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mf_newforms • Show schema
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{'Nk2': 1260, 'analytic_conductor': 2.5152876636703323, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 315, 'char_degree': 2, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 43, 'char_orbit_label': 'bq', 'char_order': 6, 'char_parity': 1, 'char_values': [315, 6, [281, 127, 136], [1, 3, 1]], 'cm_discs': [], 'conrey_index': 164, 'conrey_indexes': [164, 194], 'dim': 88, 'has_non_self_twist': 1, 'hecke_cutters': [], 'hecke_orbit': 1, 'hecke_orbit_code': 2886251577659, 'inner_twist_count': 4, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 5, 2, 1, 2, 0], [1, 1, 63, 9, 1, 6, 0], [1, 1, 315, 43, 1, 6, 0]], 'is_cm': False, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '315.2.bq.a', 'level': 315, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 5, 7], 'level_radical': 105, 'minimal_twist': '315.2.u.a', 'prim_orbit_index': 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mf_hecke_cc • Show schema
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mf_newspaces • Show schema
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{'Nk2': 1260, 'analytic_conductor': 2.5152876636703323, 'char_conductor': 315, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 43, 'char_orbit_label': 'bq', 'char_order': 6, 'char_parity': 1, 'char_values': [315, 6, [281, 127, 136], [1, 3, 1]], 'conrey_index': 164, 'cusp_dim': 88, 'dim': 88, 'eis_dim': 16, 'eis_new_dim': 16, 'hecke_cutter_primes': [], 'hecke_orbit_code': 2886251577659, 'hecke_orbit_dims': [88], 'label': '315.2.bq', 'level': 315, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 5, 7], 'level_radical': 105, 'mf_dim': 104, 'mf_new_dim': 104, 'num_forms': 1, 'prim_orbit_index': 43, 'relative_dim': 44, 'sturm_bound': 96, 'trace_bound': 0, 'trace_display': [0, 0, -3, 0], 'traces': [88, 0, 0, 76, -3, -12, 0, 0, 0, -6, -12, 0, 0, -12, -6, 52, 0, 0, -12, -6, -12, 0, 0, -48, 1, -12, 0, 0, 6, 33, 0, 0, 0, -12, 0, -36, 0, 0, 12, -30, 6, 0, 0, -84, 21, -18, 0, 0, -8, 30, -24, 0, 0, -60, 0, -78, 0, 0, -12, -45, 0, 0, 0, -8, 0, -24, 0, 0, 60, 15, 0, 0, 0, -30, -48, -48, 0, 0, -16, -69, 36, 0, 0, -90, -7, -12, 0, 0, 72, 33, 20, 0, 0, 0, 0, -60, 0, 0, 30, -8, 18, 0, 0, -24, 60, 0, 0, 0, -4, 66, 36, 0, 0, 96, -3, 54, 0, 0, 72, 9, 0, 0, 0, 0, 72, -12, 0, 0, 84, -42, -54, 0, 0, 0, -39, -132, 0, 0, 54, -63, 12, 0, 0, -120, -21, 24, 0, 0, 108, 24, 32, 0, 0, 6, -114, 84, 0, 0, 66, -90, 78, 0, 0, 12, 39, -48, 0, 0, 18, 165, -126, 0, 0, 54, 0, -42, 0, 0, 24, 183, 0, 0, 0, -24, 114, 168, 0, 0, 132, -42, 0, 0, 0, 198, 36, -56, 0, 0, 24, 165, 54, 0, 0, -72, 60, 90, 0, 0, -66, 132, 2, 0, 0, 12, -75, 132, 0, 0, -216, 0, 0, 0, 0, -204, -30, -24, 0, 0, -6, -15, -54, 0, 0, 132, 26, 336, 0, 0, -120, -147, -150, 0, 0, 0, -33, 144, 0, 0, -60, 0, -240, 0, 0, 0, -174, -212, 0, 0, 72, 0, 18, 0, 0, 6, 12, 300, 0, 0, 66, -30, -12, 0, 0, 48, -174, 414, 0, 0, -132, 0, 54, 0, 0, 0, -45, -78, 0, 0, -24, -204, -216, 0, 0, -216, 15, -24, 0, 0, -312, -279, 18, 0, 0, -102, -111, -12, 0, 0, -54, 48, -84, 0, 0, 120, -330, -64, 0, 0, -56, -156, -126, 0, 0, 90, 78, -240, 0, 0, -150, 99, 44, 0, 0, 102, -75, -102, 0, 0, -252, -64, -96, 0, 0, 114, 171, 0, 0, 0, 54, 207, -30, 0, 0, 168, 66, 132, 0, 0, -288, 141, -32, 0, 0, 152, 165, -246, 0, 0, -300, 0, -276, 0, 0, -336, -69, 0, 0, 0, 56, 0, 12, 0, 0, -24, -73, 0, 0, 0, 48, -117, 246, 