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{'Nk2': 32128, 'analytic_conductor': 64.1358429034924, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [251, -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': [8032, 1, [6527, 3013, 257], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 30, 'fricke_eigenval': 1, 'has_non_self_twist': 0, 'hecke_cutters': [[3, [-138600, -680568, 3018542, 17166563, -282618, -84012514, -53358253, 179520382, 167939377, -208047988, -248409857, 139565141, 218199661, -51003093, -123999478, 4967102, 47322905, 4271707, -12256875, -2318358, 2126360, 588389, -235560, -88631, 14563, 8070, -250, -411, -22, 9, 1]], [7, [3343679661, 17836598262, -47140582781, -114928767158, 155686441044, 288581999459, -230276041837, -384543974455, 181608712336, 307425094174, -80553223760, -157157924236, 19081925456, 53426295825, -1363132440, -12393751140, -510545958, 1992156818, 176397543, -222984625, -27386124, 17259808, 2555283, -902625, -150636, 30333, 5493, -589, -113, 5, 1]], [11, [829293330432, -645670502400, -5783913119744, 1661234065408, 15866343753728, 1929319437312, -20672747130368, -8835393218304, 12900885727744, 9174631897152, -3435123077216, -4386001377616, -35595770240, 1103958389996, 247864922462, -143531506047, -64065129194, 6285114565, 7779214535, 692276611, -474367650, -111502172, 9645227, 6100396, 404151, -130424, -23879, -164, 307, 31, 1]]], 'hecke_orbit': 7, 'hecke_orbit_code': 27021597797785440, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': True, 'is_maximal': False, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '8032.2.a.g', 'level': 8032, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': 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mf_newspaces • Show schema
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{'ALdims': [59, 66, 66, 59], 'Nk2': 32128, 'analytic_conductor': 64.1358429034924, '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': [8032, 1, [6527, 3013, 257], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 1001, 'dim': 250, 'eis_dim': 15, 'eis_new_dim': 0, 'hecke_cutter_primes': [3, 7, 11], 'hecke_orbit_code': 33562464, 'hecke_orbit_dims': [1, 1, 1, 1, 28, 28, 30, 30, 30, 30, 35, 35], 'label': '8032.2.a', 'level': 8032, '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': [2, 251], 'level_radical': 502, 'mf_dim': 1016, 'mf_new_dim': 250, 'num_forms': 12, 'plus_dim': 118, 'prim_orbit_index': 1, 'relative_dim': 250, 'sturm_bound': 2016, 'trace_bound': 11, 'trace_display': [0, 0, 4, 0], 'traces': [250, 0, 0, 0, 4, 0, 0, 0, 250, 0, 0, 0, -12, 0, 0, 0, -12, 0, 0, 0, 0, 0, 0, 0, 238, 0, 0, 0, 20, 0, 0, 0, 0, 0, 0, 0, 4, 0, 0, 0, -12, 0, 0, 0, 36, 0, 0, 0, 234, 0, 0, 0, 20, 0, 0, 0, -16, 0, 0, 0, 20, 0, 0, 0, -24, 0, 0, 0, 48, 0, 0, 0, -28, 0, 0, 0, 48, 0, 0, 0, 202, 0, 0, 0, 56, 0, 0, 0, -44, 0, 0, 0, 48, 0, 