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mf_newforms • Show schema
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{'Nk2': 1848, 'analytic_conductor': 3.6890885733831538, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 231, 'char_degree': 2, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 14, 'char_orbit_label': 'n', 'char_order': 6, 'char_parity': 1, 'char_values': [462, 6, [155, 199, 211], [3, 2, 3]], 'cm_discs': [], 'conrey_index': 65, 'conrey_indexes': [65, 263], 'dim': 24, 'has_non_self_twist': 1, 'hecke_cutters': [[5, [65536, 0, -912384, 0, 11401616, 0, -16802592, 0, 16606208, 0, -9220072, 0, 3683208, 0, -922588, 0, 164601, 0, -15752, 0, 1079, 0, -40, 0, 1]], [17, [589824, 294912, 540672, -218112, 223744, -41728, 21444, -1830, 1365, -58, 47, 2, 1]]], 'hecke_orbit': 6, 'hecke_orbit_code': 22518891523604942, 'inner_twist_count': 4, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 7, 3, 1, 3, 0], [1, 1, 33, 4, 1, 2, 0], [1, 1, 231, 12, 1, 6, 0]], 'is_cm': False, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '462.2.n.f', 'level': 462, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 3, 7, 11], 'level_radical': 462, 'minimal_twist': '462.2.n.e', 'prim_orbit_index': 12, 'related_objects': [], 'relative_dim': 12, 'rm_discs': [], 'sato_tate_group': '1.2.3.c6', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '462.2.n', 'trace_display': [12, 0, 0, 0], 'traces': [24, 12, 0, -12, 0, 0, 0, -24, -8, 0, 4, 0, 0, 0, 4, -12, -4, 8, 0, 0, 0, 8, 0, 0, 20, 0, -12, 0, -40, 2, -28, 12, 24, -8, 32, 16, -16, 0, 0, 0, 8, 6, 0, 4, -28, 0, 0, 0, -8, 40, 34, 0, 0, -6, 8, 0, -40, -20, 0, -2, 0, -56, 14, 24, 44, -24, 0, -4, -20, 64, 0, 8, 0, 16, -26, 0, 0, 0, 0, 0, 24, 4, -144, 6, 0, 0, -8, -4, 0, -56, -32, 0, -22, 0, 44, 0, 64, 8, 28, 20, -28, -34, 52, 0, 64, 0, 60, 6, 0, 4, 56, 0, 0, -20, -20, 20, -30, 0, 0, -4, -20, 0, 36, -28, 0, 10, 0, 12, 2, -44, -24, -48, -108, 0, 30, 4, 0, -10, 0, 32, 64, 0, 0, -8, 0, 0, -34, 32, 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0, -38, 0, -28, -56, 264, 72, -82, -40, -24, 6, -712, 0, -152, 0, -196, 16, 0, -280, 108, 0, 0, -110, -128, -24, -100, 0, 0, 20, -40, 0, -2, -144, 0, -104, 0, 20, 12, 108, 672, 0, 584, -56, 208, -20, 0, 224, 0, -40, -8, 0, 32, 30, 0, 0, 184, 44, 116, -154, 0, 0, 114, 8, 0, -66, -232, 0, -84, 0, -384, 60, -68, -28, 36, 288, -220, 4, -52, 0, -84, 0, 352, -224, 0, 20, 56, 0, 0, -20, -56, 56, 246, 0, 0, 48, -232, 0, 88, 40, 0, -36, 0, 168, -184, -128, 64, 46, 200, 28, -296, 16, 0, -74, 0, -16, -238, 0], 'weight': 2, 'weight_parity': 1}
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label 462.2.n.f does not appear in mf_hecke_nf
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mf_newspaces • Show schema