0, 0, 84, -144, 78, 0, 0, -162, -50, -54, 0, 0, 348, 174, 36, 0, 0, 0, 0, -204, 0, 0, 204, 11, 78, 0, 0, -120, 249, 38, 0, 0, 24, 246, 204, 0, 0, 324, 117, 276, 0, 0, 582, 39, -16, 0, 0, 0, -60, 240, 0, 0, 348, 42, -312, 0, 0, 0, -246, 144, 0, 0, 12, -75, -84, 0, 0, -54, 15, 288, 0, 0, 426, 105, -6, 0, 0, -102, -48, 156, 0, 0, 312, 12, -36, 0, 0, 126, 228, -120, 0, 0, -144, 279, -378, 0, 0, 108, 27, -66, 0, 0, -54, 366, 0, 0, 0, -4, 672, 198, 0, 0, 456, -96, 0, 0, 0, 330, 306, 206, 0, 0, 42, 300, 60, 0, 0, -180, 18, 108, 0, 0, -204, 234, 6, 0, 0, -32, -87, -96, 0, 0, -624, 0, 0, 0, 0, -348, -60, 68, 0, 0, -270, -24, 108, 0, 0, 252, -33, 36, 0, 0, -300, -114, 288, 0, 0, 0, -270, -72, 0, 0, -72, 0, -168, 0, 0, 0, -219, 104, 0, 0, 162, 0, -204, 0, 0, 18, -39, 156, 0, 0, 174, 9, 228, 0, 0, -6, -558, 324, 0, 0, -420, -114, -150, 0, 0, 0, -477, 0, 0, 0, 44, -171, -522, 0, 0, 0, -30, 132, 0, 0, -888, -315, 66, 0, 0, 138, -360, 78, 0, 0, 72, -11, -348, 0, 0, 504, -528, 140, 0, 0, 324, -132, -558, 0, 0, 294, -186, -282, 0, 0, -138, 3, 96, 0, 0, -48, 114, -42, 0, 0, -756, -30, -420, 0, 0, 156, 459, 0, 0, 0, -6, 138, -192, 0, 0, 342, 288, 264, 0, 0, -720, 246, 222, 0, 0, -22, 114, -270, 0, 0, -846, 0, -594, 0, 0, -120, -342, 0, 0, 0, 60, 0, -276, 0, 0, -102, -93, 0, 0, 0, -234, -159, -258, 0, 0, -40, -429, 138, 0, 0, -354, 52, -198, 0, 0, 252, 78, -220, 0, 0, 0, 0, -102, 0, 0, 156, -36, -36, 0, 0, -234, 285, -150, 0, 0, 8, 294, 138, 0, 0, 996, -129, 420, 0, 0, 660, -369, 62, 0, 0, 0, 222, 96, 0, 0, 258, -126, -84, 0, 0, 0, -219, 96, 0, 0, -252, -306, 294, 0, 0, -438, 57, 288, 0, 0, 624, 237, -146, 0, 0, -176, -240, 420, 0, 0, 720, 177, 156, 0, 0, 306, 288, 276, 0, 0, -50, 579, -510, 0, 0, 348, -6, 546, 0, 0, -156, 732, 0, 0, 0, -102, 660, 168, 0, 0, 396, 234, 0, 0, 0, 582, 45, -294, 0, 0, -156, 360, 282, 0, 0, -294, -124, -30, 0, 0, -240, 339, -78, 0, 0, 56, -255, 636, 0, 0, -750, 0, 0, 0, 0, -432, -123, -108, 0, 0, 66, 51, -66, 0, 0, 264, -70, 768, 0, 0, -12, -375, 186, 0, 0, 0, -102, 348, 0, 0, 204, 0, -720, 0, 0, 0, -396, 228, 0, 0, -276, 0, -156, 0, 0, 222, -21, 408, 0, 0, 426, 177, -264, 0, 0, -246, -471, 756, 0, 0, -12, 234, 492, 0, 0, 0, -210, 48, 0, 0, -52, -540, -366, 0, 0, -396, -63, 420, 0, 0, -648, -375, -318, 0, 0, -150, -453, 312, 0, 0, 420, -43, -36, 0, 0, 840, -531, -288, 0, 0, -128, -204, -72, 0, 0, 474, -132, -408, 0, 0, -72, 135, -164, 0, 0, -258, 15, 144, 0, 0, -876, 255, -108, 0, 0, 294, 576, 0, 0, 0, -282, 744, 42, 0, 0, 312, -288, 174, 0, 0, -510, -15, -124, 0, 0, -24, 225, -462, 0, 0, -834, 0], 'weight': 2, 'weight_parity': 1}
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mf_twists_cc • Show schema
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id: 27426717
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 164, 'source_dim': 88, 'source_embedding_index': 16, 'source_hecke_orbit_code': 2886251577659, 'source_is_minimal': True, 'source_label': '315.2.bq.a.164.16', 'source_level': 315, 'target_conrey_index': 164, 'target_dim': 88, 'target_embedding_index': 16, 'target_hecke_orbit_code': 2886251577659, 'target_is_minimal': True, 'target_label': '315.2.bq.a.164.16', 'target_level': 315, 'twist_class_label': '315.2.u.a.59.16', 'twist_class_level': 315, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 2}
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id: 27426718