0, 0, -12, 0, 0, 0, 52, 0, 0, 0, -48, 0, 0, 0, -12, 0, 0, 0, 4, 0, 0, 0, -12, 0, 0, 0, 250, 0, 0, 0, 24, 0, 0, 0, -64, 0, 0, 0, -32, 0, 0, 0, 4, 0, 0, 0, -80, 0, 0, 0, -72, 0, 0, 0, -44, 0, 0, 0, -12, 0, 0, 0, -44, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 190, 0, 0, 0, 84, 0, 0, 0, 48, 0, 0, 0, 52, 0, 0, 0, -24, 0, 0, 0, 0, 0, 0, 0, -76, 0, 0, 0, 36, 0, 0, 0, -16, 0, 0, 0, 40, 0, 0, 0, -32, 0, 0, 0, -32, 0, 0, 0, -80, 0, 0, 0, -24, 0, 0, 0, 190, 0, 0, 0, -108, 0, 0, 0, 4, 0, 0, 0, 16, 0, 0, 0, -12, 0, 0, 0, 116, 0, 0, 0, -48, 0, 0, 0, -64, 0, 0, 0, -28, 0, 0, 0, 36, 0, 0, 0, -8, 0, 0, 0, 36, 0, 0, 0, -16, 0, 0, 0, 4, 0, 0, 0, -92, 0, 0, 0, 96, 0, 0, 0, 254, 0, 0, 0, 20, 0, 0, 0, -16, 0, 0, 0, 16, 0, 0, 0, 8, 0, 0, 0, -96, 0, 0, 0, 20, 0, 0, 0, 20, 0, 0, 0, -16, 0, 0, 0, -36, 0, 0, 0, -96, 0, 0, 0, -76, 0, 0, 0, -124, 0, 0, 0, 0, 0, 0, 0, 80, 0, 0, 0, -12, 0, 0, 0, -60, 0, 0, 0, 48, 0, 0, 0, 90, 0, 0, 0, -24, 0, 0, 0, -76, 0, 0, 0, -44, 0, 0, 0, 88, 0, 0, 0, -48, 0, 0, 0, 32, 0, 0, 0, -28, 0, 0, 0, -16, 0, 0, 0, 52, 0, 0, 0, -76, 0, 0, 0, 324, 0, 0, 0, -76, 0, 0, 0, -80, 0, 0, 0, -32, 0, 0, 0, 52, 0, 0, 0, 108, 0, 0, 0, 80, 0, 0, 0, -108, 0, 0, 0, 48, 0, 0, 0, 138, 0, 0, 0, 136, 0, 0, 0, 100, 0, 0, 0, 112, 0, 0, 0, -28, 0, 0, 0, 68, 0, 0, 0, 320, 0, 0, 0, -80, 0, 0, 0, 48, 0, 0, 0, 260, 0, 0, 0, -40, 0, 0, 0, 72, 0, 0, 0, 176, 0, 0, 0, 8, 0, 0, 0, 48, 0, 0, 0, -48, 0, 0, 0, -56, 0, 0, 0, 116, 0, 0, 0, 144, 0, 0, 0, 16, 0, 0, 0, 84, 0, 0, 0, 48, 0, 0, 0, 266, 0, 0, 0, -216, 0, 0, 0, 144, 0, 0, 0, -44, 0, 0, 0, 40, 0, 0, 0, 20, 0, 0, 0, 32, 0, 0, 0, -156, 0, 0, 0, -192, 0, 0, 0, 72, 0, 0, 0, -12, 0, 0, 0, -160, 0, 0, 0, -28, 0, 0, 0, 48, 0, 0, 0, -136, 0, 0, 0, -176, 0, 0, 0, 180, 0, 0, 0, 64, 0, 0, 0, -60, 0, 0, 0, -12, 0, 0, 0, -160, 0, 0, 0, -12, 0, 0, 0, -44, 0, 0, 0, 144, 0, 0, 0, 226, 0, 0, 0, -168, 0, 0, 0, -176, 0, 0, 0, 84, 0, 0, 0, -44, 0, 0, 0, -112, 0, 0, 0, 32, 0, 0, 0, 116, 0, 0, 0, -300, 0, 0, 0, -60, 0, 0, 0, 32, 0, 0, 0, -176, 0, 0, 0, -60, 0, 0, 0, 244, 0, 0, 0, -224, 0, 0, 0, 24, 0, 0, 0, -184, 0, 0, 0, 240, 0, 0, 0, 40, 0, 0, 0, 68, 0, 0, 0, 0, 0, 0, 0, 36, 0, 0, 0, 0, 0, 0, 0, 48, 0, 0, 0, -128, 0, 0, 0, 76, 0, 0, 0, -38, 0, 0, 0, 84, 0, 0, 0, 0, 0, 0, 0, -384, 0, 0, 0, -56, 0, 0, 0, -240, 0, 0, 0, 0, 0, 0, 0, 148, 0, 0, 0, -12, 0, 0, 0, 232, 0, 0, 0, -188, 0, 0, 0, 100, 0, 0, 0, -80, 0, 0, 0, 48, 0, 0, 0, 168, 0, 0, 0, -80, 0, 0, 0, -72, 0, 0, 0, -28, 0, 0, 0, 36, 0, 0, 0, 128, 0, 0, 0, -124, 0, 0, 0, 192, 0, 0, 0, 192, 0, 0, 0, 148, 0, 0, 0, -48, 0, 0, 0, -140, 0, 0, 0, -300, 0, 0, 0, 160, 0, 0, 0, 78, 0, 0, 0, 188, 0, 0, 0, -80, 0, 0, 0, -92, 0, 0, 0, 196, 0, 0, 0, 112, 0, 0, 0, -168, 0, 0, 0, 128, 0, 0, 0, 116, 0, 0, 0, -92, 0, 0, 0, 4, 0, 0, 0, -16, 0, 0, 0, -16, 0, 0, 0, 128, 0, 0, 0, 64, 0, 0, 0, -72, 0, 0, 0, 56, 0, 0, 0, 36, 0, 0, 0, 176, 0, 0, 0, 128, 0, 0, 0, 96, 0, 0, 0, -4, 0, 0, 0, 52, 0, 0, 0, 32, 0, 0, 0, -124, 0, 0, 0, 36, 0, 0, 0, -224, 0, 0, 0, 104, 0, 0, 0, -76, 0, 0, 0, -32, 0, 0, 0, 186, 0, 0, 0, -72, 0, 0, 0, 128, 0, 0, 0, 160, 0, 0, 0, 4, 0, 0, 0, 228, 0, 0, 0, 24, 0, 0, 0, -32, 0, 0, 0, 176, 0, 0, 0, -124, 0, 0, 0], 'weight': 2, 'weight_parity': 1}
