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mf_newforms • Show schema
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{'Nk2': 1768, 'analytic_conductor': 3.529387769340593, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 221, 'char_degree': 2, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 13, 'char_orbit_label': 'm', 'char_order': 6, 'char_parity': 1, 'char_values': [442, 6, [171, 105], [2, 3]], 'cm_discs': [], 'conrey_index': 237, 'dim': 24, 'has_non_self_twist': 1, 'hecke_cutters': [[3, [4096, 0, -36544, 0, 253849, 0, -546808, 0, 825240, 0, -623564, 0, 331656, 0, -102987, 0, 23068, 0, -3424, 0, 370, 0, -24, 0, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4504424294646202, 'inner_twist_count': 4, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 13, 3, 1, 3, 0], [1, 1, 17, 2, 1, 2, 0], [1, 1, 221, 12, 1, 6, 0]], 'is_cm': False, 'is_largest': True, 'is_maximal': False, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '442.2.m.b', 'level': 442, 'level_is_powerful': False, 'level_is_prime': False, 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mf_hecke_cc • Show schema
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'dual_embedding_m': 2, 'embedding_index': 2, 'embedding_m': 14, 'hecke_orbit': 2, 'hecke_orbit_code': 4504424294646202, 'label': '442.2.m.b.373.2', 'level': 442, 'weight': 2}
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mf_newspaces • Show schema
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{'Nk2': 1768, 'analytic_conductor': 3.529387769340593, 'char_conductor': 221, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 13, 'char_orbit_label': 'm', 'char_order': 6, 'char_parity': 1, 'char_values': [442, 6, [171, 105], [2, 3]], 'conrey_index': 237, 'cusp_dim': 116, 'dim': 44, 'eis_dim': 16, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 824667275706, 'hecke_orbit_dims': [20, 24], 'label': '442.2.m', 'level': 442, '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': True, 'level_primes': [2, 13, 17], 'level_radical': 442, 'mf_dim': 132, 'mf_new_dim': 44, 'num_forms': 2, 'prim_orbit_index': 12, 'relative_dim': 22, 'sturm_bound': 126, 'trace_bound': 1, 'trace_display': [2, 0, 0, 0], 'traces': [44, 2, 0, -22, 0, 0, 0, -4, 18, 0, 0, 0, 10, 0, 4, -22, -3, 12, 8, 0, 32, 0, 0, 0, -56, -2, 0, 0, 0, 4, 0, 2, 8, 26, -20, 18, 0, 16, 0, 0, 0, -20, 8, 0, 0, 0, -32, 0, 10, -20, 24, -20, -28, 0, -28, 0, 0, 0, 20, -8, 0, 0, 0, 44, 0, -40, 36, -3, -16, 0, 0, -6, 0, 0, 0, 8, -56, 0, 0, 0, 14, 0, 64, -16, 3, -32, -8, 0, 8, 0, 0, 0, -44, 28, 0, 0, 0, -30, 0, 28, -38, 4, 0, -14, 0, -30, 0, 0, 0, -4, 16, 0, 0, 0, -48, 0, 124, 16, -48, 4, -54, 0, -104, 0, 0, 0, 64, 2, 0, 0, 0, 8, 0, 24, 48, -13, 10, 72, 0, -20, 0, 0, 0, -36, -26, 0, 0, 0, 38, 0, -120, -8, -41, 0, 152, 0, 4, 0, 0, 0, -32, 22, 0, 0, 0, -36, 0, 40, 50, 46, -172, 8, 0, -32, 0, 0, 0, -32, 108, 0, 0, 0, -328, 0, -46, -44, -96, 16, 8, 0, -28, 0, 0, 0, -44, -20, 0, 0, 0, 40, 0, -10, 240, -12, 118, -16, 0, 10, 0, 0, 0, 14, 328, 0, 0, 0, 96, 0, 8, 56, 10, 160, 88, 0, -120, 0, 0, 0, -56, 52, 0, 0, 0, 130, 0, 20, 0, -8, 160, 4, 0, 164, 0, 0, 0, -144, -92, 0, 0, 0, -16, 0, 12, 40, 280, -22, -58, 0, 40, 0, 0, 0, 60, 20, 0, 0, 0, -72, 0, 56, -44, 6, -400, -172, 0, -16, 0, 0, 0, 0, -124, 0, 0, 0, -168, 0, 16, -6, -35, 22, 40, 0, 106, 0, 0, 0, 4, -4, 0, 0, 0, -64, 0, -16, 14, 101, -184, 28, 0, 116, 0, 0, 0, -10, -8, 0, 0, 0, -92, 0, 124, -88, 84, -28, 108, 0, 60, 0, 0, 0, 20, -32, 0, 0, 