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{'Nk2': 24892, 'analytic_conductor': 49.69090517784278, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[7, -1], [127, -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': [6223, 1, [5589, 638], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 38, 'fricke_eigenval': 1, 'has_non_self_twist': 0, 'hecke_cutters': [[2, [213, 2832, -60982, -121977, 1467907, 3239342, -11344048, -30058299, 40023305, 137503067, -68946692, -369497991, 36815752, 641378802, 78445645, -762145524, -194561596, 643973795, 218492992, -396807315, -156448067, 181205710, 78111606, -61855745, -28205672, 15807557, 7475436, -3005631, -1455519, 418464, 205760, -41384, -20540, 2750, 1372, -110, -55, 2, 1]], [3, [-50092, -1706024, -3153157, 68274798, 116937069, -953670516, -880866288, 5804087801, 3151515750, -18497652848, 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True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '6223.2.a.o', 'level': 6223, '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': [7, 127], 'level_radical': 889, 'minimal_twist': '889.2.f.c', 'prim_orbit_index': 1, 'related_objects': [], 'relative_dim': 38, 'rm_discs': [], 'sato_tate_group': '1.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '6223.2.a', 'trace_display': [-2, -11, -16, 0], 'traces': [38, -2, -11, 38, -16, -11, 0, 0, 47, -12, -2, -30, -21, 0, 7, 46, -58, -13, -17, -44, 0, 21, 7, -21, 52, -49, -35, 0, -2, 6, -2, -22, -29, -37, 0, 25, 11, -40, 2, 8, -68, 0, -38, 43, -60, -28, -35, -66, 0, -25, -3, -32, -18, 68, -19, 0, -31, 55, -21, -11, -5, -38, 0, 18, -9, -20, 6, -74, -53, 0, -26, 24, -22, -2, -38, -39, 0, -114, -14, -140, 58, 8, -46, 0, -11, 51, -59, -4, -74, -1, 0, -81, 92, 36, 20, 108, -66, 0, 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mf_hecke_cc • Show schema
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-0.24211036277974143, -0.32040102428892175, -0.3300225008266118], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 9, 'dual_embedding_m': 9, 'embedding_index': 9, 'embedding_m': 9, 'hecke_orbit': 15, 'hecke_orbit_code': 63050394816747599, 'label': '6223.2.a.o.1.9', 'level': 6223, 'weight': 2}
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mf_newspaces • Show schema
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{'ALdims': [96, 116, 117, 102], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [3, 4, 4, 4], 'ALdims_old': [42, 41, 40, 35], 'Nk2': 24892, 'analytic_conductor': 49.69090517784278, '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': [6223, 1, [5589, 638], [1, 1]], 'conrey_index': 1, 'cusp_dim': 589, 'dim': 431, 'eis_dim': 15, 'eis_new_dim': 0, 'hecke_cutter_primes': [2, 3, 5], 'hecke_orbit_code': 33560655, 'hecke_orbit_dims': [1, 1, 2, 2, 3, 4, 4, 7, 12, 15, 16, 20, 26, 34, 38, 38, 40, 40, 54, 74], 'label': '6223.2.a', 'level': 6223, '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': [7, 127], 'level_radical': 889, 'mf_dim': 604, 'mf_new_dim': 431, 'num_forms': 20, 'plus_dim': 198, 'prim_orbit_index': 1, 'relative_dim': 431, 'sturm_bound': 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mf_twists_cc • Show schema
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id: 47800632
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 38, 'source_embedding_index': 9, 'source_hecke_orbit_code': 63050394816747599, 'source_is_minimal': False, 'source_label': '6223.2.a.o.1.9', 'source_level': 6223, 'target_conrey_index': 1, 'target_dim': 38, 'target_embedding_index': 9, 'target_hecke_orbit_code': 63050394816747599, 'target_is_minimal': False, 'target_label': '6223.2.a.o.1.9', 'target_level': 6223, 'twist_class_label': '889.2.f.c.128.30', 'twist_class_level': 889, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 2}
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id: 47800633
