50, 52], [1, 1]], 'conrey_index': 1, 'cusp_dim': 86, 'dim': 35, 'eis_dim': 16, 'eis_new_dim': 0, 'hecke_cutter_primes': [2, 5], 'hecke_orbit_code': 100663443, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 4, 4, 6, 6], 'label': '147.6.a', 'level': 147, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 7], 'level_radical': 21, 'mf_dim': 102, 'mf_new_dim': 35, 'num_forms': 15, 'plus_dim': 16, 'prim_orbit_index': 1, 'relative_dim': 35, 'sturm_bound': 112, 'trace_bound': 4, 'trace_display': [-2, -9, -38, 0], 'traces': [35, -2, -9, 624, 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mf_twists_nf • Show schema
Hide schema
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id: 125610
{'conductor': 7, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '147.6.a.f', 'source_level': 147, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': True, 'target_label': '21.6.a.c', 'target_level': 21, 'twist_class_label': '21.6.a.c', 'twist_class_level': 21, 'twisting_char_label': '7.b', 'twisting_char_orbit': 2, 'weight': 6}
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id: 125611
{'conductor': 21, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '147.6.a.f', 'source_level': 147, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '63.6.a.b', 'target_level': 63, 'twist_class_label': '21.6.a.c', 'twist_class_level': 21, 'twisting_char_label': '21.c', 'twisting_char_orbit': 3, 'weight': 6}
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id: 125612
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '147.6.a.f', 'source_level': 147, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '147.6.a.f', 'target_level': 147, 'twist_class_label': '21.6.a.c', 'twist_class_level': 21, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 6}
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id: 125613
{'conductor': 7, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '147.6.a.f', 'source_level': 147, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '147.6.e.c', 'target_level': 147, 'twist_class_label': '21.6.a.c', 'twist_class_level': 21, 'twisting_char_label': '7.d', 'twisting_char_orbit': 4, 'weight': 6}
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id: 125614
{'conductor': 7, 'degree': 2, 'multiplicity': 2, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '147.6.a.f', 'source_level': 147, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '147.6.e.d', 'target_level': 147, 'twist_class_label': '21.6.a.c', 'twist_class_level': 21, 'twisting_char_label': '7.c', 'twisting_char_orbit': 3, 'weight': 6}
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id: 125615
{'conductor': 28, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '147.6.a.f', 'source_level': 147, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 9, 'target_is_minimal': False, 'target_label': '336.6.a.i', 'target_level': 336, 'twist_class_label': '21.6.a.c', 'twist_class_level': 21, 'twisting_char_label': '28.d', 'twisting_char_orbit': 4, 'weight': 6}
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id: 125616
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '147.6.a.f', 'source_level': 147, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '441.6.a.c', 'target_level': 441, 'twist_class_label': '21.6.a.c', 'twist_class_level': 21, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 6}
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id: 125617
{'conductor': 35, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '147.6.a.f', 'source_level': 147, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '525.6.a.b', 'target_level': 525, 'twist_class_label': '21.6.a.c', 'twist_class_level': 21, 'twisting_char_label': '35.c', 'twisting_char_orbit': 3, 'weight': 6}
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id: 125618
{'conductor': 35, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '147.6.a.f', 'source_level': 147, 'target_char_orbit': 4, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '525.6.d.c', 'target_level': 525, 'twist_class_label': '21.6.a.c', 'twist_class_level': 21, 'twisting_char_label': '35.f', 'twisting_char_orbit': 6, 'weight': 6}
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id: 125619
{'conductor': 84, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '147.6.a.f', 'source_level': 147, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '1008.6.a.a', 'target_level': 1008, 'twist_class_label': '21.6.a.c', 'twist_class_level': 21, 'twisting_char_label': '84.h', 'twisting_char_orbit': 8, 'weight': 6}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 291700
{'charpoly_factorization': [[[-5, 1], 1]], 'hecke_orbit_code': 22517998237515923, 'p': 2}
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id: 291701
{'charpoly_factorization': [[[9, 1], 1]], 'hecke_orbit_code': 22517998237515923, 'p': 3}
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id: 291702
{'charpoly_factorization': [[[94, 1], 1]], 'hecke_orbit_code': 22517998237515923, 'p': 5}
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id: 291703
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 22517998237515923, 'p': 7}
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id: 291704
{'charpoly_factorization': [[[-52, 1], 1]], 'hecke_orbit_code': 22517998237515923, 'p': 11}
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id: 291705
{'charpoly_factorization': [[[-770, 1], 1]], 'hecke_orbit_code': 22517998237515923, 'p': 13}
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id: 291706
{'charpoly_factorization': [[[-2022, 1], 1]], 'hecke_orbit_code': 22517998237515923, 'p': 17}
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id: 291707
{'charpoly_factorization': [[[1732, 1], 1]], 'hecke_orbit_code': 22517998237515923, 'p': 19}