0, -16, 0, -4, -184, 3, 0, -92, 0, 16, 0, 0, 0, -8, 48, 0, 0, 0, 118, 0, 88, -16, -16, -12, -16, 0, -142, 0, 0, 0, -116, -112, 0, 0, 0, -22, 0, 88, -6, -20, 20, -56, 0, -232, 0, 0, 0, 136, 84, 0, 0, 0, -16, 0, -92, 64, 88, -30, -128, 0, -376, 0, 0, 0, 76, 28, 0, 0, 0, 76, 0, 172, -180, -8, 126, 30, 0, 0, 0, 0, 0, 16, 208, 0, 0, 0, 180, 0, -60, 60, -106, 140, -44, 0, 120, 0, 0, 0, 122, -160, 0, 0, 0, 4, 0, -4, 164, 29, 120, 16, 0, -168, 0, 0, 0, -400, -64, 0, 0, 0, 112, 0, 38, -120, -140, 96, -134, 0, 304, 0, 0, 0, -72, -122, 0, 0, 0, -8, 0, 80, 92, 96, -74, -56, 0, -8, 0, 0, 0, -54, 164, 0, 0, 0, -40, 0, 84, -104, -10, -124, 56, 0, -132, 0, 0, 0, -200, -96, 0, 0, 0, 72, 0, -128, 34, -40, 180, -4, 0, -6, 0, 0, 0, -20, 80, 0, 0, 0, 80, 0, 344, -212, 104, -16, 50, 0, -52, 0, 0, 0, -156, 24, 0, 0, 0, -24, 0, 124, -196, -13, -120, 72, 0, 10, 0, 0, 0, -36, 12, 0, 0, 0, -166, 0, 60, 40, 52, 14, 52, 0, -302, 0, 0, 0, 152, 8, 0, 0, 0, 124, 0, 18, -228, -121, -48, 52, 0, -100, 0, 0, 0, 180, -324, 0, 0, 0, -52, 0, -492, -28, -172, 38, 248, 0, 168, 0, 0, 0, 136, 60, 0, 0, 0, -8, 0, -28, 220, 82, -322, 124, 0, 0, 0, 0, 0, -76, 332, 0, 0, 0, -404, 0, -24, -2, -86, 64, -124, 0, -152, 0, 0, 0, -26, 80, 0, 0, 0, 248, 0, 16, 928, -24, 356, 22, 0, 84, 0, 0, 0, 92, 424, 0, 0, 0, 136, 0, -94, 104, 120, 72, 280, 0, -220, 0, 0, 0, -304, -20, 0, 0, 0, 38, 0, -44, 84, -23, 16, 84, 0, 344, 0, 0, 0, -16, -134, 0, 0, 0, 4, 0, 4, 16, 322, -100, -284, 0, 408, 0, 0, 0, 308, 70, 0, 0, 0, -184, 0, -32, 312, 224, -244, -216, 0, -20, 0, 0, 0, -46, -728, 0, 0, 0, -280, 0, 156, 162, -36, 164, -244, 0, 460, 0, 0, 0, 0, 92, 0, 0, 0, -44, 0, -44, 20, 48, -672, 100, 0, 16, 0, 0, 0, 8, -56, 0, 0, 0, -84, 0, 52, -28, -19, -40, 148, 0, 252, 0, 0, 0, 268, 8, 0, 0, 0, -62, 0, -56, -328, 144, 160, 10, 0, 156, 0, 0, 0, -8, 20, 0, 0, 0, -28, 0, 44, -312, 56, -20, 24, 0, -260, 0, 0, 0, 192, -10, 0, 0, 0, -120, 0, 120, -152, -12, 52, -156, 0, -236, 0, 0, 0, 32, 132, 0, 0, 0, -50, 0, -192, 10, -390, -136, -204, 0, -704, 0, 0, 0, 284, 158, 0, 0, 0, 416, 0, 14, -204, -92, 260, -164, 0, -88, 0, 0, 0, -12, 616, 0, 0, 0, -384, 0, -116, -44, -104, 96, -140, 0, 112, 0, 0, 0, 8, -16, 0, 0, 0, -28, 0, 50, 24, 55, 368, 32, 0, -80, 0, 0, 0, -176, 24, 0, 0, 0, -172, 0, 16, -120, -189, 168, -312, 0, 500, 0, 0, 0, -172, -280, 0, 0, 0, 46, 0, 28, -180, 16, 84, 52, 0, -156, 0, 0, 0, -56, 232, 0, 0, 0, 464, 0, -180, -208, -88, -128, 204, 0, -300, 0, 0, 0, -80, -40, 0, 0, 0, 0, 0, -376, 368, -8, 336, -148, 0, -80, 0, 0, 0, 4, -436, 0, 0, 0, 186, 0, 192, -82, 0, -336, 96, 0, -176, 0, 0, 0, -34, 196, 0, 0, 0, 164, 0, 72, -212, -197, -360, 16, 0, 0, 0, 0, 0, 60, -212, 0, 0, 0, 296, 0], 'weight': 2, 'weight_parity': 1}
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mf_twists_cc • Show schema
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id: 36458752
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 373, 'source_dim': 24, 'source_embedding_index': 2, 'source_hecke_orbit_code': 4504424294646202, 'source_is_minimal': True, 'source_label': '442.2.m.b.373.2', 'source_level': 442, 'target_conrey_index': 373, 'target_dim': 24, 'target_embedding_index': 2, 'target_hecke_orbit_code': 4504424294646202, 'target_is_minimal': True, 'target_label': '442.2.m.b.373.2', 'target_level': 442, 'twist_class_label': '442.2.m.b.237.2', 'twist_class_level': 442, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 2}
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id: 36458753
