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{'Nk2': 15456, 'analytic_conductor': 56.99584506554543, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [3, -1], [7, 1], [23, -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': [966, 1, [323, 829, 925], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 3, 'field_disc': 2981, 'field_disc_factorization': [[11, 1], [271, 1]], 'field_poly': [14, -11, -1, 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, [-724, -29, 15, 1]]], 'hecke_orbit': 7, 'hecke_orbit_code': 27021597831332806, 'hecke_ring_generator_nbound': 11, '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': '966.4.a.g', 'level': 966, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 3, 7, 23], 'level_radical': 966, 'minimal_twist': '966.4.a.g', 'nf_label': '3.3.2981.1', 'prim_orbit_index': 1, 'qexp_display': 'q+2q^{2}+3q^{3}+4q^{4}+(-4-3\\beta _{1}+\\cdots)q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 3, 'rm_discs': [], 'sato_tate_group': '3.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '966.4.a', 'trace_display': [6, 9, -15, -21], 'trace_hash': 1797836688477985363, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.876', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '22.292', 'prec': 20}, 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mf_hecke_nf • Show schema
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'hecke_orbit_code': 27021597831332806, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1, 1], 'hecke_ring_inverse_denominators': [1, 1, 1], 'hecke_ring_inverse_numerators': [[1, 0, 0], [0, 1, 0], [8, -1, 1]], 'hecke_ring_numerators': [[1, 0, 0], [0, 1, 0], [-8, 1, 1]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 3, 'label': '966.4.a.g', 'level': 966, 'maxp': 2999, 'weight': 4}
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{'AL_dims': [[[[2, 1], [3, 1], [7, 1], [23, 1]], 5, 1], [[[2, -1], [3, -1], [7, -1], [23, -1]], 6, 1], [[[2, 1], [3, 1], [7, -1], [23, -1]], 4, 1], [[[2, 1], [3, 1], [7, -1], [23, 1]], 5, 1], [[[2, -1], [3, -1], [7, -1], [23, 1]], 2, 1], [[[2, -1], [3, 1], [7, -1], [23, -1]], 4, 1], [[[2, 1], [3, -1], [7, -1], [23, -1]], 3, 1], [[[2, -1], [3, -1], [7, 1], [23, -1]], 3, 1], [[[2, 1], [3, -1], [7, 1], [23, -1]], 5, 1], [[[2, 1], [3, -1], [7, -1], [23, 1]], 6, 2], [[[2, -1], [3, 1], [7, -1], [23, 1]], 4, 2], [[[2, 1], [3, -1], [7, 1], [23, 1]], 4, 1], [[[2, -1], [3, 1], [7, 1], [23, -1]], 5, 1], [[[2, -1], [3, -1], [7, 1], [23, 1]], 5, 1], [[[2, 1], [3, 1], [7, 1], [23, -1]], 4, 1], [[[2, -1], [3, 1], [7, 1], [23, 1]], 3, 1]], 'ALdims': [5, 4, 5, 4, 4, 5, 6, 3, 3, 5, 4, 4, 5, 3, 2, 6], 'Nk2': 15456, 'analytic_conductor': 56.99584506554543, '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': [966, 1, [323, 829, 925], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 568, 'dim': 68, 'eis_dim': 16, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 67109830, 'hecke_orbit_dims': [1, 1, 2, 3, 3, 3, 3, 4, 4, 4, 4, 5, 5, 5, 5, 5, 5, 6], 'label': '966.4.a', 'level': 966, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 3, 7, 23], 'level_radical': 966, 'mf_dim': 584, 'mf_new_dim': 68, 'num_forms': 18, 'plus_dim': 40, 'prim_orbit_index': 1, 'relative_dim': 68, 'sturm_bound': 768, 'trace_bound': 5, 'trace_display': [-8, 0, -40, 0], 'traces': [68, -8, 0, 272, -40, 0, 0, -32, 612, -80, 0, 0, -104, 0, 0, 1088, -136, -72, 0, -160, 0, 0, 0, 0, 1700, 144, 0, 0, -24, 0, 480, -128, 384, -304, 0, 2448, -104, 0, 0, -320, -56, 0, 448, 0, -360, 368, 1040, 0, 3332, -856, -480, -416, 2136, 0, 4240, 0, 1536, 0, 2512, 0, -1944, 704, 0, 4352, 1776, 0, 2928, -544, 0, 560, 1280, -288, -2504, -1456, 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4, 'weight_parity': 1}
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mf_twists_nf • Show schema
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{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 7, 'source_is_minimal': True, 'source_label': '966.4.a.g', 'source_level': 966, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 7, 'target_is_minimal': True, 'target_label': '966.4.a.g', 'target_level': 966, 'twist_class_label': '966.4.a.g', 'twist_class_level': 966, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 4}
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mf_hecke_charpolys • Show schema
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id: 1546075
{'charpoly_factorization': [[[-2, 1], 3]], 'hecke_orbit_code': 27021597831332806, 'p': 2}
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id: 1546076
{'charpoly_factorization': [[[-3, 1], 3]], 'hecke_orbit_code': 27021597831332806, 'p': 3}
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id: 1546077