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mf_twists_cc • Show schema
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id: 45613011
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 30, 'source_embedding_index': 14, 'source_hecke_orbit_code': 27021597797785440, 'source_is_minimal': True, 'source_label': '8032.2.a.g.1.14', 'source_level': 8032, 'target_conrey_index': 1, 'target_dim': 30, 'target_embedding_index': 14, 'target_hecke_orbit_code': 27021597797785440, 'target_is_minimal': True, 'target_label': '8032.2.a.g.1.14', 'target_level': 8032, 'twist_class_label': '8032.2.a.g.1.14', 'twist_class_level': 8032, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 2}
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id: 45613012
{'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 30, 'source_embedding_index': 14, 'source_hecke_orbit_code': 27021597797785440, 'source_is_minimal': True, 'source_label': '8032.2.a.g.1.14', 'source_level': 8032, 'target_conrey_index': 1, 'target_dim': 30, 'target_embedding_index': 17, 'target_hecke_orbit_code': 40532396679896928, 'target_is_minimal': True, 'target_label': '8032.2.a.j.1.17', 'target_level': 8032, 'twist_class_label': '8032.2.a.g.1.14', 'twist_class_level': 8032, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 2}
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hecke_orbit_code 27021597797785440 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': 7, 'label': '8032.2.a.g', 'level': 8032, 'portrait': 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', 'weight': 2}
-
mf_hecke_traces • Show schema
Hide schema
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id: 46188427
{'hecke_orbit_code': 27021597797785440, 'n': 1, 'trace_an': 30}
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id: 46188428
{'hecke_orbit_code': 27021597797785440, 'n': 2, 'trace_an': 0}
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id: 46188429
{'hecke_orbit_code': 27021597797785440, 'n': 3, 'trace_an': -9}
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id: 46188430
{'hecke_orbit_code': 27021597797785440, 'n': 4, 'trace_an': 0}
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id: 46188431
{'hecke_orbit_code': 27021597797785440, 'n': 5, 'trace_an': 0}
-
id: 46188432
{'hecke_orbit_code': 27021597797785440, 'n': 6, 'trace_an': 0}
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id: 46188433
{'hecke_orbit_code': 27021597797785440, 'n': 7, 'trace_an': -5}
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id: 46188434