{'conductor': 13, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 373, 'source_dim': 24, 'source_embedding_index': 2, 'source_hecke_orbit_code': 4504424294646202, 'source_is_minimal': True, 'source_label': '442.2.m.b.373.2', 'source_level': 442, 'target_conrey_index': 237, 'target_dim': 24, 'target_embedding_index': 11, 'target_hecke_orbit_code': 4504424294646202, 'target_is_minimal': True, 'target_label': '442.2.m.b.237.11', 'target_level': 442, 'twist_class_label': '442.2.m.b.237.2', 'twist_class_level': 442, 'twisting_char_label': '13.3', 'twisting_conrey_index': 3, 'weight': 2}
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id: 36458754
{'conductor': 17, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 373, 'source_dim': 24, 'source_embedding_index': 2, 'source_hecke_orbit_code': 4504424294646202, 'source_is_minimal': True, 'source_label': '442.2.m.b.373.2', 'source_level': 442, 'target_conrey_index': 373, 'target_dim': 24, 'target_embedding_index': 11, 'target_hecke_orbit_code': 4504424294646202, 'target_is_minimal': True, 'target_label': '442.2.m.b.373.11', 'target_level': 442, 'twist_class_label': '442.2.m.b.237.2', 'twist_class_level': 442, 'twisting_char_label': '17.16', 'twisting_conrey_index': 16, 'weight': 2}
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id: 36458755
{'conductor': 221, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 373, 'source_dim': 24, 'source_embedding_index': 2, 'source_hecke_orbit_code': 4504424294646202, 'source_is_minimal': True, 'source_label': '442.2.m.b.373.2', 'source_level': 442, 'target_conrey_index': 237, 'target_dim': 24, 'target_embedding_index': 2, 'target_hecke_orbit_code': 4504424294646202, 'target_is_minimal': True, 'target_label': '442.2.m.b.237.2', 'target_level': 442, 'twist_class_label': '442.2.m.b.237.2', 'twist_class_level': 442, 'twisting_char_label': '221.16', 'twisting_conrey_index': 16, 'weight': 2}
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hecke_orbit_code 4504424294646202 does not appear in mf_hecke_charpolys
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mf_newform_portraits • Show schema
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{'char_orbit_index': 13, 'hecke_orbit': 2, 'label': '442.2.m.b', 'level': 442, 'portrait': 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', 'weight': 2}
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mf_hecke_traces • Show schema
Hide schema
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id: 23980561
{'hecke_orbit_code': 4504424294646202, 'n': 1, 'trace_an': 24}
-
id: 23980562
{'hecke_orbit_code': 4504424294646202, 'n': 2, 'trace_an': 12}
-
id: 23980563
{'hecke_orbit_code': 4504424294646202, 'n': 3, 'trace_an': 0}
-
id: 23980564
{'hecke_orbit_code': 4504424294646202, 'n': 4, 'trace_an': -12}
-
id: 23980565
{'hecke_orbit_code': 4504424294646202, 'n': 5, 'trace_an': 0}
-
id: 23980566
{'hecke_orbit_code': 4504424294646202, 'n': 6, 'trace_an': 0}
-
id: 23980567
{'hecke_orbit_code': 4504424294646202, 'n': 7, 'trace_an': 0}
-
id: 23980568
{'hecke_orbit_code': 4504424294646202, 'n': 8, 'trace_an': -24}
-
id: 23980569
{'hecke_orbit_code': 4504424294646202, 'n': 9, 'trace_an': 12}
-
id: 23980570
{'hecke_orbit_code': 4504424294646202, 'n': 10, 'trace_an': 0}
-
id: 23980571
{'hecke_orbit_code': 4504424294646202, 'n': 11, 'trace_an': 0}
-
id: 23980572
{'hecke_orbit_code': 4504424294646202, 'n': 12, 'trace_an': 0}
-
id: 23980573