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{'Nk2': 1848, 'analytic_conductor': 3.6890885733831538, 'char_conductor': 231, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 14, 'char_orbit_label': 'n', 'char_order': 6, 'char_parity': 1, 'char_values': [462, 6, [155, 199, 211], [3, 2, 3]], 'conrey_index': 65, 'cusp_dim': 176, 'dim': 64, 'eis_dim': 32, 'eis_new_dim': 0, 'hecke_cutter_primes': [5, 17], 'hecke_orbit_code': 893386752462, 'hecke_orbit_dims': [4, 4, 4, 4, 24, 24], 'label': '462.2.n', 'level': 462, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 3, 7, 11], 'level_radical': 462, 'mf_dim': 208, 'mf_new_dim': 64, 'num_forms': 6, 'prim_orbit_index': 12, 'relative_dim': 32, 'sturm_bound': 192, 'trace_bound': 3, 'trace_display': [0, 0, 0, 0], 'traces': [64, 0, 0, -32, 0, 0, 0, 0, 8, 0, 0, 0, 0, 0, -16, -32, 0, 0, 0, 0, 0, -4, 0, 0, 44, 0, -24, 0, 0, 0, -4, 0, 26, -8, 0, -16, -4, 0, 0, 0, 0, -24, 0, 0, -56, 0, 0, 0, 4, 0, 0, 0, 0, 0, 84, 0, 0, -32, 0, 8, 0, 0, 0, 64, 0, 8, 8, 0, -64, 52, 0, 0, 0, 0, -52, 0, 0, -48, 0, 0, -24, 16, 0, 0, 0, 0, 0, 2, 0, 0, -24, 0, -44, 0, 0, 0, 32, 0, -24, 44, 0, -68, 88, 0, 0, 0, 0, 12, 0, 0, 112, 0, 0, 20, 80, 0, 0, 0, 0, 0, -34, 0, 0, -4, 0, 20, 0, 0, 0, 0, 0, -52, -164, 0, 24, 4, 0, 0, 0, 0, 248, 0, 0, 8, 0, 0, -68, 8, 0, 0, 0, 0, 0, 50, 0, 0, -116, 0, 16, 0, 0, 0, -48, 0, -56, -92, 0, 0, -224, 0, 0, 0, 0, -32, 0, 0, -88, 0, 0, -56, 0, 0, 0, 0, 0, 0, -92, 0, 0, 192, 0, 0, 0, 0, 0, 52, 0, 10, 88, 0, 144, -136, 0, 0, 0, 0, 100, 0, 0, 148, 0, 0, -60, -36, 0, 0, 0, 0, 0, -42, 0, 0, 24, 0, -40, 0, 0, 0, 136, 0, 8, 64, 0, 60, -56, 0, 0, 0, 0, 8, 0, 0, 20, 0, 0, 144, 112, 0, 0, 0, 0, 0, 64, 0, 0, -32, 0, 224, 0, 0, 0, -4, 0, 8, -168, 0, -184, 8, 0, 0, 0, 0, -328, 0, 0, 32, 0, 0, 224, -8, 0, 0, 0, 0, 0, 136, 0, 0, 68, 0, 136, 0, 0, 0, -584, 0, 186, -52, 0, 104, 0, 0, 0, 0, 0, -72, 0, 0, -192, 0, 0, 24, 8, 0, 0, 0, 0, 0, 150, 0, 0, -84, 0, -24, 0, 0, 0, -32, 0, 28, 24, 0, -24, 56, 0, 0, 0, 0, 8, 0, 0, -144, 0, 0, 72, 104, 0, 0, 0, 0, 0, 2, 0, 0, -224, 0, 160, 0, 0, 0, -36, 0, -48, -48, 0, 20, -44, 0, 0, 0, 0, 88, 0, 0, -56, 0, 0, -108, 160, 0, 0, 0, 0, 0, -178, 0, 0, -16, 0, -136, 0, 0, 0, -156, 0, 12, 204, 0, 208, -88, 0, 0, 0, 0, 8, 0, 0, -68, 0, 0, -188, -176, 0, 0, 0, 0, 0, -136, 0, 0, 72, 0, -200, 0, 0, 0, 608, 0, 48, -32, 0, 12, 152, 0, 0, 0, 0, -12, 0, 0, 248, 0, 0, -56, -16, 0, 0, 0, 0, 0, -176, 0, 0, -168, 0, -40, 0, 0, 0, 80, 0, 20, 96, 0, 260, -92, 0, 0, 0, 0, 308, 0, 0, 192, 0, 0, 240, 16, 0, 0, 0, 0, 0, 68, 0, 0, 60, 0, 192, 0, 0, 0, 172, 0, 174, 8, 0, -296, -56, 0, 0, 0, 0, -28, 0, 0, -8, 0, 0, -176, -392, 0, 0, 0, 0, 0, -8, 0, 0, 0, 0, -76, 0, 0, 0, -208, 0, 26, 156, 0, -496, 64, 0, 0, 0, 0, -308, 0, 0, -48, 0, 0, 92, 4, 0, 0, 0, 0, 0, -68, 0, 0, -368, 0, -140, 0, 0, 0, 80, 0, -288, 148, 0, -124, 72, 0, 0, 0, 0, -40, 0, 0, 224, 0, 0, 8, 132, 0, 0, 0, 0, 0, 54, 0, 0, -72, 0, 88, 0, 0, 0, -4, 0, -216, 8, 0, -224, 208, 0, 0, 0, 0, 528, 0, 0, 72, 0, 0, -240, 64, 0, 0, 0, 0, 0, 38, 0, 0, -328, 0, -104, 0, 0, 0, -328, 0, -136, -116, 0, 108, 8, 0, 0, 0, 0, -32, 0, 0, 40, 0, 0, -32, -112, 0, 0, 0, 0, 0, -98, 0, 0, 96, 0, -196, 0, 0, 0, 412, 0, -56, -20, 0, 428, 184, 0, 0, 0, 0, -28, 0, 0, 24, 0, 0, -356, 112, 0, 0, 0, 0, 0, -106, 0, 0, 944, 0, -16, 0, 0, 0, 376, 0, 108, 96, 0, 16, 8, 0, 0, 0, 0, 92, 0, 0, 40, 0, 0, 176, 188, 0, 0, 0, 0, 0, 536, 0, 0, 296, 0, 112, 0, 0, 0, 0, 0, 146, -424, 0, -400, 80, 0, 0, 0, 0, -828, 0, 0, 84, 0, 0, 56, 180, 0, 0, 0, 0, 0, 184, 0, 0, 164, 0, 0, 0, 0, 0, -504, 0, 100, -96, 0, 328, 528, 0, 0, 0, 0, 0, 0, 0, -520, 0, 0, 180, 32, 0, 0, 0, 0, 0, 212, 0, 0, -56, 0, 60, 0, 0, 0, -200, 0, -20, 24, 0, -20, 88, 