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{'Nk2': 400, 'analytic_conductor': 2.2881669655638075, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [], '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': [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': [], 'hecke_orbit': 1, 'hecke_orbit_code': 335544321, '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': True, 'label': '1.20.a.a', 'level': 1, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': True, 'level_is_squarefree': True, 'level_primes': [], 'level_radical': 1, 'minimal_twist': '1.20.a.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+456q^{2}+50652q^{3}-316352q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '19.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '1.20.a', 'trace_display': [456, 50652, -2377410, -16917544], 'trace_hash': 1309468426988552452, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.009', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.979', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.930', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.788', 'prec': 17}], 'trace_zratio': 0, 'traces': [1, 456, 50652, 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-
mf_hecke_nf • Show schema
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-
mf_newspaces • Show schema
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{'AL_dims': [[[], 1, 1]], 'ALdims': [], 'Nk2': 400, 'analytic_conductor': 2.2881669655638075, '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': [1, 1, [], []], 'conrey_index': 1, 'cusp_dim': 1, 'dim': 1, 'eis_dim': 1, 'eis_new_dim': 1, 'hecke_cutter_primes': [], 'hecke_orbit_code': 335544321, 'hecke_orbit_dims': [1], 'label': '1.20.a', 'level': 1, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': True, 'level_is_squarefree': True, 'level_primes': [], 'level_radical': 1, 'mf_dim': 2, 'mf_new_dim': 2, 'num_forms': 1, 'plus_dim': 1, 'prim_orbit_index': 1, 'relative_dim': 1, 'sturm_bound': 1, 'trace_bound': 0, 'trace_display': [456, 50652, -2377410, -16917544], 'traces': [1, 456, 50652, -316352, -2377410, 23097312, -16917544, -383331840, 1403363637, -1084098960, -16212108, -16023861504, 50421615062, -7714400064, -120420571320, -8939761664, 225070099506, 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mf_twists_nf • Show schema
Hide schema
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id: 40
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '1.20.a.a', 'source_level': 1, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '1.20.a.a', 'target_level': 1, 'twist_class_label': '1.20.a.a', 'twist_class_level': 1, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 20}
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id: 41
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '1.20.a.a', 'source_level': 1, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '9.20.a.a', 'target_level': 9, 'twist_class_label': '1.20.a.a', 'twist_class_level': 1, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 20}
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id: 42
{'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '1.20.a.a', 'source_level': 1, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '16.20.a.a', 'target_level': 16, 'twist_class_label': '1.20.a.a', 'twist_class_level': 1, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 20}
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id: 43
{'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '1.20.a.a', 'source_level': 1, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '25.20.a.a', 'target_level': 25, 'twist_class_label': '1.20.a.a', 'twist_class_level': 1, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 20}
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id: 44
{'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '1.20.a.a', 'source_level': 1, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '25.20.b.a', 'target_level': 25, 'twist_class_label': '1.20.a.a', 'twist_class_level': 1, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 20}
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id: 45
{'conductor': 7, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '1.20.a.a', 'source_level': 1, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '49.20.a.b', 'target_level': 49, 'twist_class_label': '1.20.a.a', 'twist_class_level': 1, 'twisting_char_label': '7.b', 'twisting_char_orbit': 2, 'weight': 20}
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id: 46
{'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '1.20.a.a', 'source_level': 1, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '64.20.a.b', 'target_level': 64, 'twist_class_label': '1.20.a.a', 'twist_class_level': 1, 'twisting_char_label': '8.b', 'twisting_char_orbit': 2, 'weight': 20}
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id: 47
{'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '1.20.a.a', 'source_level': 1, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 8, 'target_is_minimal': False, 'target_label': '64.20.a.h', 'target_level': 64, 'twist_class_label': '1.20.a.a', 'twist_class_level': 1, 'twisting_char_label': '8.d', 'twisting_char_orbit': 4, 'weight': 20}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 75
{'charpoly_factorization': [[[-456, 1], 1]], 'hecke_orbit_code': 335544321, 'p': 2}
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id: 76
{'charpoly_factorization': [[[-50652, 1], 1]], 'hecke_orbit_code': 335544321, 'p': 3}
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id: 77
{'charpoly_factorization': [[[2377410, 1], 1]], 'hecke_orbit_code': 335544321, 'p': 5}
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id: 78