{'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 164, 'source_dim': 88, 'source_embedding_index': 16, 'source_hecke_orbit_code': 2886251577659, 'source_is_minimal': True, 'source_label': '315.2.bq.a.164.16', 'source_level': 315, 'target_conrey_index': 899, 'target_dim': 88, 'target_embedding_index': 29, 'target_hecke_orbit_code': 2886251578289, 'target_is_minimal': False, 'target_label': '945.2.bq.a.899.29', 'target_level': 945, 'twist_class_label': '315.2.u.a.59.16', 'twist_class_level': 315, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 2}
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id: 27426719
{'conductor': 5, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 164, 'source_dim': 88, 'source_embedding_index': 16, 'source_hecke_orbit_code': 2886251577659, 'source_is_minimal': True, 'source_label': '315.2.bq.a.164.16', 'source_level': 315, 'target_conrey_index': 164, 'target_dim': 88, 'target_embedding_index': 29, 'target_hecke_orbit_code': 2886251577659, 'target_is_minimal': True, 'target_label': '315.2.bq.a.164.29', 'target_level': 315, 'twist_class_label': '315.2.u.a.59.16', 'twist_class_level': 315, 'twisting_char_label': '5.4', 'twisting_conrey_index': 4, 'weight': 2}
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id: 27426720
{'conductor': 7, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 164, 'source_dim': 88, 'source_embedding_index': 16, 'source_hecke_orbit_code': 2886251577659, 'source_is_minimal': True, 'source_label': '315.2.bq.a.164.16', 'source_level': 315, 'target_conrey_index': 299, 'target_dim': 88, 'target_embedding_index': 29, 'target_hecke_orbit_code': 1374423089467, 'target_is_minimal': True, 'target_label': '315.2.u.a.299.29', 'target_level': 315, 'twist_class_label': '315.2.u.a.59.16', 'twist_class_level': 315, 'twisting_char_label': '7.5', 'twisting_conrey_index': 5, 'weight': 2}
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id: 27426721
{'conductor': 9, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 164, 'source_dim': 88, 'source_embedding_index': 16, 'source_hecke_orbit_code': 2886251577659, 'source_is_minimal': True, 'source_label': '315.2.bq.a.164.16', 'source_level': 315, 'target_conrey_index': 584, 'target_dim': 88, 'target_embedding_index': 29, 'target_hecke_orbit_code': 1374423090097, 'target_is_minimal': False, 'target_label': '945.2.u.a.584.29', 'target_level': 945, 'twist_class_label': '315.2.u.a.59.16', 'twist_class_level': 315, 'twisting_char_label': '9.4', 'twisting_conrey_index': 4, 'weight': 2}
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id: 27426722
{'conductor': 9, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 164, 'source_dim': 88, 'source_embedding_index': 16, 'source_hecke_orbit_code': 2886251577659, 'source_is_minimal': True, 'source_label': '315.2.bq.a.164.16', 'source_level': 315, 'target_conrey_index': 59, 'target_dim': 88, 'target_embedding_index': 16, 'target_hecke_orbit_code': 1374423089467, 'target_is_minimal': True, 'target_label': '315.2.u.a.59.16', 'target_level': 315, 'twist_class_label': '315.2.u.a.59.16', 'twist_class_level': 315, 'twisting_char_label': '9.5', 'twisting_conrey_index': 5, 'weight': 2}
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id: 27426723
