-
mf_newforms • Show schema
{'Nk2': 6696, 'analytic_conductor': 13.366957298362337, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 279, 'char_degree': 2, 'char_is_minimal': False, 'char_is_real': False, 'char_orbit_index': 8, 'char_orbit_label': 'h', 'char_order': 3, 'char_parity': 1, 'char_values': [1674, 3, [1055, 1243], [1, 2]], 'cm_discs': [], 'conrey_index': 253, 'dim': 32, 'has_non_self_twist': 1, 'hecke_orbit': 2, 'hecke_orbit_code': 4504080697263754, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 279, 7, 1, 3, 0]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '1674.2.h.b', 'level': 1674, '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, 3, 31], 'level_radical': 186, 'minimal_twist': '558.2.g.a', 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mf_hecke_cc • Show schema
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-0.1559255960032582, -0.4194735261623982], 'char_orbit_index': 8, 'conrey_index': 253, 'dual_conrey_index': 397, 'dual_embedding_index': 10, 'dual_embedding_m': 26, 'embedding_index': 10, 'embedding_m': 10, 'hecke_orbit': 2, 'hecke_orbit_code': 4504080697263754, 'label': '1674.2.h.b.253.10', 'level': 1674, 'weight': 2} -
mf_newspaces • Show schema
{'Nk2': 6696, 'analytic_conductor': 13.366957298362337, 'char_conductor': 279, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 8, 'char_orbit_label': 'h', 'char_order': 3, 'char_parity': 1, 'char_values': [1674, 3, [1055, 1243], [1, 2]], 'conrey_index': 253, 'cusp_dim': 552, 'dim': 64, 'eis_dim': 48, 'eis_new_dim': 0, 'hecke_orbit_code': 481069893258, 'hecke_orbit_dims': [32, 32], 'label': '1674.2.h', 'level': 1674, '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, 3, 31], 'level_radical': 186, 'mf_dim': 600, 'mf_new_dim': 64, 'num_forms': 2, 'prim_orbit_index': 7, 'relative_dim': 32, 'sturm_bound': 576, 'trace_bound': 2, 'trace_display': [0, 0, -4, -4], 'traces': [64, 0, 0, -32, -4, 0, -4, 0, 0, 0, 4, 0, 8, 0, 0, -32, 8, 0, -4, 2, 0, 0, 2, 0, 76, 16, 0, 2, 12, 0, 4, 0, 0, 0, -12, 0, -10, 24, 0, 0, 40, 0, -4, 4, 0, 0, 12, 0, 60, 0, 0, -4, 14, 0, 0, 0, 0, 6, 18, 0, 14, -12, 0, 64, -32, 0, -16, 8, 0, 6, -14, 0, 14, -56, 0, -4, -4, 0, 20, 2, 0, 0, -28, 0, 0, 28, 0, 0, 20, 0, -32, 2, 0, 0, -30, 0, -4, -4, 0, -38, 66, 0, 20, -32, 0, 0, -24, 0, -4, -44, 0, 2, 32, 0, 6, -24, 0, 6, 96, 0, -32, 0, 0, -14, -36, 0, 2, 0, 0, 0, -14, 0, 16, 24, 0, 0, -12, 0, 2, 6, 0, 0, -40, 0, 0, 0, 0, -10, -28, 0, 14, -12, 0, 12, -146, 0, -16, 58, 0, 0, 64, 0, 20, -20, 0, 0, -40, 0, 144, 52, 0, 2, 108, 0, -40, -8, 0, -12, 86, 0, -34, 40, 0, 0, 30, 0, -18, -24, 0, -24, -48, 0, -28, -24, 0, -30, 76, 0, -10, 0, 0, 24, 2, 0, -24, 14, 0, -4, 26, 0, 14, -28, 0, -24, 0, 0, -4, 38, 0, 0, 22, 0, -88, 0, 0, 0, 54, 0, -88, -100, 0, 6, 20, 0, 84, -36, 0, 12, 4, 0, -40, -28, 0, -28, -60, 0, -32, 24, 0, -30, 20, 0, 0, -100, 0, -32, -16, 0, 46, 16, 0, -18, -80, 0, 90, 4, 0, 8, -38, 0, 104, -16, 0, -72, -130, 0, -4, -72, 0, -12, -88, 0, -40, 28, 0, 12, -252, 0, -8, 160, 0, -28, -72, 0, -102, 28, 