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{'Nk2': 10584, 'analytic_conductor': 47.1528430250163, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [3, 1], [7, 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': [294, 1, [197, 199], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 2, 'field_disc': 8, 'field_disc_factorization': [[2, 3]], 'field_poly': [-2, 0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': True, 'field_poly_root_of_unity': 8, 'fricke_eigenval': -1, 'has_non_self_twist': 0, 'hecke_cutters': [[5, [2866, -108, 1]], [11, [3196, 124, 1]]], 'hecke_orbit': 20, 'hecke_orbit_code': 85568393020703014, 'hecke_ring_generator_nbound': 11, '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': True, 'label': '294.6.a.t', 'level': 294, '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, 7], 'level_radical': 42, 'minimal_twist': '294.6.a.t', 'nf_label': '2.2.8.1', 'prim_orbit_index': 1, 'qexp_display': 'q+4q^{2}-9q^{3}+2^{4}q^{4}+(54+5\\beta )q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '294.6.a', 'trace_display': [8, -18, 108, 0], 'trace_hash': 44458156803816524, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.002', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.989', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 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mf_hecke_nf • Show schema
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{'ALdims': [3, 5, 4, 4, 4, 4, 3, 6], 'Nk2': 10584, 'analytic_conductor': 47.1528430250163, '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': [294, 1, [197, 199], [1, 1]], 'conrey_index': 1, 'cusp_dim': 264, 'dim': 33, 'eis_dim': 32, 'eis_new_dim': 0, 'hecke_cutter_primes': [5, 11], 'hecke_orbit_code': 100663590, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2], 'label': '294.6.a', 'level': 294, '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, 7], 'level_radical': 42, 'mf_dim': 296, 'mf_new_dim': 33, 'num_forms': 23, 'plus_dim': 14, 'prim_orbit_index': 1, 'relative_dim': 33, 'sturm_bound': 336, 'trace_bound': 11, 'trace_display': [4, 9, 22, 0], 'traces': [33, 4, 9, 528, 22, 36, 0, 64, 2673, -360, 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5281962, -5691384, -181702752, -83623296, -18337896, 35656896, 0, 811008, 69234205, -64978416, -44808876, 23420704, -112119220, 0, -22018204, 29504832, -9679896, 87369056, 735132, 944784, 0, 149152992, -4063986, 22160896, 44947082, -37715472, 153638664, 0, -206226, 36377184, 45759384, 22481280, -19181676, 32128688, 0, -31804544, 88032048, -13029984, -33419940, 27353088, 39342852, 0, -18024496, 20874240, 132149038, 161070256, -9980010, -1968384], 'weight': 6, 'weight_parity': 1}
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mf_twists_nf • Show schema
Hide schema
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id: 228393
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 20, 'source_is_minimal': True, 'source_label': '294.6.a.t', 'source_level': 294, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 20, 'target_is_minimal': True, 'target_label': '294.6.a.t', 'target_level': 294, 'twist_class_label': '294.6.a.t', 'twist_class_level': 294, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 6}
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id: 228394
{'conductor': 7, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 20, 'source_is_minimal': True, 'source_label': '294.6.a.t', 'source_level': 294, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 21, 'target_is_minimal': True, 'target_label': '294.6.a.u', 'target_level': 294, 'twist_class_label': '294.6.a.t', 'twist_class_level': 294, 'twisting_char_label': '7.b', 'twisting_char_orbit': 2, 'weight': 6}
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id: 228395
{'conductor': 7, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 20, 'source_is_minimal': True, 'source_label': '294.6.a.t', 'source_level': 294, 'target_char_orbit': 5, 'target_dim': 4, 'target_hecke_orbit': 21, 'target_is_minimal': False, 'target_label': '294.6.e.u', 'target_level': 294, 'twist_class_label': '294.6.a.t', 'twist_class_level': 294, 'twisting_char_label': '7.d', 'twisting_char_orbit': 4, 'weight': 6}
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id: 228396
{'conductor': 7, 'degree': 2, 'multiplicity': 2, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 20, 'source_is_minimal': True, 'source_label': '294.6.a.t', 'source_level': 294, 'target_char_orbit': 5, 'target_dim': 4, 'target_hecke_orbit': 22, 'target_is_minimal': False, 'target_label': '294.6.e.v', 'target_level': 294, 'twist_class_label': '294.6.a.t', 'twist_class_level': 294, 'twisting_char_label': '7.c', 'twisting_char_orbit': 3, 'weight': 6}