0, 0, 0, 0, -296, 0, 0, -288, 0, 0, 20, 68, 0, 0, 0, 0, 0, -4, 0, 0, -468, 0, 60, 0, 0, 0, -168, 0, 32, -292, 0, 100, 396, 0, 0, 0, 0, 488, 0, 0, -136, 0, 0, -128, -144, 0, 0, 0, 0, 0, -84, 0, 0, -124, 0, -60, 0, 0, 0, -36, 0, 60, -424, 0, 468, -368, 0, 0, 0, 0, -240, 0, 0, -220, 0, 0, -352, -408, 0, 0, 0, 0, 0, -42, 0, 0, 816, 0, -76, 0, 0, 0, 484, 0, -16, -12, 0, 12, -1120, 0, 0, 0, 0, 20, 0, 0, 216, 0, 0, -52, -408, 0, 0, 0, 0, 0, -202, 0, 0, -272, 0, -208, 0, 0, 0, 228, 0, 110, 968, 0, 464, -32, 0, 0, 0, 0, 260, 0, 0, 60, 0, 0, 368, -56, 0, 0, 0, 0, 0, -216, 0, 0, -112, 0, -96, 0, 0, 0, 104, 0, 140, 1024, 0, -16, -308, 0, 0, 0, 0, -448, 0, 0, 28, 0, 0, -40, -96, 0, 0, 0, 0, 0, -600, 0, 0, 108, 0, -72, 0, 0, 0, -224, 0, 164, 372, 0, -592, -92, 0, 0, 0, 0, -476, 0], 'weight': 2, 'weight_parity': 1}
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mf_twists_nf • Show schema
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id: 337074
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 14, 'source_dim': 24, 'source_hecke_orbit': 6, 'source_is_minimal': True, 'source_label': '462.2.n.f', 'source_level': 462, 'target_char_orbit': 14, 'target_dim': 24, 'target_hecke_orbit': 5, 'target_is_minimal': True, 'target_label': '462.2.n.e', 'target_level': 462, 'twist_class_label': '462.2.n.e', 'twist_class_level': 462, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 2}
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id: 337075
{'conductor': 11, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 14, 'source_dim': 24, 'source_hecke_orbit': 6, 'source_is_minimal': True, 'source_label': '462.2.n.f', 'source_level': 462, 'target_char_orbit': 14, 'target_dim': 24, 'target_hecke_orbit': 5, 'target_is_minimal': True, 'target_label': '462.2.n.e', 'target_level': 462, 'twist_class_label': '462.2.n.e', 'twist_class_level': 462, 'twisting_char_label': '11.b', 'twisting_char_orbit': 2, 'weight': 2}
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id: 337076
{'conductor': 21, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 14, 'source_dim': 24, 'source_hecke_orbit': 6, 'source_is_minimal': True, 'source_label': '462.2.n.f', 'source_level': 462, 'target_char_orbit': 14, 'target_dim': 24, 'target_hecke_orbit': 5, 'target_is_minimal': True, 'target_label': '462.2.n.e', 'target_level': 462, 'twist_class_label': '462.2.n.e', 'twist_class_level': 462, 'twisting_char_label': '21.h', 'twisting_char_orbit': 8, 'weight': 2}
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id: 337077
{'conductor': 77, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 14, 'source_dim': 24, 'source_hecke_orbit': 6, 'source_is_minimal': True, 'source_label': '462.2.n.f', 'source_level': 462, 'target_char_orbit': 14, 'target_dim': 24, 'target_hecke_orbit': 5, 'target_is_minimal': True, 'target_label': '462.2.n.e', 'target_level': 462, 'twist_class_label': '462.2.n.e', 'twist_class_level': 462, 'twisting_char_label': '77.h', 'twisting_char_orbit': 8, 'weight': 2}
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id: 337078