0, 36, -24, 0, 28, 16, 0, 8, 140, 0, 26, -4, 0, -54, 124, 0, -76, -36, 0, -10, -160, 0, -120, -4, 0, -48, 14, 0, -16, 32, 0, 0, -154, 0, 8, -28, 0, -42, 296, 0, 20, -24, 0, 0, 8, 0, 88, -56, 0, 0, 80, 0, 20, -48, 0, 0, -28, 0, 54, -10, 0, -24, 72, 0, 0, 12, 0, 16, 174, 0, 20, -4, 0, -24, 138, 0, -28, 40, 0, 0, -126, 0, -22, -30, 0, 84, -204, 0, -36, -48, 0, 8, -136, 0, 36, 8, 0, 12, -36, 0, 44, 28, 0, -38, 18, 0, -10, -132, 0, 0, 146, 0, -94, -44, 0, -10, 14, 0, -24, 16, 0, 0, -26, 0, 32, 38, 0, 0, 64, 0, 46, -24, 0, 18, 28, 0, -40, -200, 0, 2, 32, 0, 50, 22, 0, 0, -112, 0, -156, 96, 0, -4, 100, 0, 0, -16, 0, -12, 420, 0, -40, 76, 0, 6, -48, 0, -82, 12, 0, 12, 224, 0, -92, -64, 0, 6, 254, 0, -58, 96, 0, -30, 60, 0, -26, 16, 0, 64, -94, 0, 128, 0, 0, 24, -280, 0, -156, 116, 0, 10, 36, 0, 26, 18, 0, 204, 90, 0, 30, 114, 0, 2, -312, 0, 16, 0, 0, -36, 232, 0, 72, 68, 0, 0, -188, 0, -100, 28, 0, 48, 192, 0, -26, 144, 0, 16, -76, 0, 12, -48, 0, 0, -84, 0, -4, -16, 0, 0, -368, 0, -112, -12, 0, 0, -160, 0, -140, 20, 0, 2, -448, 0, -164, 6, 0, 36, 228, 0, 240, 72, 0, 0, 254, 0, -112, -40, 0, 36, 32, 0, 92, -48, 0, 0, 22, 0, -72, 0, 0, 18, 36, 0, -28, 156, 0, 20, -256, 0, 66, 56, 0, 36, -56, 0, 56, 152, 0, -28, -8, 0, 236, -12, 0, 48, 72, 0, -82, 84, 0, -6, -22, 0, -118, 40, 0, -12, 36, 0, 136, 56, 0, -16, -40, 0, -4, -116, 0, 18, -158, 0, 12, 18, 0, 0, -134, 0, 110, 64, 0, -18, 436, 0, 36, 52, 0, -10, -116, 0, -78, -20, 0, 24, 68, 0, -52, -416, 0, 0, 82, 0, 36, 80, 0, -18, 288, 0, 8, -24, 0, -72, 76, 0, -74, -26, 0, 24, -392, 0, 30, 126, 0, 2, 100, 0, -64, 108, 0, 48, -2, 0, 18, 24, 0, 20, -198, 0, -104, 4, 0, 48, -276, 0, -34, -26, 0, 24, -300, 0, -30, 86, 0, 6, -32, 0, -200, 16, 0, 68, 2, 0, -64, -80, 0, -42, 150, 0, -4, -116, 0, 0, 154, 0, 32, 30, 0, -108, 228, 0, -36, -32, 0, 36, -152, 0, 20, 12, 0, -24, 292, 0, 8, 144, 0, 12, 116, 0, -80, -48, 0, 42, -46, 0, 62, -16, 0, 56, 8, 0, -128, -24, 0, -30, 24, 0, 120, -126, 0, -30, 32, 0, -64, -152, 0, 6, -188, 0, -2, -40, 0, 20, -24, 0, 204, 0, 0, 120, -252, 0, 168, 276, 0, 24, 18, 0, 56, -4, 0, 84, 200, 0, -20, 160, 0, 12, -48, 0, 62, -28, 0, -36, -168, 0, -16, -216, 0, 8, -278, 0, 102, -52, 0, 108, -252, 0, 34, 184, 0, -28, -548, 0, 26, 14, 0, 72, -22, 0, 134, 22, 0, 12, -62, 0, -196, 0, 0, -72, 178, 0, 18, -24, 0, 50, 106, 0, 280, -76, 0, 48, -440, 0, 320, -296, 0, 0, 166, 0, -160, 22, 0, 228, -102, 0, -176, -136, 0, 44, 636, 0, -132, 0, 0, 0, 140, 0, 72, -380, 0, 0, 18, 0, 110, 54, 0, -18, 248, 0, 18, -32, 0, 176, 174, 0, 146, 50, 0, -66, 322, 0, -172, -204, 0, -12, 414, 0, 96, -10, 0, 0, -170, 0, 14, -90, 0, -168, -656, 0, 126, 18, 0, 48, -220, 0, 52, 276, 0, -6, 88, 0, 60, -2, 0, 12, -150, 0, -92, -304, 0, 20, 186, 0, 194, -28, 0, 108, 188, 0, -74, 254, 0, 14, 84, 0, -36, 30, 0, -24, -40, 0, -24, -72, 0, -32, 84, 0, 128, -12, 0, -24, -4, 0, -28, 126, 0, 60], 'weight': 2, 'weight_parity': 1} -
mf_twists_cc • Show schema
-
id: 35640536