{'conductor': 15, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 164, 'source_dim': 88, 'source_embedding_index': 16, 'source_hecke_orbit_code': 2886251577659, 'source_is_minimal': True, 'source_label': '315.2.bq.a.164.16', 'source_level': 315, 'target_conrey_index': 899, 'target_dim': 88, 'target_embedding_index': 16, 'target_hecke_orbit_code': 2886251578289, 'target_is_minimal': False, 'target_label': '945.2.bq.a.899.16', 'target_level': 945, 'twist_class_label': '315.2.u.a.59.16', 'twist_class_level': 315, 'twisting_char_label': '15.14', 'twisting_conrey_index': 14, 'weight': 2}
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id: 27426724
{'conductor': 21, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 164, 'source_dim': 88, 'source_embedding_index': 16, 'source_hecke_orbit_code': 2886251577659, 'source_is_minimal': True, 'source_label': '315.2.bq.a.164.16', 'source_level': 315, 'target_conrey_index': 89, 'target_dim': 88, 'target_embedding_index': 16, 'target_hecke_orbit_code': 1374423090097, 'target_is_minimal': False, 'target_label': '945.2.u.a.89.16', 'target_level': 945, 'twist_class_label': '315.2.u.a.59.16', 'twist_class_level': 315, 'twisting_char_label': '21.5', 'twisting_conrey_index': 5, 'weight': 2}
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id: 27426725
{'conductor': 35, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 164, 'source_dim': 88, 'source_embedding_index': 16, 'source_hecke_orbit_code': 2886251577659, 'source_is_minimal': True, 'source_label': '315.2.bq.a.164.16', 'source_level': 315, 'target_conrey_index': 299, 'target_dim': 88, 'target_embedding_index': 16, 'target_hecke_orbit_code': 1374423089467, 'target_is_minimal': True, 'target_label': '315.2.u.a.299.16', 'target_level': 315, 'twist_class_label': '315.2.u.a.59.16', 'twist_class_level': 315, 'twisting_char_label': '35.19', 'twisting_conrey_index': 19, 'weight': 2}
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id: 27426726
{'conductor': 45, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 164, 'source_dim': 88, 'source_embedding_index': 16, 'source_hecke_orbit_code': 2886251577659, 'source_is_minimal': True, 'source_label': '315.2.bq.a.164.16', 'source_level': 315, 'target_conrey_index': 584, 'target_dim': 88, 'target_embedding_index': 16, 'target_hecke_orbit_code': 1374423090097, 'target_is_minimal': False, 'target_label': '945.2.u.a.584.16', 'target_level': 945, 'twist_class_label': '315.2.u.a.59.16', 'twist_class_level': 315, 'twisting_char_label': '45.4', 'twisting_conrey_index': 4, 'weight': 2}
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id: 27426727
{'conductor': 45, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 164, 'source_dim': 88, 'source_embedding_index': 16, 'source_hecke_orbit_code': 2886251577659, 'source_is_minimal': True, 'source_label': '315.2.bq.a.164.16', 'source_level': 315, 'target_conrey_index': 59, 'target_dim': 88, 'target_embedding_index': 29, 'target_hecke_orbit_code': 1374423089467, 'target_is_minimal': True, 'target_label': '315.2.u.a.59.29', 'target_level': 315, 'twist_class_label': '315.2.u.a.59.16', 'twist_class_level': 315, 'twisting_char_label': '45.14', 'twisting_conrey_index': 14, 'weight': 2}
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id: 27426728
{'conductor': 63, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 164, 'source_dim': 88, 'source_embedding_index': 16, 'source_hecke_orbit_code': 2886251577659, 'source_is_minimal': True, 'source_label': '315.2.bq.a.164.16', 'source_level': 315, 'target_conrey_index': 194, 'target_dim': 88, 'target_embedding_index': 29, 'target_hecke_orbit_code': 2886251577659, 'target_is_minimal': True, 'target_label': '315.2.bq.a.194.29', 'target_level': 315, 'twist_class_label': '315.2.u.a.59.16', 'twist_class_level': 315, 'twisting_char_label': '63.5', 'twisting_conrey_index': 5, 'weight': 2}
