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{'Nk2': 24012, 'analytic_conductor': 47.934196333374615, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, -1], [23, 1], [29, 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': [6003, 1, [668, 3133, 4555], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 5, 'field_disc': 312617, 'field_disc_factorization': [[312617, 1]], 'field_poly': [-3, -1, 11, -5, -2, 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, [-19, 11, 13, -7, -2, 1]], [5, [-57, 17, 28, -9, -3, 1]]], 'hecke_orbit': 8, 'hecke_orbit_code': 31525197425153907, 'hecke_ring_generator_nbound': 2, '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': '6003.2.a.h', 'level': 6003, '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': [3, 23, 29], 'level_radical': 2001, 'minimal_twist': '2001.2.a.h', 'nf_label': '5.5.312617.1', 'prim_orbit_index': 1, 'qexp_display': 'q+\\beta _{3}q^{2}+(2-\\beta _{1})q^{4}+(1-\\beta _{1}-\\beta _{2}+\\cdots)q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 5, 'rm_discs': [], 'sato_tate_group': '1.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '6003.2.a', 'trace_display': [2, 0, 3, -5], 'trace_hash': 105737029763883229, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.059', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.501', 'prec': 17}, 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3, 'embedding_m': 3, 'embedding_root_imag': 0.0, 'embedding_root_real': 2.2609298198993697, 'hecke_orbit': 8, 'hecke_orbit_code': 31525197425153907, 'label': '6003.2.a.h.1.3', 'level': 6003, 'weight': 2}
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mf_newspaces • Show schema
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{'ALdims': [22, 30, 30, 22, 39, 38, 35, 42], 'Nk2': 24012, 'analytic_conductor': 47.934196333374615, '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': [6003, 1, [668, 3133, 4555], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 713, 'dim': 258, 'eis_dim': 15, 'eis_new_dim': 0, 'hecke_cutter_primes': [2, 5], 'hecke_orbit_code': 33560435, 'hecke_orbit_dims': [1, 1, 1, 2, 2, 2, 4, 5, 7, 7, 10, 10, 11, 12, 13, 14, 16, 16, 20, 22, 22, 30, 30], 'label': '6003.2.a', 'level': 6003, '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': [3, 23, 29], 'level_radical': 2001, 'mf_dim': 728, 'mf_new_dim': 258, 'num_forms': 23, 'plus_dim': 117, 'prim_orbit_index': 1, 'relative_dim': 258, 'sturm_bound': 1440, 'trace_bound': 5, 'trace_display': [2, 0, 0, 4], 'traces': 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mf_twists_cc • Show schema
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id: 46095104
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 5, 'source_embedding_index': 3, 'source_hecke_orbit_code': 31525197425153907, 'source_is_minimal': False, 'source_label': '6003.2.a.h.1.3', 'source_level': 6003, 'target_conrey_index': 1, 'target_dim': 5, 'target_embedding_index': 3, 'target_hecke_orbit_code': 31525197425153907, 'target_is_minimal': False, 'target_label': '6003.2.a.h.1.3', 'target_level': 6003, 'twist_class_label': '2001.2.a.h.1.3', 'twist_class_level': 2001, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 2}
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id: 46095105
{'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 5, 'source_embedding_index': 3, 'source_hecke_orbit_code': 31525197425153907, 'source_is_minimal': False, 'source_label': '6003.2.a.h.1.3', 'source_level': 6003, 'target_conrey_index': 1, 'target_dim': 5, 'target_embedding_index': 3, 'target_hecke_orbit_code': 31525197425149905, 'target_is_minimal': True, 'target_label': '2001.2.a.h.1.3', 'target_level': 2001, 'twist_class_label': '2001.2.a.h.1.3', 'twist_class_level': 2001, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 2}
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mf_hecke_charpolys • Show schema
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id: 4061575
{'charpoly_factorization': [[[-19, 11, 13, -7, -2, 1], 1]], 'hecke_orbit_code': 31525197425153907, 'p': 2}
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id: 4061576
{'charpoly_factorization': [[[0, 1], 5]], 'hecke_orbit_code': 31525197425153907, 'p': 3}
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id: 4061577
{'charpoly_factorization': [[[-57, 17, 28, -9, -3, 1], 1]], 'hecke_orbit_code': 31525197425153907, 'p': 5}
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id: 4061578
{'charpoly_factorization': [[[31, -1, -25, -2, 5, 1], 1]], 'hecke_orbit_code': 31525197425153907, 'p': 7}
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id: 4061579
{'charpoly_factorization': [[[1, -4, -7, 16, -8, 1], 1]], 'hecke_orbit_code': 31525197425153907, 'p': 11}
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id: 4061580
{'charpoly_factorization': [[[9, 29, 23, -4, -5, 1], 1]], 'hecke_orbit_code': 31525197425153907, 'p': 13}
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id: 4061581
{'charpoly_factorization': [[[3, -1, -11, -5, 2, 1], 1]], 'hecke_orbit_code': 31525197425153907, 'p': 17}