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 253, 'source_dim': 32, 'source_embedding_index': 10, 'source_hecke_orbit_code': 4504080697263754, 'source_is_minimal': False, 'source_label': '1674.2.h.b.253.10', 'source_level': 1674, 'target_conrey_index': 253, 'target_dim': 32, 'target_embedding_index': 10, 'target_hecke_orbit_code': 4504080697263754, 'target_is_minimal': False, 'target_label': '1674.2.h.b.253.10', 'target_level': 1674, 'twist_class_label': '558.2.g.a.211.4', 'twist_class_level': 558, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 2} -
id: 35640537
{'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 253, 'source_dim': 32, 'source_embedding_index': 10, 'source_hecke_orbit_code': 4504080697263754, 'source_is_minimal': False, 'source_label': '1674.2.h.b.253.10', 'source_level': 1674, 'target_conrey_index': 67, 'target_dim': 32, 'target_embedding_index': 8, 'target_hecke_orbit_code': 481069892142, 'target_is_minimal': True, 'target_label': '558.2.h.a.67.8', 'target_level': 558, 'twist_class_label': '558.2.g.a.211.4', 'twist_class_level': 558, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 2} -
id: 35640538
{'conductor': 9, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 253, 'source_dim': 32, 'source_embedding_index': 10, 'source_hecke_orbit_code': 4504080697263754, 'source_is_minimal': False, 'source_label': '1674.2.h.b.253.10', 'source_level': 1674, 'target_conrey_index': 439, 'target_dim': 32, 'target_embedding_index': 4, 'target_hecke_orbit_code': 412350415406, 'target_is_minimal': True, 'target_label': '558.2.g.a.439.4', 'target_level': 558, 'twist_class_label': '558.2.g.a.211.4', 'twist_class_level': 558, 'twisting_char_label': '9.2', 'twisting_conrey_index': 2, 'weight': 2} -
id: 35640539
{'conductor': 9, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 253, 'source_dim': 32, 'source_embedding_index': 10, 'source_hecke_orbit_code': 4504080697263754, 'source_is_minimal': False, 'source_label': '1674.2.h.b.253.10', 'source_level': 1674, 'target_conrey_index': 1369, 'target_dim': 32, 'target_embedding_index': 7, 'target_hecke_orbit_code': 4504011977787018, 'target_is_minimal': False, 'target_label': '1674.2.g.b.1369.7', 'target_level': 1674, 'twist_class_label': '558.2.g.a.211.4', 'twist_class_level': 558, 'twisting_char_label': '9.7', 'twisting_conrey_index': 7, 'weight': 2} -
id: 35640540
{'conductor': 31, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 253, 'source_dim': 32, 'source_embedding_index': 10, 'source_hecke_orbit_code': 4504080697263754, 'source_is_minimal': False, 'source_label': '1674.2.h.b.253.10', 'source_level': 1674, 'target_conrey_index': 955, 'target_dim': 32, 'target_embedding_index': 7, 'target_hecke_orbit_code': 4504011977787018, 'target_is_minimal': False, 'target_label': '1674.2.g.b.955.7', 'target_level': 1674, 'twist_class_label': '558.2.g.a.211.4', 'twist_class_level': 558, 'twisting_char_label': '31.25', 'twisting_conrey_index': 25, 'weight': 2} -
id: 35640541