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 14, 'source_dim': 24, 'source_hecke_orbit': 6, 'source_is_minimal': True, 'source_label': '462.2.n.f', 'source_level': 462, 'target_char_orbit': 14, 'target_dim': 24, 'target_hecke_orbit': 6, 'target_is_minimal': True, 'target_label': '462.2.n.f', 'target_level': 462, 'twist_class_label': '462.2.n.e', 'twist_class_level': 462, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 2}
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id: 337079
{'conductor': 7, 'degree': 2, 'multiplicity': 1, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 14, 'source_dim': 24, 'source_hecke_orbit': 6, 'source_is_minimal': True, 'source_label': '462.2.n.f', 'source_level': 462, 'target_char_orbit': 14, 'target_dim': 24, 'target_hecke_orbit': 6, 'target_is_minimal': True, 'target_label': '462.2.n.f', 'target_level': 462, 'twist_class_label': '462.2.n.e', 'twist_class_level': 462, 'twisting_char_label': '7.c', 'twisting_char_orbit': 3, 'weight': 2}
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id: 337080
{'conductor': 33, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 14, 'source_dim': 24, 'source_hecke_orbit': 6, 'source_is_minimal': True, 'source_label': '462.2.n.f', 'source_level': 462, 'target_char_orbit': 14, 'target_dim': 24, 'target_hecke_orbit': 6, 'target_is_minimal': True, 'target_label': '462.2.n.f', 'target_level': 462, 'twist_class_label': '462.2.n.e', 'twist_class_level': 462, 'twisting_char_label': '33.d', 'twisting_char_orbit': 4, 'weight': 2}
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id: 337081
{'conductor': 231, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 14, 'source_dim': 24, 'source_hecke_orbit': 6, 'source_is_minimal': True, 'source_label': '462.2.n.f', 'source_level': 462, 'target_char_orbit': 14, 'target_dim': 24, 'target_hecke_orbit': 6, 'target_is_minimal': True, 'target_label': '462.2.n.f', 'target_level': 462, 'twist_class_label': '462.2.n.e', 'twist_class_level': 462, 'twisting_char_label': '231.l', 'twisting_char_orbit': 12, 'weight': 2}
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hecke_orbit_code 22518891523604942 does not appear in mf_hecke_charpolys
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mf_newform_portraits • Show schema
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{'char_orbit_index': 14, 'hecke_orbit': 6, 'label': '462.2.n.f', 'level': 462, 'portrait': 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', 'weight': 2}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 173510000
{'hecke_orbit_code': 22518891523604942, 'n': 1, 'trace_an': 24}
-
id: 173510001
{'hecke_orbit_code': 22518891523604942, 'n': 2, 'trace_an': 12}
-
id: 173510002
{'hecke_orbit_code': 22518891523604942, 'n': 3, 'trace_an': 0}
-
id: 173510003
{'hecke_orbit_code': 22518891523604942, 'n': 4, 'trace_an': -12}
-
id: 173510004
{'hecke_orbit_code': 22518891523604942, 'n': 5, 'trace_an': 0}
-
id: 173510005
{'hecke_orbit_code': 22518891523604942, 'n': 6, 'trace_an': 0}
-
id: 173510006
{'hecke_orbit_code': 22518891523604942, 'n': 7, 'trace_an': 0}
-
id: 173510007
{'hecke_orbit_code': 22518891523604942, 'n': 8, 'trace_an': -24}
-
id: 173510008
{'hecke_orbit_code': 22518891523604942, 'n': 9, 'trace_an': -8}
-
id: 173510009
{'hecke_orbit_code': 22518891523604942, 'n': 10, 'trace_an': 0}