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id: 291708
{'charpoly_factorization': [[[576, 1], 1]], 'hecke_orbit_code': 22517998237515923, 'p': 23}
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id: 291709
{'charpoly_factorization': [[[-5518, 1], 1]], 'hecke_orbit_code': 22517998237515923, 'p': 29}
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id: 291710
{'charpoly_factorization': [[[6336, 1], 1]], 'hecke_orbit_code': 22517998237515923, 'p': 31}
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id: 291711
{'charpoly_factorization': [[[7338, 1], 1]], 'hecke_orbit_code': 22517998237515923, 'p': 37}
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id: 291712
{'charpoly_factorization': [[[-3262, 1], 1]], 'hecke_orbit_code': 22517998237515923, 'p': 41}
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id: 291713
{'charpoly_factorization': [[[-5420, 1], 1]], 'hecke_orbit_code': 22517998237515923, 'p': 43}
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id: 291714
{'charpoly_factorization': [[[864, 1], 1]], 'hecke_orbit_code': 22517998237515923, 'p': 47}
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id: 291715
{'charpoly_factorization': [[[-4182, 1], 1]], 'hecke_orbit_code': 22517998237515923, 'p': 53}
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id: 291716
{'charpoly_factorization': [[[-11220, 1], 1]], 'hecke_orbit_code': 22517998237515923, 'p': 59}
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id: 291717
{'charpoly_factorization': [[[-45602, 1], 1]], 'hecke_orbit_code': 22517998237515923, 'p': 61}
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id: 291718
{'charpoly_factorization': [[[-1396, 1], 1]], 'hecke_orbit_code': 22517998237515923, 'p': 67}
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id: 291719
{'charpoly_factorization': [[[-18720, 1], 1]], 'hecke_orbit_code': 22517998237515923, 'p': 71}
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id: 291720
{'charpoly_factorization': [[[46362, 1], 1]], 'hecke_orbit_code': 22517998237515923, 'p': 73}
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id: 291721
{'charpoly_factorization': [[[-97424, 1], 1]], 'hecke_orbit_code': 22517998237515923, 'p': 79}
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id: 291722
{'charpoly_factorization': [[[-81228, 1], 1]], 'hecke_orbit_code': 22517998237515923, 'p': 83}
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id: 291723
{'charpoly_factorization': [[[-3182, 1], 1]], 'hecke_orbit_code': 22517998237515923, 'p': 89}
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id: 291724
{'charpoly_factorization': [[[4914, 1], 1]], 'hecke_orbit_code': 22517998237515923, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 6, 'label': '147.6.a.f', 'level': 147, 'portrait': 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', 'weight': 6}
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mf_hecke_traces • Show schema
Hide schema
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id: 169430000
{'hecke_orbit_code': 22517998237515923, 'n': 1, 'trace_an': 1}
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id: 169430001
{'hecke_orbit_code': 22517998237515923, 'n': 2, 'trace_an': 5}
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id: 169430002
{'hecke_orbit_code': 22517998237515923, 'n': 3, 'trace_an': -9}
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id: 169430003
{'hecke_orbit_code': 22517998237515923, 'n': 4, 'trace_an': -7}
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id: 169430004
{'hecke_orbit_code': 22517998237515923, 'n': 5, 'trace_an': -94}
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id: 169430005
{'hecke_orbit_code': 22517998237515923, 'n': 6, 'trace_an': -45}
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id: 169430006
{'hecke_orbit_code': 22517998237515923, 'n': 7, 'trace_an': 0}
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id: 169430007
{'hecke_orbit_code': 22517998237515923, 'n': 8, 'trace_an': -195}
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id: 169430008
{'hecke_orbit_code': 22517998237515923, 'n': 9, 'trace_an': 81}
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id: 169430009
{'hecke_orbit_code': 22517998237515923, 'n': 10, 'trace_an': -470}
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id: 169430010
{'hecke_orbit_code': 22517998237515923, 'n': 11, 'trace_an': 52}
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id: 169430011
{'hecke_orbit_code': 22517998237515923, 'n': 12, 'trace_an': 63}
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id: 169430012
{'hecke_orbit_code': 22517998237515923, 'n': 13, 'trace_an': 770}
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id: 169430013
{'hecke_orbit_code': 22517998237515923, 'n': 14, 'trace_an': 0}
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id: 169430014
{'hecke_orbit_code': 22517998237515923, 'n': 15, 'trace_an': 846}
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id: 169430015
{'hecke_orbit_code': 22517998237515923, 'n': 16, 'trace_an': -751}
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id: 169430016
{'hecke_orbit_code': 22517998237515923, 'n': 17, 'trace_an': 2022}
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id: 169430017
{'hecke_orbit_code': 22517998237515923, 'n': 18, 'trace_an': 405}
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id: 169430018
{'hecke_orbit_code': 22517998237515923, 'n': 19, 'trace_an': -1732}
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id: 169430019
{'hecke_orbit_code': 22517998237515923, 'n': 20, 'trace_an': 658}
-
id: 169430020
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