{'conductor': 93, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 253, 'source_dim': 32, 'source_embedding_index': 10, 'source_hecke_orbit_code': 4504080697263754, 'source_is_minimal': False, 'source_label': '1674.2.h.b.253.10', 'source_level': 1674, 'target_conrey_index': 211, 'target_dim': 32, 'target_embedding_index': 4, 'target_hecke_orbit_code': 412350415406, 'target_is_minimal': True, 'target_label': '558.2.g.a.211.4', 'target_level': 558, 'twist_class_label': '558.2.g.a.211.4', 'twist_class_level': 558, 'twisting_char_label': '93.56', 'twisting_conrey_index': 56, 'weight': 2} -
id: 35640542
{'conductor': 279, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 253, 'source_dim': 32, 'source_embedding_index': 10, 'source_hecke_orbit_code': 4504080697263754, 'source_is_minimal': False, 'source_label': '1674.2.h.b.253.10', 'source_level': 1674, 'target_conrey_index': 397, 'target_dim': 32, 'target_embedding_index': 10, 'target_hecke_orbit_code': 4504080697263754, 'target_is_minimal': False, 'target_label': '1674.2.h.b.397.10', 'target_level': 1674, 'twist_class_label': '558.2.g.a.211.4', 'twist_class_level': 558, 'twisting_char_label': '279.25', 'twisting_conrey_index': 25, 'weight': 2} -
id: 35640543
{'conductor': 279, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 253, 'source_dim': 32, 'source_embedding_index': 10, 'source_hecke_orbit_code': 4504080697263754, 'source_is_minimal': False, 'source_label': '1674.2.h.b.253.10', 'source_level': 1674, 'target_conrey_index': 25, 'target_dim': 32, 'target_embedding_index': 8, 'target_hecke_orbit_code': 481069892142, 'target_is_minimal': True, 'target_label': '558.2.h.a.25.8', 'target_level': 558, 'twist_class_label': '558.2.g.a.211.4', 'twist_class_level': 558, 'twisting_char_label': '279.56', 'twisting_conrey_index': 56, 'weight': 2}
-
id: 35640536
- hecke_orbit_code 4504080697263754 does not appear in mf_hecke_charpolys
-
mf_newform_portraits • Show schema
{'char_orbit_index': 8, 'hecke_orbit': 2, 'label': '1674.2.h.b', 'level': 1674, 'portrait': 'data:image/png;base64,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', 'weight': 2} -
mf_hecke_traces • Show schema
-
id: 23072401
{'hecke_orbit_code': 4504080697263754, 'n': 1, 'trace_an': 32} -
id: 23072402
{'hecke_orbit_code': 4504080697263754, 'n': 2, 'trace_an': 16} -
id: 23072403
{'hecke_orbit_code': 4504080697263754, 'n': 3, 'trace_an': 0} -
id: 23072404
{'hecke_orbit_code': 4504080697263754, 'n': 4, 'trace_an': -16} -
id: 23072405
{'hecke_orbit_code': 4504080697263754, 'n': 5, 'trace_an': -2} -
id: 23072406
{'hecke_orbit_code': 4504080697263754, 'n': 6, 'trace_an': 0} -
id: 23072407
{'hecke_orbit_code': 4504080697263754, 'n': 7, 'trace_an': -2} -
id: 23072408
{'hecke_orbit_code': 4504080697263754, 'n': 8, 'trace_an': -32} -
id: 23072409
{'hecke_orbit_code': 4504080697263754, 'n': 9, 'trace_an': 0} -
id: 23072410
{'hecke_orbit_code': 4504080697263754, 'n': 10, 'trace_an': -1} -
id: 23072411
{'hecke_orbit_code': 4504080697263754, 'n': 11, 'trace_an': 2} -
id: 23072412
{'hecke_orbit_code': 4504080697263754, 'n': 12, 'trace_an': 0} -