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id: 228397
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 20, 'source_is_minimal': True, 'source_label': '294.6.a.t', 'source_level': 294, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 26, 'target_is_minimal': False, 'target_label': '882.6.a.z', 'target_level': 882, 'twist_class_label': '294.6.a.t', 'twist_class_level': 294, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 6}
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id: 228398
{'conductor': 21, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 20, 'source_is_minimal': True, 'source_label': '294.6.a.t', 'source_level': 294, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 36, 'target_is_minimal': False, 'target_label': '882.6.a.bj', 'target_level': 882, 'twist_class_label': '294.6.a.t', 'twist_class_level': 294, 'twisting_char_label': '21.c', 'twisting_char_orbit': 3, 'weight': 6}
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mf_hecke_charpolys • Show schema
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id: 658675
{'charpoly_factorization': [[[-4, 1], 2]], 'hecke_orbit_code': 85568393020703014, 'p': 2}
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id: 658676
{'charpoly_factorization': [[[9, 1], 2]], 'hecke_orbit_code': 85568393020703014, 'p': 3}
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id: 658677
{'charpoly_factorization': [[[2866, -108, 1], 1]], 'hecke_orbit_code': 85568393020703014, 'p': 5}
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id: 658678
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 85568393020703014, 'p': 7}
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id: 658679
{'charpoly_factorization': [[[3196, 124, 1], 1]], 'hecke_orbit_code': 85568393020703014, 'p': 11}
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id: 658680
{'charpoly_factorization': [[[-26082, -720, 1], 1]], 'hecke_orbit_code': 85568393020703014, 'p': 13}
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id: 658681
{'charpoly_factorization': [[[-2986526, -612, 1], 1]], 'hecke_orbit_code': 85568393020703014, 'p': 17}
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id: 658682
{'charpoly_factorization': [[[-1148792, -2088, 1], 1]], 'hecke_orbit_code': 85568393020703014, 'p': 19}
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id: 658683
{'charpoly_factorization': [[[-1536452, -772, 1], 1]], 'hecke_orbit_code': 85568393020703014, 'p': 23}
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id: 658684
{'charpoly_factorization': [[[-825416, 4592, 1], 1]], 'hecke_orbit_code': 85568393020703014, 'p': 29}
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id: 658685
{'charpoly_factorization': [[[23837688, -9792, 1], 1]], 'hecke_orbit_code': 85568393020703014, 'p': 31}
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id: 658686
{'charpoly_factorization': [[[-87573392, 5992, 1], 1]], 'hecke_orbit_code': 85568393020703014, 'p': 37}
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id: 658687
{'charpoly_factorization': [[[93141202, -20196, 1], 1]], 'hecke_orbit_code': 85568393020703014, 'p': 41}
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id: 658688
{'charpoly_factorization': [[[-136794176, 1136, 1], 1]], 'hecke_orbit_code': 85568393020703014, 'p': 43}
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id: 658689
{'charpoly_factorization': [[[316314376, -36936, 1], 1]], 'hecke_orbit_code': 85568393020703014, 'p': 47}
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id: 658690
{'charpoly_factorization': [[[68037124, 16708, 1], 1]], 'hecke_orbit_code': 85568393020703014, 'p': 53}
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id: 658691
{'charpoly_factorization': [[[1343010808, -74592, 1], 1]], 'hecke_orbit_code': 85568393020703014, 'p': 59}
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id: 658692
{'charpoly_factorization': [[[-14195666, 18648, 1], 1]], 'hecke_orbit_code': 85568393020703014, 'p': 61}
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id: 658693
{'charpoly_factorization': [[[971803584, -67344, 1], 1]], 'hecke_orbit_code': 85568393020703014, 'p': 67}
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id: 658694
{'charpoly_factorization': [[[-263115396, -76548, 1], 1]], 'hecke_orbit_code': 85568393020703014, 'p': 71}
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id: 658695
{'charpoly_factorization': [[[379486654, -47304, 1], 1]], 'hecke_orbit_code': 85568393020703014, 'p': 73}
