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{'Nk2': 9900, 'analytic_conductor': 44.10555044856967, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[5, 1], [11, 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': [275, 1, [177, 101], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 5, 'field_disc': 33753312111516, 'field_disc_factorization': [[2, 2], [3, 1], [64091, 1], [43887223, 1]], 'field_poly': [-5216, 2924, 45, -129, -1, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': 1, 'has_non_self_twist': 0, 'hecke_cutters': [[2, [-204, 1604, -673, -97, 9, 1]]], 'hecke_orbit': 5, 'hecke_orbit_code': 18014398610145555, 'hecke_ring_generator_nbound': 3, 'hecke_ring_index': 2, 'hecke_ring_index_factorization': [[2, 1]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '275.6.a.e', 'level': 275, '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': [5, 11], 'level_radical': 55, 'minimal_twist': '55.6.a.c', 'prim_orbit_index': 1, 'qexp_display': 'q+(-2+\\beta _{1})q^{2}+(-\\beta _{1}+\\beta _{3})q^{3}+(24+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 5, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '275.6.a', 'trace_display': [-9, 0, 0, -70], 'trace_hash': 79954632144661286, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.615', 'prec': 17}, 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-
mf_hecke_cc • Show schema
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mf_newspaces • Show schema
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{'ALdims': [18, 20, 22, 18], 'Nk2': 9900, 'analytic_conductor': 44.10555044856967, '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': [275, 1, [177, 101], [1, 1]], 'conrey_index': 1, 'cusp_dim': 144, 'dim': 78, 'eis_dim': 12, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 100663571, 'hecke_orbit_dims': [1, 3, 3, 4, 5, 6, 8, 8, 8, 8, 10, 14], 'label': '275.6.a', 'level': 275, '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': [5, 11], 'level_radical': 55, 'mf_dim': 156, 'mf_new_dim': 78, 'num_forms': 12, 'plus_dim': 36, 'prim_orbit_index': 1, 'relative_dim': 78, 'sturm_bound': 180, 'trace_bound': 3, 'trace_display': [4, 17, 0, 94], 'traces': [78, 4, 17, 1180, 0, 374, 94, -480, 6343, 0, -242, 1104, 962, -960, 0, 16184, -816, 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mf_twists_cc • Show schema
Hide schema
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id: 44129866
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 5, 'source_embedding_index': 2, 'source_hecke_orbit_code': 18014398610145555, 'source_is_minimal': False, 'source_label': '275.6.a.e.1.2', 'source_level': 275, 'target_conrey_index': 1, 'target_dim': 5, 'target_embedding_index': 2, 'target_hecke_orbit_code': 18014398610145555, 'target_is_minimal': False, 'target_label': '275.6.a.e.1.2', 'target_level': 275, 'twist_class_label': '55.6.a.c.1.4', 'twist_class_level': 55, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 6}
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id: 44129867
{'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 5, 'source_embedding_index': 2, 'source_hecke_orbit_code': 18014398610145555, 'source_is_minimal': False, 'source_label': '275.6.a.e.1.2', 'source_level': 275, 'target_conrey_index': 199, 'target_dim': 10, 'target_embedding_index': 3, 'target_hecke_orbit_code': 18014467329622291, 'target_is_minimal': False, 'target_label': '275.6.b.e.199.3', 'target_level': 275, 'twist_class_label': '55.6.a.c.1.4', 'twist_class_level': 55, 'twisting_char_label': '5.2', 'twisting_conrey_index': 2, 'weight': 6}
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id: 44129868