id: 23072413
{'hecke_orbit_code': 4504080697263754, 'n': 13, 'trace_an': 20} -
id: 23072414
{'hecke_orbit_code': 4504080697263754, 'n': 14, 'trace_an': -1} -
id: 23072415
{'hecke_orbit_code': 4504080697263754, 'n': 15, 'trace_an': 0} -
id: 23072416
{'hecke_orbit_code': 4504080697263754, 'n': 16, 'trace_an': -16} -
id: 23072417
{'hecke_orbit_code': 4504080697263754, 'n': 17, 'trace_an': 4} -
id: 23072418
{'hecke_orbit_code': 4504080697263754, 'n': 18, 'trace_an': 0} -
id: 23072419
{'hecke_orbit_code': 4504080697263754, 'n': 19, 'trace_an': 4} -
id: 23072420
{'hecke_orbit_code': 4504080697263754, 'n': 20, 'trace_an': 1} -
id: 23072421
{'hecke_orbit_code': 4504080697263754, 'n': 21, 'trace_an': 0} -
id: 23072422
{'hecke_orbit_code': 4504080697263754, 'n': 22, 'trace_an': 4} -
id: 23072423
{'hecke_orbit_code': 4504080697263754, 'n': 23, 'trace_an': 1} -
id: 23072424
{'hecke_orbit_code': 4504080697263754, 'n': 24, 'trace_an': 0} -
id: 23072425
{'hecke_orbit_code': 4504080697263754, 'n': 25, 'trace_an': 38} -
id: 23072426
{'hecke_orbit_code': 4504080697263754, 'n': 26, 'trace_an': 10} -
id: 23072427
{'hecke_orbit_code': 4504080697263754, 'n': 27, 'trace_an': 0} -
id: 23072428
{'hecke_orbit_code': 4504080697263754, 'n': 28, 'trace_an': 1} -
id: 23072429
{'hecke_orbit_code': 4504080697263754, 'n': 29, 'trace_an': 3} -
id: 23072430
{'hecke_orbit_code': 4504080697263754, 'n': 30, 'trace_an': 0} -
id: 23072431
{'hecke_orbit_code': 4504080697263754, 'n': 31, 'trace_an': -10} -
id: 23072432
{'hecke_orbit_code': 4504080697263754, 'n': 32, 'trace_an': 16} -
id: 23072433
{'hecke_orbit_code': 4504080697263754, 'n': 33, 'trace_an': 0} -
id: 23072434
{'hecke_orbit_code': 4504080697263754, 'n': 34, 'trace_an': 8} -
id: 23072435
{'hecke_orbit_code': 4504080697263754, 'n': 35, 'trace_an': 0} -
id: 23072436
{'hecke_orbit_code': 4504080697263754, 'n': 36, 'trace_an': 0} -
id: 23072437
{'hecke_orbit_code': 4504080697263754, 'n': 37, 'trace_an': -19} -
id: 23072438
{'hecke_orbit_code': 4504080697263754, 'n': 38, 'trace_an': 8} -
id: 23072439
{'hecke_orbit_code': 4504080697263754, 'n': 39, 'trace_an': 0} -
id: 23072440
{'hecke_orbit_code': 4504080697263754, 'n': 40, 'trace_an': 2} -
id: 23072441
{'hecke_orbit_code': 4504080697263754, 'n': 41, 'trace_an': 20} -
id: 23072442
{'hecke_orbit_code': 4504080697263754, 'n': 42, 'trace_an': 0} -
id: 23072443
{'hecke_orbit_code': 4504080697263754, 'n': 43, 'trace_an': 26} -
id: 23072444
{'hecke_orbit_code': 4504080697263754, 'n': 44, 'trace_an': 2} -
id: 23072445
{'hecke_orbit_code': 4504080697263754, 'n': 45, 'trace_an': 0} -
id: 23072446
{'hecke_orbit_code': 4504080697263754, 'n': 46, 'trace_an': 2} -
id: 23072447
{'hecke_orbit_code': 4504080697263754, 'n': 47, 'trace_an': 6} -
id: 23072448
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{'hecke_orbit_code': 4504080697263754, 'n': 991, 'trace_an': -118} -
id: 23072658
{'hecke_orbit_code': 4504080697263754, 'n': 997, 'trace_an': -106}
-
id: 23072401
Embedded newform data - 1674.2.h.b.253.10