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id: 658696
{'charpoly_factorization': [[[4147626784, -140656, 1], 1]], 'hecke_orbit_code': 85568393020703014, 'p': 79}
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id: 658697
{'charpoly_factorization': [[[554088976, -94104, 1], 1]], 'hecke_orbit_code': 85568393020703014, 'p': 83}
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id: 658698
{'charpoly_factorization': [[[-3558352334, 17604, 1], 1]], 'hecke_orbit_code': 85568393020703014, 'p': 89}
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id: 658699
{'charpoly_factorization': [[[-5372109218, -85176, 1], 1]], 'hecke_orbit_code': 85568393020703014, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 20, 'label': '294.6.a.t', 'level': 294, 'portrait': 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', 'weight': 6}
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mf_hecke_traces • Show schema
Hide schema
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id: 64123555
{'hecke_orbit_code': 85568393020703014, 'n': 1, 'trace_an': 2}
-
id: 64123556
{'hecke_orbit_code': 85568393020703014, 'n': 2, 'trace_an': 8}
-
id: 64123557
{'hecke_orbit_code': 85568393020703014, 'n': 3, 'trace_an': -18}
-
id: 64123558
{'hecke_orbit_code': 85568393020703014, 'n': 4, 'trace_an': 32}
-
id: 64123559
{'hecke_orbit_code': 85568393020703014, 'n': 5, 'trace_an': 108}
-
id: 64123560
{'hecke_orbit_code': 85568393020703014, 'n': 6, 'trace_an': -72}
-
id: 64123561
{'hecke_orbit_code': 85568393020703014, 'n': 7, 'trace_an': 0}
-
id: 64123562
{'hecke_orbit_code': 85568393020703014, 'n': 8, 'trace_an': 128}
-
id: 64123563
{'hecke_orbit_code': 85568393020703014, 'n': 9, 'trace_an': 162}
-
id: 64123564
{'hecke_orbit_code': 85568393020703014, 'n': 10, 'trace_an': 432}
-
id: 64123565
{'hecke_orbit_code': 85568393020703014, 'n': 11, 'trace_an': -124}
-
id: 64123566
{'hecke_orbit_code': 85568393020703014, 'n': 12, 'trace_an': -288}
-
id: 64123567
{'hecke_orbit_code': 85568393020703014, 'n': 13, 'trace_an': 720}
-
id: 64123568
{'hecke_orbit_code': 85568393020703014, 'n': 14, 'trace_an': 0}
-
id: 64123569
{'hecke_orbit_code': 85568393020703014, 'n': 15, 'trace_an': -972}
-
id: 64123570
{'hecke_orbit_code': 85568393020703014, 'n': 16, 'trace_an': 512}
-
id: 64123571
{'hecke_orbit_code': 85568393020703014, 'n': 17, 'trace_an': 612}
-
id: 64123572
{'hecke_orbit_code': 85568393020703014, 'n': 18, 'trace_an': 648}
-
id: 64123573
{'hecke_orbit_code': 85568393020703014, 'n': 19, 'trace_an': 2088}
-
id: 64123574
{'hecke_orbit_code': 85568393020703014, 'n': 20, 'trace_an': 1728}
-
id: 64123575
{'hecke_orbit_code': 85568393020703014, 'n': 21, 'trace_an': 0}
-
id: 64123576
{'hecke_orbit_code': 85568393020703014, 'n': 22, 'trace_an': -496}
-
id: 64123577
{'hecke_orbit_code': 85568393020703014, 'n': 23, 'trace_an': 772}
-
id: 64123578
{'hecke_orbit_code': 85568393020703014, 'n': 24, 'trace_an': -1152}
-
id: 64123579
{'hecke_orbit_code': 85568393020703014, 'n': 25, 'trace_an': -318}
-
id: 64123580
{'hecke_orbit_code': 85568393020703014, 'n': 26, 'trace_an': 2880}
-
id: 64123581
{'hecke_orbit_code': 85568393020703014, 'n': 27, 'trace_an': -1458}
-
id: 64123582
{'hecke_orbit_code': 85568393020703014, 'n': 28, 'trace_an': 0}
-
id: 64123583
{'hecke_orbit_code': 85568393020703014, 'n': 29, 'trace_an': -4592}
-
id: 64123584
{'hecke_orbit_code': 85568393020703014, 'n': 30, 'trace_an': -3888}
-
id: 64123585
{'hecke_orbit_code': 85568393020703014, 'n': 31, 'trace_an': 9792}
-
id: 64123586
{'hecke_orbit_code': 85568393020703014, 'n': 32, 'trace_an': 2048}
-
id: 64123587
{'hecke_orbit_code': 85568393020703014, 'n': 33, 'trace_an': 1116}
-
id: 64123588
{'hecke_orbit_code': 85568393020703014, 'n': 34, 'trace_an': 2448}
-
id: 64123589
{'hecke_orbit_code': 85568393020703014, 'n': 35, 'trace_an': 0}
-
id: 64123590
{'hecke_orbit_code': 85568393020703014, 'n': 36, 'trace_an': 2592}
-
id: 64123591
{'hecke_orbit_code': 85568393020703014, 'n': 37, 'trace_an': -5992}
-
id: 64123592
{'hecke_orbit_code': 85568393020703014, 'n': 38, 'trace_an': 8352}
-
id: 64123593
{'hecke_orbit_code': 85568393020703014, 'n': 39, 'trace_an': -6480}
-
id: 64123594
{'hecke_orbit_code': 85568393020703014, 'n': 40, 'trace_an': 6912}
-
id: 64123595
{'hecke_orbit_code': 85568393020703014, 'n': 41, 'trace_an': 20196}
-
id: 64123596
{'hecke_orbit_code': 85568393020703014, 'n': 42, 'trace_an': 0}
-
id: 64123597
{'hecke_orbit_code': 85568393020703014, 'n': 43, 'trace_an': -1136}
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