{'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 5, 'source_embedding_index': 2, 'source_hecke_orbit_code': 18014398610145555, 'source_is_minimal': False, 'source_label': '275.6.a.e.1.2', 'source_level': 275, 'target_conrey_index': 199, 'target_dim': 10, 'target_embedding_index': 8, 'target_hecke_orbit_code': 18014467329622291, 'target_is_minimal': False, 'target_label': '275.6.b.e.199.8', 'target_level': 275, 'twist_class_label': '55.6.a.c.1.4', 'twist_class_level': 55, 'twisting_char_label': '5.3', 'twisting_conrey_index': 3, 'weight': 6}
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id: 44129869
{'conductor': 5, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 5, 'source_embedding_index': 2, 'source_hecke_orbit_code': 18014398610145555, 'source_is_minimal': False, 'source_label': '275.6.a.e.1.2', 'source_level': 275, 'target_conrey_index': 1, 'target_dim': 5, 'target_embedding_index': 4, 'target_hecke_orbit_code': 9007199355404343, 'target_is_minimal': True, 'target_label': '55.6.a.c.1.4', 'target_level': 55, 'twist_class_label': '55.6.a.c.1.4', 'twist_class_level': 55, 'twisting_char_label': '5.4', 'twisting_conrey_index': 4, 'weight': 6}
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id: 44129870
{'conductor': 15, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 5, 'source_embedding_index': 2, 'source_hecke_orbit_code': 18014398610145555, 'source_is_minimal': False, 'source_label': '275.6.a.e.1.2', 'source_level': 275, 'target_conrey_index': 1, 'target_dim': 5, 'target_embedding_index': 2, 'target_hecke_orbit_code': 31525197492257263, 'target_is_minimal': False, 'target_label': '495.6.a.h.1.2', 'target_level': 495, 'twist_class_label': '55.6.a.c.1.4', 'twist_class_level': 55, 'twisting_char_label': '15.14', 'twisting_conrey_index': 14, 'weight': 6}
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id: 44129871
{'conductor': 20, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 5, 'source_embedding_index': 2, 'source_hecke_orbit_code': 18014398610145555, 'source_is_minimal': False, 'source_label': '275.6.a.e.1.2', 'source_level': 275, 'target_conrey_index': 1, 'target_dim': 5, 'target_embedding_index': 2, 'target_hecke_orbit_code': 76561193765962608, 'target_is_minimal': False, 'target_label': '880.6.a.r.1.2', 'target_level': 880, 'twist_class_label': '55.6.a.c.1.4', 'twist_class_level': 55, 'twisting_char_label': '20.19', 'twisting_conrey_index': 19, 'weight': 6}
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id: 44129872
{'conductor': 55, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 5, 'source_embedding_index': 2, 'source_hecke_orbit_code': 18014398610145555, 'source_is_minimal': False, 'source_label': '275.6.a.e.1.2', 'source_level': 275, 'target_conrey_index': 1, 'target_dim': 5, 'target_embedding_index': 2, 'target_hecke_orbit_code': 13510798982775389, 'target_is_minimal': False, 'target_label': '605.6.a.d.1.2', 'target_level': 605, 'twist_class_label': '55.6.a.c.1.4', 'twist_class_level': 55, 'twisting_char_label': '55.54', 'twisting_conrey_index': 54, 'weight': 6}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 630450
{'charpoly_factorization': [[[-204, 1604, -673, -97, 9, 1], 1]], 'hecke_orbit_code': 18014398610145555, 'p': 2}
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id: 630451
{'charpoly_factorization': [[[1140480, 285984, -720, -1137, 0, 1], 1]], 'hecke_orbit_code': 18014398610145555, 'p': 3}
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id: 630452
{'charpoly_factorization': [[[0, 1], 5]], 'hecke_orbit_code': 18014398610145555, 'p': 5}
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id: 630453
{'charpoly_factorization': [[[381300480, 99821664, -844480, -22459, 70, 1], 1]], 'hecke_orbit_code': 18014398610145555, 'p': 7}
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id: 630454
{'charpoly_factorization': [[[121, 1], 5]], 'hecke_orbit_code': 18014398610145555, 'p': 11}
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id: 630455