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id: 27426729
{'conductor': 63, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 164, 'source_dim': 88, 'source_embedding_index': 16, 'source_hecke_orbit_code': 2886251577659, 'source_is_minimal': True, 'source_label': '315.2.bq.a.164.16', 'source_level': 315, 'target_conrey_index': 719, 'target_dim': 88, 'target_embedding_index': 16, 'target_hecke_orbit_code': 2886251578289, 'target_is_minimal': False, 'target_label': '945.2.bq.a.719.16', 'target_level': 945, 'twist_class_label': '315.2.u.a.59.16', 'twist_class_level': 315, 'twisting_char_label': '63.40', 'twisting_conrey_index': 40, 'weight': 2}
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id: 27426730
{'conductor': 105, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 164, 'source_dim': 88, 'source_embedding_index': 16, 'source_hecke_orbit_code': 2886251577659, 'source_is_minimal': True, 'source_label': '315.2.bq.a.164.16', 'source_level': 315, 'target_conrey_index': 89, 'target_dim': 88, 'target_embedding_index': 29, 'target_hecke_orbit_code': 1374423090097, 'target_is_minimal': False, 'target_label': '945.2.u.a.89.29', 'target_level': 945, 'twist_class_label': '315.2.u.a.59.16', 'twist_class_level': 315, 'twisting_char_label': '105.89', 'twisting_conrey_index': 89, 'weight': 2}
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id: 27426731
{'conductor': 315, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 164, 'source_dim': 88, 'source_embedding_index': 16, 'source_hecke_orbit_code': 2886251577659, 'source_is_minimal': True, 'source_label': '315.2.bq.a.164.16', 'source_level': 315, 'target_conrey_index': 194, 'target_dim': 88, 'target_embedding_index': 16, 'target_hecke_orbit_code': 2886251577659, 'target_is_minimal': True, 'target_label': '315.2.bq.a.194.16', 'target_level': 315, 'twist_class_label': '315.2.u.a.59.16', 'twist_class_level': 315, 'twisting_char_label': '315.194', 'twisting_conrey_index': 194, 'weight': 2}
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id: 27426732
{'conductor': 315, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 164, 'source_dim': 88, 'source_embedding_index': 16, 'source_hecke_orbit_code': 2886251577659, 'source_is_minimal': True, 'source_label': '315.2.bq.a.164.16', 'source_level': 315, 'target_conrey_index': 719, 'target_dim': 88, 'target_embedding_index': 29, 'target_hecke_orbit_code': 2886251578289, 'target_is_minimal': False, 'target_label': '945.2.bq.a.719.29', 'target_level': 945, 'twist_class_label': '315.2.u.a.59.16', 'twist_class_level': 315, 'twisting_char_label': '315.229', 'twisting_conrey_index': 229, 'weight': 2}
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hecke_orbit_code 2886251577659 does not appear in mf_hecke_charpolys
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 43, 'hecke_orbit': 1, 'label': '315.2.bq.a', 'level': 315, 'portrait': 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', 'weight': 2}
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mf_hecke_traces • Show schema
Hide schema
-
id: 57341000
{'hecke_orbit_code': 2886251577659, 'n': 1, 'trace_an': 88}
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id: 57341001
{'hecke_orbit_code': 2886251577659, 'n': 2, 'trace_an': 0}
-