{'hecke_orbit_code': 27021597797785440, 'n': 8, 'trace_an': 0}
-
id: 46188435
{'hecke_orbit_code': 27021597797785440, 'n': 9, 'trace_an': 35}
-
id: 46188436
{'hecke_orbit_code': 27021597797785440, 'n': 10, 'trace_an': 0}
-
id: 46188437
{'hecke_orbit_code': 27021597797785440, 'n': 11, 'trace_an': -31}
-
id: 46188438
{'hecke_orbit_code': 27021597797785440, 'n': 12, 'trace_an': 0}
-
id: 46188439
{'hecke_orbit_code': 27021597797785440, 'n': 13, 'trace_an': 5}
-
id: 46188440
{'hecke_orbit_code': 27021597797785440, 'n': 14, 'trace_an': 0}
-
id: 46188441
{'hecke_orbit_code': 27021597797785440, 'n': 15, 'trace_an': -8}
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id: 46188442
{'hecke_orbit_code': 27021597797785440, 'n': 16, 'trace_an': 0}
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id: 46188443
{'hecke_orbit_code': 27021597797785440, 'n': 17, 'trace_an': -1}
-
id: 46188444
{'hecke_orbit_code': 27021597797785440, 'n': 18, 'trace_an': 0}
-
id: 46188445
{'hecke_orbit_code': 27021597797785440, 'n': 19, 'trace_an': -29}
-
id: 46188446
{'hecke_orbit_code': 27021597797785440, 'n': 20, 'trace_an': 0}
-
id: 46188447
{'hecke_orbit_code': 27021597797785440, 'n': 21, 'trace_an': 6}
-
id: 46188448
{'hecke_orbit_code': 27021597797785440, 'n': 22, 'trace_an': 0}
-
id: 46188449
{'hecke_orbit_code': 27021597797785440, 'n': 23, 'trace_an': -27}
-
id: 46188450
{'hecke_orbit_code': 27021597797785440, 'n': 24, 'trace_an': 0}
-
id: 46188451
{'hecke_orbit_code': 27021597797785440, 'n': 25, 'trace_an': 34}
-
id: 46188452
{'hecke_orbit_code': 27021597797785440, 'n': 26, 'trace_an': 0}
-
id: 46188453
{'hecke_orbit_code': 27021597797785440, 'n': 27, 'trace_an': -36}
-
id: 46188454
{'hecke_orbit_code': 27021597797785440, 'n': 28, 'trace_an': 0}
-
id: 46188455
{'hecke_orbit_code': 27021597797785440, 'n': 29, 'trace_an': 1}
-
id: 46188456
{'hecke_orbit_code': 27021597797785440, 'n': 30, 'trace_an': 0}
-
id: 46188457
{'hecke_orbit_code': 27021597797785440, 'n': 31, 'trace_an': 9}
-
id: 46188458
{'hecke_orbit_code': 27021597797785440, 'n': 32, 'trace_an': 0}
-
id: 46188459
{'hecke_orbit_code': 27021597797785440, 'n': 33, 'trace_an': -8}
-
id: 46188460
{'hecke_orbit_code': 27021597797785440, 'n': 34, 'trace_an': 0}
-
id: 46188461
{'hecke_orbit_code': 27021597797785440, 'n': 35, 'trace_an': -51}
-
id: 46188462
{'hecke_orbit_code': 27021597797785440, 'n': 36, 'trace_an': 0}
-
id: 46188463
{'hecke_orbit_code': 27021597797785440, 'n': 37, 'trace_an': 5}
-
id: 46188464
{'hecke_orbit_code': 27021597797785440, 'n': 38, 'trace_an': 0}
-
id: 46188465
{'hecke_orbit_code': 27021597797785440, 'n': 39, 'trace_an': 8}
-
id: 46188466
{'hecke_orbit_code': 27021597797785440, 'n': 40, 'trace_an': 0}
-
id: 46188467
{'hecke_orbit_code': 27021597797785440, 'n': 41, 'trace_an': -3}
-
id: 46188468
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