{'charpoly_factorization': [[[-724, -29, 15, 1], 1]], 'hecke_orbit_code': 27021597831332806, 'p': 5}
-
id: 1546078
{'charpoly_factorization': [[[7, 1], 3]], 'hecke_orbit_code': 27021597831332806, 'p': 7}
-
id: 1546079
{'charpoly_factorization': [[[-13302, 345, 64, 1], 1]], 'hecke_orbit_code': 27021597831332806, 'p': 11}
-
id: 1546080
{'charpoly_factorization': [[[-12574, -4983, 5, 1], 1]], 'hecke_orbit_code': 27021597831332806, 'p': 13}
-
id: 1546081
{'charpoly_factorization': [[[-191502, 623, 130, 1], 1]], 'hecke_orbit_code': 27021597831332806, 'p': 17}
-
id: 1546082
{'charpoly_factorization': [[[-43698, 781, 84, 1], 1]], 'hecke_orbit_code': 27021597831332806, 'p': 19}
-
id: 1546083
{'charpoly_factorization': [[[-23, 1], 3]], 'hecke_orbit_code': 27021597831332806, 'p': 23}
-
id: 1546084
{'charpoly_factorization': [[[-1156106, 11285, 308, 1], 1]], 'hecke_orbit_code': 27021597831332806, 'p': 29}
-
id: 1546085
{'charpoly_factorization': [[[54208, 6457, 198, 1], 1]], 'hecke_orbit_code': 27021597831332806, 'p': 31}
-
id: 1546086
{'charpoly_factorization': [[[8317188, 145431, 696, 1], 1]], 'hecke_orbit_code': 27021597831332806, 'p': 37}
-
id: 1546087
{'charpoly_factorization': [[[-69517986, -189221, 362, 1], 1]], 'hecke_orbit_code': 27021597831332806, 'p': 41}
-
id: 1546088
{'charpoly_factorization': [[[-4835406, 48869, 517, 1], 1]], 'hecke_orbit_code': 27021597831332806, 'p': 43}
-
id: 1546089
{'charpoly_factorization': [[[14549376, -100340, -234, 1], 1]], 'hecke_orbit_code': 27021597831332806, 'p': 47}
-
id: 1546090
{'charpoly_factorization': [[[19323144, -165699, 75, 1], 1]], 'hecke_orbit_code': 27021597831332806, 'p': 53}
-
id: 1546091
{'charpoly_factorization': [[[150787736, -484007, -139, 1], 1]], 'hecke_orbit_code': 27021597831332806, 'p': 59}
-
id: 1546092
{'charpoly_factorization': [[[-31862708, -563271, 147, 1], 1]], 'hecke_orbit_code': 27021597831332806, 'p': 61}
-
id: 1546093
{'charpoly_factorization': [[[3632114, -298677, 279, 1], 1]], 'hecke_orbit_code': 27021597831332806, 'p': 67}
-
id: 1546094
{'charpoly_factorization': [[[-41953208, -213279, 463, 1], 1]], 'hecke_orbit_code': 27021597831332806, 'p': 71}
-
id: 1546095
{'charpoly_factorization': [[[-61538418, -386097, -170, 1], 1]], 'hecke_orbit_code': 27021597831332806, 'p': 73}
-
id: 1546096
{'charpoly_factorization': [[[-506361848, 421705, 1906, 1], 1]], 'hecke_orbit_code': 27021597831332806, 'p': 79}
-
id: 1546097
{'charpoly_factorization': [[[-820731062, -877419, 1036, 1], 1]], 'hecke_orbit_code': 27021597831332806, 'p': 83}
-
id: 1546098
{'charpoly_factorization': [[[39499362, -422701, 445, 1], 1]], 'hecke_orbit_code': 27021597831332806, 'p': 89}
-
id: 1546099
{'charpoly_factorization': [[[19029086, -168125, -454, 1], 1]], 'hecke_orbit_code': 27021597831332806, 'p': 97}
-
mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 7, 'label': '966.4.a.g', 'level': 966, 'portrait': 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', 'weight': 4}
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mf_hecke_traces • Show schema
Hide schema
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id: 180562000
{'hecke_orbit_code': 27021597831332806, 'n': 1, 'trace_an': 3}
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id: 180562001
{'hecke_orbit_code': 27021597831332806, 'n': 2, 'trace_an': 6}
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id: 180562002
{'hecke_orbit_code': 27021597831332806, 'n': 3, 'trace_an': 9}
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id: 180562003
{'hecke_orbit_code': 27021597831332806, 'n': 4, 'trace_an': 12}
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id: 180562004
{'hecke_orbit_code': 27021597831332806, 'n': 5, 'trace_an': -15}
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id: 180562005
{'hecke_orbit_code': 27021597831332806, 'n': 6, 'trace_an': 18}
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id: 180562006
{'hecke_orbit_code': 27021597831332806, 'n': 7, 'trace_an': -21}
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id: 180562007
{'hecke_orbit_code': 27021597831332806, 'n': 8, 'trace_an': 24}
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id: 180562008
{'hecke_orbit_code': 27021597831332806, 'n': 9, 'trace_an': 27}
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id: 180562009
{'hecke_orbit_code': 27021597831332806, 'n': 10, 'trace_an': -30}
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id: 180562010
{'hecke_orbit_code': 27021597831332806, 'n': 11, 'trace_an': -64}
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id: 180562011
{'hecke_orbit_code': 27021597831332806, 'n': 12, 'trace_an': 36}
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id: 180562012
{'hecke_orbit_code': 27021597831332806, 'n': 13, 'trace_an': -5}