{'hecke_orbit_code': 4504424294646202, 'n': 13, 'trace_an': 12}
-
id: 23980574
{'hecke_orbit_code': 4504424294646202, 'n': 14, 'trace_an': 0}
-
id: 23980575
{'hecke_orbit_code': 4504424294646202, 'n': 15, 'trace_an': 0}
-
id: 23980576
{'hecke_orbit_code': 4504424294646202, 'n': 16, 'trace_an': -12}
-
id: 23980577
{'hecke_orbit_code': 4504424294646202, 'n': 17, 'trace_an': 5}
-
id: 23980578
{'hecke_orbit_code': 4504424294646202, 'n': 18, 'trace_an': 24}
-
id: 23980579
{'hecke_orbit_code': 4504424294646202, 'n': 19, 'trace_an': 8}
-
id: 23980580
{'hecke_orbit_code': 4504424294646202, 'n': 20, 'trace_an': 0}
-
id: 23980581
{'hecke_orbit_code': 4504424294646202, 'n': 21, 'trace_an': -4}
-
id: 23980582
{'hecke_orbit_code': 4504424294646202, 'n': 22, 'trace_an': 0}
-
id: 23980583
{'hecke_orbit_code': 4504424294646202, 'n': 23, 'trace_an': 0}
-
id: 23980584
{'hecke_orbit_code': 4504424294646202, 'n': 24, 'trace_an': 0}
-
id: 23980585
{'hecke_orbit_code': 4504424294646202, 'n': 25, 'trace_an': -48}
-
id: 23980586
{'hecke_orbit_code': 4504424294646202, 'n': 26, 'trace_an': -6}
-
id: 23980587
{'hecke_orbit_code': 4504424294646202, 'n': 27, 'trace_an': 0}
-
id: 23980588
{'hecke_orbit_code': 4504424294646202, 'n': 28, 'trace_an': 0}
-
id: 23980589
{'hecke_orbit_code': 4504424294646202, 'n': 29, 'trace_an': 0}
-
id: 23980590
{'hecke_orbit_code': 4504424294646202, 'n': 30, 'trace_an': 0}
-
id: 23980591
{'hecke_orbit_code': 4504424294646202, 'n': 31, 'trace_an': 0}
-
id: 23980592
{'hecke_orbit_code': 4504424294646202, 'n': 32, 'trace_an': 12}
-
id: 23980593
{'hecke_orbit_code': 4504424294646202, 'n': 33, 'trace_an': -6}
-
id: 23980594
{'hecke_orbit_code': 4504424294646202, 'n': 34, 'trace_an': 10}
-
id: 23980595
{'hecke_orbit_code': 4504424294646202, 'n': 35, 'trace_an': -10}
-
id: 23980596
{'hecke_orbit_code': 4504424294646202, 'n': 36, 'trace_an': 12}
-
id: 23980597
{'hecke_orbit_code': 4504424294646202, 'n': 37, 'trace_an': 0}
-
id: 23980598
{'hecke_orbit_code': 4504424294646202, 'n': 38, 'trace_an': 16}
-
id: 23980599
{'hecke_orbit_code': 4504424294646202, 'n': 39, 'trace_an': 0}
-
id: 23980600
{'hecke_orbit_code': 4504424294646202, 'n': 40, 'trace_an': 0}
-
id: 23980601
{'hecke_orbit_code': 4504424294646202, 'n': 41, 'trace_an': 0}
-
id: 23980602
{'hecke_orbit_code': 4504424294646202, 'n': 42, 'trace_an': -2}
-
id: 23980603
{'hecke_orbit_code': 4504424294646202, 'n': 43, 'trace_an': -4}
-
id: 23980604
{'hecke_orbit_code': 4504424294646202, 'n': 44, 'trace_an': 0}
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id: 23980605
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{'hecke_orbit_code': 4504424294646202, 'n': 961, 'trace_an': -240}
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id: 23980813
{'hecke_orbit_code': 4504424294646202, 'n': 967, 'trace_an': 56}
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id: 23980814
{'hecke_orbit_code': 4504424294646202, 'n': 971, 'trace_an': -10}
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id: 23980815
{'hecke_orbit_code': 4504424294646202, 'n': 977, 'trace_an': -8}
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id: 23980816
{'hecke_orbit_code': 4504424294646202, 'n': 983, 'trace_an': 0}
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id: 23980817
{'hecke_orbit_code': 4504424294646202, 'n': 991, 'trace_an': 0}
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id: 23980818
{'hecke_orbit_code': 4504424294646202, 'n': 997, 'trace_an': 0}