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id: 4061582
{'charpoly_factorization': [[[-563, -699, -246, -6, 9, 1], 1]], 'hecke_orbit_code': 31525197425153907, 'p': 19}
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id: 4061583
{'charpoly_factorization': [[[1, 1], 5]], 'hecke_orbit_code': 31525197425153907, 'p': 23}
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id: 4061584
{'charpoly_factorization': [[[1, 1], 5]], 'hecke_orbit_code': 31525197425153907, 'p': 29}
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id: 4061585
{'charpoly_factorization': [[[139, 206, -59, -40, 6, 1], 1]], 'hecke_orbit_code': 31525197425153907, 'p': 31}
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id: 4061586
{'charpoly_factorization': [[[-821, 204, 203, -24, -10, 1], 1]], 'hecke_orbit_code': 31525197425153907, 'p': 37}
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id: 4061587
{'charpoly_factorization': [[[921, -1307, 464, -21, -11, 1], 1]], 'hecke_orbit_code': 31525197425153907, 'p': 41}
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id: 4061588
{'charpoly_factorization': [[[7447, 1281, -626, -75, 9, 1], 1]], 'hecke_orbit_code': 31525197425153907, 'p': 43}
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id: 4061589
{'charpoly_factorization': [[[-49139, 3908, 1877, -145, -13, 1], 1]], 'hecke_orbit_code': 31525197425153907, 'p': 47}
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id: 4061590
{'charpoly_factorization': [[[-361, 551, -20, -49, 1, 1], 1]], 'hecke_orbit_code': 31525197425153907, 'p': 53}
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id: 4061591
{'charpoly_factorization': [[[-1824, -2896, -1408, -204, 6, 1], 1]], 'hecke_orbit_code': 31525197425153907, 'p': 59}
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id: 4061592
{'charpoly_factorization': [[[-281, -4217, 863, 84, -23, 1], 1]], 'hecke_orbit_code': 31525197425153907, 'p': 61}
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id: 4061593
{'charpoly_factorization': [[[-513, -1733, -1483, -133, 10, 1], 1]], 'hecke_orbit_code': 31525197425153907, 'p': 67}
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id: 4061594
{'charpoly_factorization': [[[-57, 85, 119, 2, -11, 1], 1]], 'hecke_orbit_code': 31525197425153907, 'p': 71}
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id: 4061595
{'charpoly_factorization': [[[1317, -344, -669, 283, -31, 1], 1]], 'hecke_orbit_code': 31525197425153907, 'p': 73}
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id: 4061596
{'charpoly_factorization': [[[-2921, 332, 459, -62, -8, 1], 1]], 'hecke_orbit_code': 31525197425153907, 'p': 79}
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id: 4061597
{'charpoly_factorization': [[[-40743, 17965, -982, -285, 7, 1], 1]], 'hecke_orbit_code': 31525197425153907, 'p': 83}
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id: 4061598
{'charpoly_factorization': [[[687, -1279, 757, -150, 3, 1], 1]], 'hecke_orbit_code': 31525197425153907, 'p': 89}
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id: 4061599
{'charpoly_factorization': [[[4337, -5355, 2113, -268, -3, 1], 1]], 'hecke_orbit_code': 31525197425153907, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 8, 'label': '6003.2.a.h', 'level': 6003, 'portrait': 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', 'weight': 2}
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mf_hecke_traces • Show schema
Hide schema
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id: 188243000
{'hecke_orbit_code': 31525197425153907, 'n': 1, 'trace_an': 5}
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id: 188243001
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id: 188243984
{'hecke_orbit_code': 31525197425153907, 'n': 985, 'trace_an': 12}
-
id: 188243985
{'hecke_orbit_code': 31525197425153907, 'n': 986, 'trace_an': -3}
-
id: 188243986
{'hecke_orbit_code': 31525197425153907, 'n': 987, 'trace_an': 0}
-
id: 188243987
{'hecke_orbit_code': 31525197425153907, 'n': 988, 'trace_an': -42}
-
id: 188243988
{'hecke_orbit_code': 31525197425153907, 'n': 989, 'trace_an': 9}
-
id: 188243989
{'hecke_orbit_code': 31525197425153907, 'n': 990, 'trace_an': 0}
-
id: 188243990
{'hecke_orbit_code': 31525197425153907, 'n': 991, 'trace_an': -95}
-
id: 188243991
{'hecke_orbit_code': 31525197425153907, 'n': 992, 'trace_an': -97}
-
id: 188243992
{'hecke_orbit_code': 31525197425153907, 'n': 993, 'trace_an': 0}
-
id: 188243993
{'hecke_orbit_code': 31525197425153907, 'n': 994, 'trace_an': 17}
-
id: 188243994
{'hecke_orbit_code': 31525197425153907, 'n': 995, 'trace_an': 11}
-
id: 188243995
{'hecke_orbit_code': 31525197425153907, 'n': 996, 'trace_an': 0}
-
id: 188243996
{'hecke_orbit_code': 31525197425153907, 'n': 997, 'trace_an': -43}
-
id: 188243997
{'hecke_orbit_code': 31525197425153907, 'n': 998, 'trace_an': -47}
-
id: 188243998
{'hecke_orbit_code': 31525197425153907, 'n': 999, 'trace_an': 0}
-
id: 188243999
{'hecke_orbit_code': 31525197425153907, 'n': 1000, 'trace_an': -98}