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id: 180562013
{'hecke_orbit_code': 27021597831332806, 'n': 14, 'trace_an': -42}
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id: 180562014
{'hecke_orbit_code': 27021597831332806, 'n': 15, 'trace_an': -45}
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id: 180562015
{'hecke_orbit_code': 27021597831332806, 'n': 16, 'trace_an': 48}
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id: 180562016
{'hecke_orbit_code': 27021597831332806, 'n': 17, 'trace_an': -130}
-
id: 180562017
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id: 180562018
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id: 180562022
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id: 180562023
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id: 180562024
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id: 180562025
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id: 180562026
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id: 180562035
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id: 180562041
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id: 180562116
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id: 180562117
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id: 180562119
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id: 180562120
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id: 180562121
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{'hecke_orbit_code': 27021597831332806, 'n': 975, 'trace_an': 6936}
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id: 180562975
{'hecke_orbit_code': 27021597831332806, 'n': 976, 'trace_an': -2352}
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id: 180562976
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id: 180562977
{'hecke_orbit_code': 27021597831332806, 'n': 978, 'trace_an': -18282}
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id: 180562978
{'hecke_orbit_code': 27021597831332806, 'n': 979, 'trace_an': -33285}
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id: 180562979
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id: 180562980
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id: 180562981
{'hecke_orbit_code': 27021597831332806, 'n': 982, 'trace_an': 68714}
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id: 180562982
{'hecke_orbit_code': 27021597831332806, 'n': 983, 'trace_an': 6114}
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id: 180562983
{'hecke_orbit_code': 27021597831332806, 'n': 984, 'trace_an': -8688}
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id: 180562984
{'hecke_orbit_code': 27021597831332806, 'n': 985, 'trace_an': -31002}
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id: 180562985
{'hecke_orbit_code': 27021597831332806, 'n': 986, 'trace_an': -12992}
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id: 180562986
{'hecke_orbit_code': 27021597831332806, 'n': 987, 'trace_an': -4914}
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id: 180562987
{'hecke_orbit_code': 27021597831332806, 'n': 988, 'trace_an': -20188}
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id: 180562988
{'hecke_orbit_code': 27021597831332806, 'n': 989, 'trace_an': -11891}
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id: 180562989
{'hecke_orbit_code': 27021597831332806, 'n': 990, 'trace_an': -5274}
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id: 180562990
{'hecke_orbit_code': 27021597831332806, 'n': 991, 'trace_an': -16213}
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id: 180562991
{'hecke_orbit_code': 27021597831332806, 'n': 992, 'trace_an': -6336}
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id: 180562992
{'hecke_orbit_code': 27021597831332806, 'n': 993, 'trace_an': -8496}
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id: 180562993
{'hecke_orbit_code': 27021597831332806, 'n': 994, 'trace_an': 6482}
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id: 180562994
{'hecke_orbit_code': 27021597831332806, 'n': 995, 'trace_an': -91659}
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id: 180562995
{'hecke_orbit_code': 27021597831332806, 'n': 996, 'trace_an': -12432}
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id: 180562996
{'hecke_orbit_code': 27021597831332806, 'n': 997, 'trace_an': 12436}
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id: 180562997
{'hecke_orbit_code': 27021597831332806, 'n': 998, 'trace_an': -17742}
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id: 180562998
{'hecke_orbit_code': 27021597831332806, 'n': 999, 'trace_an': -18792}
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id: 180562999
{'hecke_orbit_code': 27021597831332806, 'n': 1000, 'trace_an': 9936}