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{'Nk2': 12996, 'analytic_conductor': 57.898558952486006, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[19, -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': [361, 1, [2], [1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 2, 'field_disc': 177, 'field_disc_factorization': [[3, 1], [59, 1]], 'field_poly': [-44, -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, [-32, -7, 1]]], 'hecke_orbit': 4, 'hecke_orbit_code': 13510798982775145, 'hecke_ring_generator_nbound': 2, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], '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': '361.6.a.d', 'level': 361, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [19], 'level_radical': 19, 'minimal_twist': '19.6.a.c', 'nf_label': '2.2.177.1', 'prim_orbit_index': 1, 'qexp_display': 'q+(4-\\beta )q^{2}+(2+3\\beta )q^{3}+(28-7\\beta )q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '361.6.a', 'trace_display': [7, 7, -133, 72], 'trace_hash': 506478092011907555, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.036', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '10.129', 'prec': 20}, 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-
mf_newspaces • Show schema
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mf_twists_cc • Show schema
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id: 42952687
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 13510798982775145, 'source_is_minimal': False, 'source_label': '361.6.a.d.1.2', 'source_level': 361, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 13510798982775145, 'target_is_minimal': False, 'target_label': '361.6.a.d.1.2', 'target_level': 361, 'twist_class_label': '19.6.a.c.1.1', 'twist_class_level': 19, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 6}
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id: 42952688
{'conductor': 19, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 13510798982775145, 'source_is_minimal': False, 'source_label': '361.6.a.d.1.2', 'source_level': 361, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9007199355404307, 'target_is_minimal': True, 'target_label': '19.6.a.c.1.1', 'target_level': 19, 'twist_class_label': '19.6.a.c.1.1', 'twist_class_level': 19, 'twisting_char_label': '19.18', 'twisting_conrey_index': 18, 'weight': 6}
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id: 42952689
{'conductor': 57, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 13510798982775145, 'source_is_minimal': False, 'source_label': '361.6.a.d.1.2', 'source_level': 361, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 22517998237515947, 'target_is_minimal': False, 'target_label': '171.6.a.f.1.2', 'target_level': 171, 'twist_class_label': '19.6.a.c.1.1', 'twist_class_level': 19, 'twisting_char_label': '57.56', 'twisting_conrey_index': 56, 'weight': 6}
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id: 42952690
{'conductor': 76, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 13510798982775145, 'source_is_minimal': False, 'source_label': '361.6.a.d.1.2', 'source_level': 361, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 27021597864886576, 'target_is_minimal': False, 'target_label': '304.6.a.g.1.1', 'target_level': 304, 'twist_class_label': '19.6.a.c.1.1', 'twist_class_level': 19, 'twisting_char_label': '76.75', 'twisting_conrey_index': 75, 'weight': 6}
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id: 42952691
{'conductor': 95, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 13510798982775145, 'source_is_minimal': False, 'source_label': '361.6.a.d.1.2', 'source_level': 361, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 13510798982775259, 'target_is_minimal': False, 'target_label': '475.6.a.d.1.2', 'target_level': 475, 'twist_class_label': '19.6.a.c.1.1', 'twist_class_level': 19, 'twisting_char_label': '95.94', 'twisting_conrey_index': 94, 'weight': 6}
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id: 42952692
{'conductor': 133, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 13510798982775145, 'source_is_minimal': False, 'source_label': '361.6.a.d.1.2', 'source_level': 361, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9007199355405219, 'target_is_minimal': False, 'target_label': '931.6.a.c.1.1', 'target_level': 931, 'twist_class_label': '19.6.a.c.1.1', 'twist_class_level': 19, 'twisting_char_label': '133.132', 'twisting_conrey_index': 132, 'weight': 6}
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mf_hecke_charpolys • Show schema
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id: 774450
{'charpoly_factorization': [[[-32, -7, 1], 1]], 'hecke_orbit_code': 13510798982775145, 'p': 2}
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id: 774451
{'charpoly_factorization': [[[-386, -7, 1], 1]], 'hecke_orbit_code': 13510798982775145, 'p': 3}
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id: 774452
{'charpoly_factorization': [[[3316, 133, 1], 1]], 'hecke_orbit_code': 13510798982775145, 'p': 5}
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id: 774453
{'charpoly_factorization': [[[-7377, -72, 1], 1]], 'hecke_orbit_code': 13510798982775145, 'p': 7}
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id: 774454
{'charpoly_factorization': [[[116778, 705, 1], 1]], 'hecke_orbit_code': 13510798982775145, 'p': 11}
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id: 774455
{'charpoly_factorization': [[[412356, -1341, 1], 1]], 'hecke_orbit_code': 13510798982775145, 'p': 13}
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id: 774456
{'charpoly_factorization': [[[1859607, -2784, 1], 1]], 'hecke_orbit_code': 13510798982775145, 'p': 17}