{'charpoly_factorization': [[[16917544, 1], 1]], 'hecke_orbit_code': 335544321, 'p': 7}
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id: 79
{'charpoly_factorization': [[[16212108, 1], 1]], 'hecke_orbit_code': 335544321, 'p': 11}
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id: 80
{'charpoly_factorization': [[[-50421615062, 1], 1]], 'hecke_orbit_code': 335544321, 'p': 13}
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id: 81
{'charpoly_factorization': [[[-225070099506, 1], 1]], 'hecke_orbit_code': 335544321, 'p': 17}
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id: 82
{'charpoly_factorization': [[[1710278572660, 1], 1]], 'hecke_orbit_code': 335544321, 'p': 19}
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id: 83
{'charpoly_factorization': [[[-14036534788872, 1], 1]], 'hecke_orbit_code': 335544321, 'p': 23}
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id: 84
{'charpoly_factorization': [[[-1137835269510, 1], 1]], 'hecke_orbit_code': 335544321, 'p': 29}
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id: 85
{'charpoly_factorization': [[[104626880141728, 1], 1]], 'hecke_orbit_code': 335544321, 'p': 31}
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id: 86
{'charpoly_factorization': [[[169392327370594, 1], 1]], 'hecke_orbit_code': 335544321, 'p': 37}
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id: 87
{'charpoly_factorization': [[[3309984750560838, 1], 1]], 'hecke_orbit_code': 335544321, 'p': 41}
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id: 88
{'charpoly_factorization': [[[-1127913532193492, 1], 1]], 'hecke_orbit_code': 335544321, 'p': 43}
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id: 89
{'charpoly_factorization': [[[-3498693987674256, 1], 1]], 'hecke_orbit_code': 335544321, 'p': 47}
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id: 90
{'charpoly_factorization': [[[-29956294112980302, 1], 1]], 'hecke_orbit_code': 335544321, 'p': 53}
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id: 91
{'charpoly_factorization': [[[-58391397642732420, 1], 1]], 'hecke_orbit_code': 335544321, 'p': 59}
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id: 92
{'charpoly_factorization': [[[-23373685132672742, 1], 1]], 'hecke_orbit_code': 335544321, 'p': 61}
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id: 93
{'charpoly_factorization': [[[205102524257382244, 1], 1]], 'hecke_orbit_code': 335544321, 'p': 67}
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id: 94
{'charpoly_factorization': [[[177902341950417768, 1], 1]], 'hecke_orbit_code': 335544321, 'p': 71}
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id: 95
{'charpoly_factorization': [[[-299853775038660122, 1], 1]], 'hecke_orbit_code': 335544321, 'p': 73}
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id: 96
{'charpoly_factorization': [[[92227090144007440, 1], 1]], 'hecke_orbit_code': 335544321, 'p': 79}
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id: 97
{'charpoly_factorization': [[[-1208542823470585932, 1], 1]], 'hecke_orbit_code': 335544321, 'p': 83}
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id: 98
{'charpoly_factorization': [[[-4371201192290304330, 1], 1]], 'hecke_orbit_code': 335544321, 'p': 89}
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id: 99
{'charpoly_factorization': [[[635013222218448094, 1], 1]], 'hecke_orbit_code': 335544321, 'p': 97}
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 1, 'label': '1.20.a.a', 'level': 1, 'portrait': 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', 'weight': 20}
-
mf_hecke_traces • Show schema
Hide schema
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id: 15366000
{'hecke_orbit_code': 335544321, 'n': 1, 'trace_an': 1}
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id: 15366001
{'hecke_orbit_code': 335544321, 'n': 2, 'trace_an': 456}
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id: 15366002
{'hecke_orbit_code': 335544321, 'n': 3, 'trace_an': 50652}
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id: 15366003
{'hecke_orbit_code': 335544321, 'n': 4, 'trace_an': -316352}
-
id: 15366004
{'hecke_orbit_code': 335544321, 'n': 5, 'trace_an': -2377410}
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id: 15366005
{'hecke_orbit_code': 335544321, 'n': 6, 'trace_an': 23097312}
-
id: 15366006
{'hecke_orbit_code': 335544321, 'n': 7, 'trace_an': -16917544}
-
id: 15366007
{'hecke_orbit_code': 335544321, 'n': 8, 'trace_an': -383331840}
-
id: 15366008
{'hecke_orbit_code': 335544321, 'n': 9, 'trace_an': 1403363637}
-
id: 15366009
{'hecke_orbit_code': 335544321, 'n': 10, 'trace_an': -1084098960}
-
id: 15366010
{'hecke_orbit_code': 335544321, 'n': 11, 'trace_an': -16212108}
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id: 15366011
{'hecke_orbit_code': 335544321, 'n': 12, 'trace_an': -16023861504}
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id: 15366012
{'hecke_orbit_code': 335544321, 'n': 13, 'trace_an': 50421615062}
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id: 15366013
{'hecke_orbit_code': 335544321, 'n': 14, 'trace_an': -7714400064}
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id: 15366014
{'hecke_orbit_code': 335544321, 'n': 15, 'trace_an': -120420571320}
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id: 15366015
{'hecke_orbit_code': 335544321, 'n': 16, 'trace_an': -8939761664}
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id: 15366016
{'hecke_orbit_code': 335544321, 'n': 17, 'trace_an': 225070099506}
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id: 15366017
{'hecke_orbit_code': 335544321, 'n': 18, 'trace_an': 639933818472}
-
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