-
id: 173510010
{'hecke_orbit_code': 22518891523604942, 'n': 11, 'trace_an': 4}
-
id: 173510011
{'hecke_orbit_code': 22518891523604942, 'n': 12, 'trace_an': 0}
-
id: 173510012
{'hecke_orbit_code': 22518891523604942, 'n': 13, 'trace_an': 0}
-
id: 173510013
{'hecke_orbit_code': 22518891523604942, 'n': 14, 'trace_an': 0}
-
id: 173510014
{'hecke_orbit_code': 22518891523604942, 'n': 15, 'trace_an': 4}
-
id: 173510015
{'hecke_orbit_code': 22518891523604942, 'n': 16, 'trace_an': -12}
-
id: 173510016
{'hecke_orbit_code': 22518891523604942, 'n': 17, 'trace_an': -4}
-
id: 173510017
{'hecke_orbit_code': 22518891523604942, 'n': 18, 'trace_an': 8}
-
id: 173510018
{'hecke_orbit_code': 22518891523604942, 'n': 19, 'trace_an': 0}
-
id: 173510019
{'hecke_orbit_code': 22518891523604942, 'n': 20, 'trace_an': 0}
-
id: 173510020
{'hecke_orbit_code': 22518891523604942, 'n': 21, 'trace_an': 0}
-
id: 173510021
{'hecke_orbit_code': 22518891523604942, 'n': 22, 'trace_an': 8}
-
id: 173510022
{'hecke_orbit_code': 22518891523604942, 'n': 23, 'trace_an': 0}
-
id: 173510023
{'hecke_orbit_code': 22518891523604942, 'n': 24, 'trace_an': 0}
-
id: 173510024
{'hecke_orbit_code': 22518891523604942, 'n': 25, 'trace_an': 20}
-
id: 173510025
{'hecke_orbit_code': 22518891523604942, 'n': 26, 'trace_an': 0}
-
id: 173510026
{'hecke_orbit_code': 22518891523604942, 'n': 27, 'trace_an': -12}
-
id: 173510027
{'hecke_orbit_code': 22518891523604942, 'n': 28, 'trace_an': 0}
-
id: 173510028
{'hecke_orbit_code': 22518891523604942, 'n': 29, 'trace_an': -40}
-
id: 173510029
{'hecke_orbit_code': 22518891523604942, 'n': 30, 'trace_an': 2}
-
id: 173510030
{'hecke_orbit_code': 22518891523604942, 'n': 31, 'trace_an': -28}
-
id: 173510031
{'hecke_orbit_code': 22518891523604942, 'n': 32, 'trace_an': 12}
-
id: 173510032
{'hecke_orbit_code': 22518891523604942, 'n': 33, 'trace_an': 24}
-
id: 173510033
{'hecke_orbit_code': 22518891523604942, 'n': 34, 'trace_an': -8}
-
id: 173510034
{'hecke_orbit_code': 22518891523604942, 'n': 35, 'trace_an': 32}
-
id: 173510035
{'hecke_orbit_code': 22518891523604942, 'n': 36, 'trace_an': 16}
-
id: 173510036
{'hecke_orbit_code': 22518891523604942, 'n': 37, 'trace_an': -16}
-
id: 173510037
{'hecke_orbit_code': 22518891523604942, 'n': 38, 'trace_an': 0}
-
id: 173510038
{'hecke_orbit_code': 22518891523604942, 'n': 39, 'trace_an': 0}
-
id: 173510039
{'hecke_orbit_code': 22518891523604942, 'n': 40, 'trace_an': 0}
-
id: 173510040
{'hecke_orbit_code': 22518891523604942, 'n': 41, 'trace_an': 8}
-
id: 173510041
{'hecke_orbit_code': 22518891523604942, 'n': 42, 'trace_an': 6}
-
id: 173510042
{'hecke_orbit_code': 22518891523604942, 'n': 43, 'trace_an': 0}
-
id: 173510043
{'hecke_orbit_code': 22518891523604942, 'n': 44, 'trace_an': 4}
-
id: 173510044
{'hecke_orbit_code': 22518891523604942, 'n': 45, 'trace_an': -28}
-
id: 173510045
{'hecke_orbit_code': 22518891523604942, 'n': 46, 'trace_an': 0}
-
id: 173510046
{'hecke_orbit_code': 22518891523604942, 'n': 47, 'trace_an': 0}
-
id: 173510047
{'hecke_orbit_code': 22518891523604942, 'n': 48, 'trace_an': 0}
-
id: 173510048
{'hecke_orbit_code': 22518891523604942, 'n': 49, 'trace_an': -8}
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