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id: 774457
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 13510798982775145, 'p': 19}
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id: 774458
{'charpoly_factorization': [[[-1457816, 2713, 1], 1]], 'hecke_orbit_code': 13510798982775145, 'p': 23}
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id: 774459
{'charpoly_factorization': [[[13694842, -7775, 1], 1]], 'hecke_orbit_code': 13510798982775145, 'p': 29}
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id: 774460
{'charpoly_factorization': [[[-21863072, 7132, 1], 1]], 'hecke_orbit_code': 13510798982775145, 'p': 31}
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id: 774461
{'charpoly_factorization': [[[-28020212, -6248, 1], 1]], 'hecke_orbit_code': 13510798982775145, 'p': 37}
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id: 774462
{'charpoly_factorization': [[[-52950128, -4174, 1], 1]], 'hecke_orbit_code': 13510798982775145, 'p': 41}
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id: 774463
{'charpoly_factorization': [[[103337908, -25357, 1], 1]], 'hecke_orbit_code': 13510798982775145, 'p': 43}
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id: 774464
{'charpoly_factorization': [[[34377048, -11727, 1], 1]], 'hecke_orbit_code': 13510798982775145, 'p': 47}
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id: 774465
{'charpoly_factorization': [[[137515428, -29133, 1], 1]], 'hecke_orbit_code': 13510798982775145, 'p': 53}
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id: 774466
{'charpoly_factorization': [[[1040195802, -64515, 1], 1]], 'hecke_orbit_code': 13510798982775145, 'p': 59}
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id: 774467
{'charpoly_factorization': [[[-280177226, 40939, 1], 1]], 'hecke_orbit_code': 13510798982775145, 'p': 61}
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id: 774468
{'charpoly_factorization': [[[-80586308, 19039, 1], 1]], 'hecke_orbit_code': 13510798982775145, 'p': 67}
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id: 774469
{'charpoly_factorization': [[[-170310588, -70236, 1], 1]], 'hecke_orbit_code': 13510798982775145, 'p': 71}
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id: 774470
{'charpoly_factorization': [[[555800113, -67058, 1], 1]], 'hecke_orbit_code': 13510798982775145, 'p': 73}
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id: 774471
{'charpoly_factorization': [[[93134448, -32850, 1], 1]], 'hecke_orbit_code': 13510798982775145, 'p': 79}
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id: 774472
{'charpoly_factorization': [[[666270472, -71534, 1], 1]], 'hecke_orbit_code': 13510798982775145, 'p': 83}
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id: 774473
{'charpoly_factorization': [[[-2036009792, -87268, 1], 1]], 'hecke_orbit_code': 13510798982775145, 'p': 89}
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id: 774474
{'charpoly_factorization': [[[832198864, -62458, 1], 1]], 'hecke_orbit_code': 13510798982775145, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 4, 'label': '361.6.a.d', 'level': 361, 'portrait': 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', 'weight': 6}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 35172085
{'hecke_orbit_code': 13510798982775145, 'n': 1, 'trace_an': 2}
-
id: 35172086
{'hecke_orbit_code': 13510798982775145, 'n': 2, 'trace_an': 7}
-
id: 35172087
{'hecke_orbit_code': 13510798982775145, 'n': 3, 'trace_an': 7}
-
id: 35172088
{'hecke_orbit_code': 13510798982775145, 'n': 4, 'trace_an': 49}
-
id: 35172089
{'hecke_orbit_code': 13510798982775145, 'n': 5, 'trace_an': -133}
-
id: 35172090
{'hecke_orbit_code': 13510798982775145, 'n': 6, 'trace_an': -241}
-
id: 35172091
{'hecke_orbit_code': 13510798982775145, 'n': 7, 'trace_an': 72}
-
id: 35172092
{'hecke_orbit_code': 13510798982775145, 'n': 8, 'trace_an': 567}
-
id: 35172093
{'hecke_orbit_code': 13510798982775145, 'n': 9, 'trace_an': 335}
-
id: 35172094
{'hecke_orbit_code': 13510798982775145, 'n': 10, 'trace_an': -908}
-
id: 35172095
{'hecke_orbit_code': 13510798982775145, 'n': 11, 'trace_an': -705}
-
id: 35172096
{'hecke_orbit_code': 13510798982775145, 'n': 12, 'trace_an': -1687}
-
id: 35172097
{'hecke_orbit_code': 13510798982775145, 'n': 13, 'trace_an': 1341}
-
id: 35172098
{'hecke_orbit_code': 13510798982775145, 'n': 14, 'trace_an': -987}
-
id: 35172099
{'hecke_orbit_code': 13510798982775145, 'n': 15, 'trace_an': 862}
-
id: 35172100
{'hecke_orbit_code': 13510798982775145, 'n': 16, 'trace_an': 1921}
-
id: 35172101
{'hecke_orbit_code': 13510798982775145, 'n': 17, 'trace_an': 2784}
-
id: 35172102
{'hecke_orbit_code': 13510798982775145, 'n': 18, 'trace_an': -686}
-
id: 35172103
{'hecke_orbit_code': 13510798982775145, 'n': 19, 'trace_an': 0}
-
id: 35172104
{'hecke_orbit_code': 13510798982775145, 'n': 20, 'trace_an': -6356}
-
id: 35172105
{'hecke_orbit_code': 13510798982775145, 'n': 21, 'trace_an': 3969}
-
id: 35172106
{'hecke_orbit_code': 13510798982775145, 'n': 22, 'trace_an': -3618}
-
id: 35172107
{'hecke_orbit_code': 13510798982775145, 'n': 23, 'trace_an': -2713}
-
id: 35172108
{'hecke_orbit_code': 13510798982775145, 'n': 24, 'trace_an': -2529}
-
id: 35172109
{'hecke_orbit_code': 13510798982775145, 'n': 25, 'trace_an': 4807}
-
id: 35172110
{'hecke_orbit_code': 13510798982775145, 'n': 26, 'trace_an': 2127}
-
id: 35172111
{'hecke_orbit_code': 13510798982775145, 'n': 27, 'trace_an': 5047}
-
id: 35172112
{'hecke_orbit_code': 13510798982775145, 'n': 28, 'trace_an': -6909}
-
id: 35172113
{'hecke_orbit_code': 13510798982775145, 'n': 29, 'trace_an': 7775}
-
id: 35172114
{'hecke_orbit_code': 13510798982775145, 'n': 30, 'trace_an': 19124}
-
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