id: 57341002
{'hecke_orbit_code': 2886251577659, 'n': 3, 'trace_an': 0}
-
id: 57341003
{'hecke_orbit_code': 2886251577659, 'n': 4, 'trace_an': 76}
-
id: 57341004
{'hecke_orbit_code': 2886251577659, 'n': 5, 'trace_an': -3}
-
id: 57341005
{'hecke_orbit_code': 2886251577659, 'n': 6, 'trace_an': -12}
-
id: 57341006
{'hecke_orbit_code': 2886251577659, 'n': 7, 'trace_an': 0}
-
id: 57341007
{'hecke_orbit_code': 2886251577659, 'n': 8, 'trace_an': 0}
-
id: 57341008
{'hecke_orbit_code': 2886251577659, 'n': 9, 'trace_an': 0}
-
id: 57341009
{'hecke_orbit_code': 2886251577659, 'n': 10, 'trace_an': -6}
-
id: 57341010
{'hecke_orbit_code': 2886251577659, 'n': 11, 'trace_an': -12}
-
id: 57341011
{'hecke_orbit_code': 2886251577659, 'n': 12, 'trace_an': 0}
-
id: 57341012
{'hecke_orbit_code': 2886251577659, 'n': 13, 'trace_an': 0}
-
id: 57341013
{'hecke_orbit_code': 2886251577659, 'n': 14, 'trace_an': -12}
-
id: 57341014
{'hecke_orbit_code': 2886251577659, 'n': 15, 'trace_an': -6}
-
id: 57341015
{'hecke_orbit_code': 2886251577659, 'n': 16, 'trace_an': 52}
-
id: 57341016
{'hecke_orbit_code': 2886251577659, 'n': 17, 'trace_an': 0}
-
id: 57341017
{'hecke_orbit_code': 2886251577659, 'n': 18, 'trace_an': 0}
-
id: 57341018
{'hecke_orbit_code': 2886251577659, 'n': 19, 'trace_an': -12}
-
id: 57341019
{'hecke_orbit_code': 2886251577659, 'n': 20, 'trace_an': -6}
-
id: 57341020
{'hecke_orbit_code': 2886251577659, 'n': 21, 'trace_an': -12}
-
id: 57341021
{'hecke_orbit_code': 2886251577659, 'n': 22, 'trace_an': 0}
-
id: 57341022
{'hecke_orbit_code': 2886251577659, 'n': 23, 'trace_an': 0}
-
id: 57341023
{'hecke_orbit_code': 2886251577659, 'n': 24, 'trace_an': -48}
-
id: 57341024
{'hecke_orbit_code': 2886251577659, 'n': 25, 'trace_an': 1}
-
id: 57341025
{'hecke_orbit_code': 2886251577659, 'n': 26, 'trace_an': -12}
-
id: 57341026
{'hecke_orbit_code': 2886251577659, 'n': 27, 'trace_an': 0}
-
id: 57341027
{'hecke_orbit_code': 2886251577659, 'n': 28, 'trace_an': 0}
-
id: 57341028
{'hecke_orbit_code': 2886251577659, 'n': 29, 'trace_an': 6}
-
id: 57341029
{'hecke_orbit_code': 2886251577659, 'n': 30, 'trace_an': 33}
-
id: 57341030
{'hecke_orbit_code': 2886251577659, 'n': 31, 'trace_an': 0}
-
id: 57341031
{'hecke_orbit_code': 2886251577659, 'n': 32, 'trace_an': 0}
-
id: 57341032
{'hecke_orbit_code': 2886251577659, 'n': 33, 'trace_an': 0}
-
id: 57341033
{'hecke_orbit_code': 2886251577659, 'n': 34, 'trace_an': -12}
-
id: 57341034
{'hecke_orbit_code': 2886251577659, 'n': 35, 'trace_an': 0}
-
id: 57341035
{'hecke_orbit_code': 2886251577659, 'n': 36, 'trace_an': -36}
-
id: 57341036
{'hecke_orbit_code': 2886251577659, 'n': 37, 'trace_an': 0}
-
id: 57341037
{'hecke_orbit_code': 2886251577659, 'n': 38, 'trace_an': 0}
-
id: 57341038
{'hecke_orbit_code': 2886251577659, 'n': 39, 'trace_an': 12}
-
id: 57341039
{'hecke_orbit_code': 2886251577659, 'n': 40, 'trace_an': -30}
-
id: 57341040
{'hecke_orbit_code': 2886251577659, 'n': 41, 'trace_an': 6}
-
id: 57341041
{'hecke_orbit_code': 2886251577659, 'n': 42, 'trace_an': 0}
-
id: 57341042
{'hecke_orbit_code': 2886251577659, 'n': 43, 'trace_an': 0}
-
id: 57341043
{'hecke_orbit_code': 2886251577659, 'n': 44, 'trace_an': -84}
-
id: 57341044
{'hecke_orbit_code': 2886251577659, 'n': 45, 'trace_an': 21}
-
id: 57341045
{'hecke_orbit_code': 2886251577659, 'n': 46, 'trace_an': -18}
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id: 57341046
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