{'charpoly_factorization': [[[436629940000, -17229838000, -222362800, 241640, 1498, 1], 1]], 'hecke_orbit_code': 18014398610145555, 'p': 13}
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id: 630456
{'charpoly_factorization': [[[-333141603962904, -1858987240236, -171613482, 4161947, 3874, 1], 1]], 'hecke_orbit_code': 18014398610145555, 'p': 17}
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id: 630457
{'charpoly_factorization': [[[3548725951961664, 10821710064432, 3110730988, -6942663, -882, 1], 1]], 'hecke_orbit_code': 18014398610145555, 'p': 19}
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id: 630458
{'charpoly_factorization': [[[-38483289567826176, -41059644103616, 61887759728, -6897772, -5344, 1], 1]], 'hecke_orbit_code': 18014398610145555, 'p': 23}
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id: 630459
{'charpoly_factorization': [[[12671493242512824, 55402151304708, 54465016050, -11339425, -5318, 1], 1]], 'hecke_orbit_code': 18014398610145555, 'p': 29}
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id: 630460
{'charpoly_factorization': [[[15709134107519949312, 2231819722784832, -810399516104, -111781621, 7916, 1], 1]], 'hecke_orbit_code': 18014398610145555, 'p': 31}
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id: 630461
{'charpoly_factorization': [[[-26649128584382312, 21799819975724, 30487784834, -19332843, -1788, 1], 1]], 'hecke_orbit_code': 18014398610145555, 'p': 37}
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id: 630462
{'charpoly_factorization': [[[-113461089409145128032, 10901150509231440, 2819965106832, -319398488, -5854, 1], 1]], 'hecke_orbit_code': 18014398610145555, 'p': 41}
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id: 630463
{'charpoly_factorization': [[[-40220078778418176, -139009283548416, 756192924416, -154682944, -4364, 1], 1]], 'hecke_orbit_code': 18014398610145555, 'p': 43}
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id: 630464
{'charpoly_factorization': [[[-86471195102389893888, -70339280738727744, -6955425674736, 359884732, 46452, 1], 1]], 'hecke_orbit_code': 18014398610145555, 'p': 47}
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id: 630465
{'charpoly_factorization': [[[295147931506941724248, 20456187969984844, -5784008410894, -543687187, 4412, 1], 1]], 'hecke_orbit_code': 18014398610145555, 'p': 53}
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id: 630466
{'charpoly_factorization': [[[-692454240528385510656, 246823260010792640, 9847574744976, -1013634572, -17896, 1], 1]], 'hecke_orbit_code': 18014398610145555, 'p': 59}
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id: 630467
{'charpoly_factorization': [[[-6052008083110066186120, 2007592009697922884, -98618360889950, -3517687681, 35930, 1], 1]], 'hecke_orbit_code': 18014398610145555, 'p': 61}
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id: 630468
{'charpoly_factorization': [[[3072701807302338953216, 253847956355885056, -75589962141952, -684360032, 73136, 1], 1]], 'hecke_orbit_code': 18014398610145555, 'p': 67}
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id: 630469
{'charpoly_factorization': [[[-463482010116750124442112, 10442710596709560640, 325733096541128, -7165318333, -43612, 1], 1]], 'hecke_orbit_code': 18014398610145555, 'p': 71}
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id: 630470
{'charpoly_factorization': [[[-61231490477049636419936, -6084599484764570416, -99071004932656, 4642211144, 142306, 1], 1]], 'hecke_orbit_code': 18014398610145555, 'p': 73}
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id: 630471
{'charpoly_factorization': [[[49820095647208473659392, 3326538278732212480, -112020617525792, -3527915108, 46504, 1], 1]], 'hecke_orbit_code': 18014398610145555, 'p': 79}
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id: 630472