{'conductor': 7, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 38, 'source_embedding_index': 9, 'source_hecke_orbit_code': 63050394816747599, 'source_is_minimal': False, 'source_label': '6223.2.a.o.1.9', 'source_level': 6223, 'target_conrey_index': 128, 'target_dim': 76, 'target_embedding_index': 30, 'target_hecke_orbit_code': 9007542885679993, 'target_is_minimal': True, 'target_label': '889.2.f.c.128.30', 'target_level': 889, 'twist_class_label': '889.2.f.c.128.30', 'twist_class_level': 889, 'twisting_char_label': '7.3', 'twisting_conrey_index': 3, 'weight': 2}
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id: 47800634
{'conductor': 7, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 38, 'source_embedding_index': 9, 'source_hecke_orbit_code': 63050394816747599, 'source_is_minimal': False, 'source_label': '6223.2.a.o.1.9', 'source_level': 6223, 'target_conrey_index': 382, 'target_dim': 76, 'target_embedding_index': 30, 'target_hecke_orbit_code': 9007542885679993, 'target_is_minimal': True, 'target_label': '889.2.f.c.382.30', 'target_level': 889, 'twist_class_label': '889.2.f.c.128.30', 'twist_class_level': 889, 'twisting_char_label': '7.5', 'twisting_conrey_index': 5, 'weight': 2}
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id: 47800635
{'conductor': 7, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 38, 'source_embedding_index': 9, 'source_hecke_orbit_code': 63050394816747599, 'source_is_minimal': False, 'source_label': '6223.2.a.o.1.9', 'source_level': 6223, 'target_conrey_index': 1, 'target_dim': 38, 'target_embedding_index': 9, 'target_hecke_orbit_code': 67553994444118095, 'target_is_minimal': False, 'target_label': '6223.2.a.p.1.9', 'target_level': 6223, 'twist_class_label': '889.2.f.c.128.30', 'twist_class_level': 889, 'twisting_char_label': '7.6', 'twisting_conrey_index': 6, 'weight': 2}
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hecke_orbit_code 63050394816747599 does not appear in mf_hecke_charpolys
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 15, 'label': '6223.2.a.o', 'level': 6223, 'portrait': 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', 'weight': 2}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 59760775
{'hecke_orbit_code': 63050394816747599, 'n': 1, 'trace_an': 38}
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id: 59760776
{'hecke_orbit_code': 63050394816747599, 'n': 2, 'trace_an': -2}
-
id: 59760777
{'hecke_orbit_code': 63050394816747599, 'n': 3, 'trace_an': -11}
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id: 59760778
{'hecke_orbit_code': 63050394816747599, 'n': 4, 'trace_an': 38}
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id: 59760779
{'hecke_orbit_code': 63050394816747599, 'n': 5, 'trace_an': -16}
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id: 59760780
{'hecke_orbit_code': 63050394816747599, 'n': 6, 'trace_an': -11}
-
id: 59760781
{'hecke_orbit_code': 63050394816747599, 'n': 7, 'trace_an': 0}
-
id: 59760782
{'hecke_orbit_code': 63050394816747599, 'n': 8, 'trace_an': 0}
-
id: 59760783
{'hecke_orbit_code': 63050394816747599, 'n': 9, 'trace_an': 47}
-
id: 59760784
{'hecke_orbit_code': 63050394816747599, 'n': 10, 'trace_an': -12}
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id: 59760785
{'hecke_orbit_code': 63050394816747599, 'n': 11, 'trace_an': -2}
-
id: 59760786
{'hecke_orbit_code': 63050394816747599, 'n': 12, 'trace_an': -30}
-
id: 59760787
{'hecke_orbit_code': 63050394816747599, 'n': 13, 'trace_an': -21}
-
id: 59760788
{'hecke_orbit_code': 63050394816747599, 'n': 14, 'trace_an': 0}
-
id: 59760789
{'hecke_orbit_code': 63050394816747599, 'n': 15, 'trace_an': 7}
-
id: 59760790
{'hecke_orbit_code': 63050394816747599, 'n': 16, 'trace_an': 46}
-
id: 59760791
{'hecke_orbit_code': 63050394816747599, 'n': 17, 'trace_an': -58}
-
id: 59760792
{'hecke_orbit_code': 63050394816747599, 'n': 18, 'trace_an': -13}
-
id: 59760793
{'hecke_orbit_code': 63050394816747599, 'n': 19, 'trace_an': -17}
-
id: 59760794
{'hecke_orbit_code': 63050394816747599, 'n': 20, 'trace_an': -44}
-
id: 59760795
{'hecke_orbit_code': 63050394816747599, 'n': 21, 'trace_an': 0}
-
id: 59760796
{'hecke_orbit_code': 63050394816747599, 'n': 22, 'trace_an': 21}
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id: 59760797
{'hecke_orbit_code': 63050394816747599, 'n': 23, 'trace_an': 7}
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