{'charpoly_factorization': [[[1101800009520470977991424, 1828142107355653056, -979840554899472, -10291088468, 81604, 1], 1]], 'hecke_orbit_code': 18014398610145555, 'p': 83}
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id: 630473
{'charpoly_factorization': [[[1051465891784883773400, -1792311793977232804, -204694644808046, -6149639023, -8664, 1], 1]], 'hecke_orbit_code': 18014398610145555, 'p': 89}
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id: 630474
{'charpoly_factorization': [[[76882995917260268442880, 6651308561274387296, -218184255739720, -12192864396, -22230, 1], 1]], 'hecke_orbit_code': 18014398610145555, 'p': 97}
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 5, 'label': '275.6.a.e', 'level': 275, 'portrait': 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', 'weight': 6}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 40107625
{'hecke_orbit_code': 18014398610145555, 'n': 1, 'trace_an': 5}
-
id: 40107626
{'hecke_orbit_code': 18014398610145555, 'n': 2, 'trace_an': -9}
-
id: 40107627
{'hecke_orbit_code': 18014398610145555, 'n': 3, 'trace_an': 0}
-
id: 40107628
{'hecke_orbit_code': 18014398610145555, 'n': 4, 'trace_an': 115}
-
id: 40107629
{'hecke_orbit_code': 18014398610145555, 'n': 5, 'trace_an': 0}
-
id: 40107630
{'hecke_orbit_code': 18014398610145555, 'n': 6, 'trace_an': -237}
-
id: 40107631
{'hecke_orbit_code': 18014398610145555, 'n': 7, 'trace_an': -70}
-
id: 40107632
{'hecke_orbit_code': 18014398610145555, 'n': 8, 'trace_an': -753}
-
id: 40107633
{'hecke_orbit_code': 18014398610145555, 'n': 9, 'trace_an': 1059}
-
id: 40107634
{'hecke_orbit_code': 18014398610145555, 'n': 10, 'trace_an': 0}
-
id: 40107635
{'hecke_orbit_code': 18014398610145555, 'n': 11, 'trace_an': -605}
-
id: 40107636
{'hecke_orbit_code': 18014398610145555, 'n': 12, 'trace_an': 1605}
-
id: 40107637
{'hecke_orbit_code': 18014398610145555, 'n': 13, 'trace_an': -1498}
-
id: 40107638
{'hecke_orbit_code': 18014398610145555, 'n': 14, 'trace_an': 2113}
-
id: 40107639
{'hecke_orbit_code': 18014398610145555, 'n': 15, 'trace_an': 0}
-
id: 40107640
{'hecke_orbit_code': 18014398610145555, 'n': 16, 'trace_an': 4883}
-
id: 40107641
{'hecke_orbit_code': 18014398610145555, 'n': 17, 'trace_an': -3874}
-
id: 40107642
{'hecke_orbit_code': 18014398610145555, 'n': 18, 'trace_an': -5838}
-
id: 40107643
{'hecke_orbit_code': 18014398610145555, 'n': 19, 'trace_an': 882}
-
id: 40107644
{'hecke_orbit_code': 18014398610145555, 'n': 20, 'trace_an': 0}
-
id: 40107645
{'hecke_orbit_code': 18014398610145555, 'n': 21, 'trace_an': 1092}
-
id: 40107646
{'hecke_orbit_code': 18014398610145555, 'n': 22, 'trace_an': 1089}
-
id: 40107647
{'hecke_orbit_code': 18014398610145555, 'n': 23, 'trace_an': 5344}
-
id: 40107648
{'hecke_orbit_code': 18014398610145555, 'n': 24, 'trace_an': -13119}
-
id: 40107649
{'hecke_orbit_code': 18014398610145555, 'n': 25, 'trace_an': 0}
-
id: 40107650
{'hecke_orbit_code': 18014398610145555, 'n': 26, 'trace_an': -4478}
-
id: 40107651
{'hecke_orbit_code': 18014398610145555, 'n': 27, 'trace_an': 2160}
-
id: 40107652
{'hecke_orbit_code': 18014398610145555, 'n': 28, 'trace_an': -12565}
-
id: 40107653
{'hecke_orbit_code': 18014398610145555, 'n': 29, 'trace_an': 5318}
-
id: 40107654
{'hecke_orbit_code': 18014398610145555, 'n': 30, 'trace_an': 0}
-
id: 40107655
{'hecke_orbit_code': 18014398610145555, 'n': 31, 'trace_an': -7916}
-
id: 40107656
{'hecke_orbit_code': 18014398610145555, 'n': 32, 'trace_an': -21385}
-
id: 40107657
{'hecke_orbit_code': 18014398610145555, 'n': 33, 'trace_an': 0}
-
id: 40107658
{'hecke_orbit_code': 18014398610145555, 'n': 34, 'trace_an': -18605}
-
id: 40107659
{'hecke_orbit_code': 18014398610145555, 'n': 35, 'trace_an': 0}
-
id: 40107660
{'hecke_orbit_code': 18014398610145555, 'n': 36, 'trace_an': 5628}
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id: 40107661
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