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{'Nk2': 10584, 'analytic_conductor': 47.1528430250163, 'analytic_rank': 1, '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': 1, 'field_disc': 1, 'field_disc_factorization': [], 'field_poly': [0, 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': [[5, [44, 1]], [11, [470, 1]]], 'hecke_orbit': 6, 'hecke_orbit_code': 22517998237516070, 'hecke_ring_generator_nbound': 1, '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': '294.6.a.f', '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': '42.6.a.b', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-4q^{2}+9q^{3}+2^{4}q^{4}-44q^{5}-6^{2}q^{6}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '294.6.a', 'trace_display': [-4, 9, -44, 0], 'trace_hash': 1799985081499002638, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.970', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.946', 'prec': 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mf_hecke_nf • Show schema
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[-298446636], [730931782], [-25523720], [941847470], [109366662], [-273832980], [300268700]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 22517998237516070, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '294.6.a.f', 'level': 294, 'maxp': 2999, 'weight': 6}
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mf_newspaces • Show schema
Hide schema
{'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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mf_twists_nf • Show schema
Hide schema
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id: 228267
{'conductor': 7, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '294.6.a.f', 'source_level': 294, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '42.6.a.b', 'target_level': 42, 'twist_class_label': '42.6.a.b', 'twist_class_level': 42, 'twisting_char_label': '7.b', 'twisting_char_orbit': 2, 'weight': 6}
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id: 228268
{'conductor': 21, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '294.6.a.f', 'source_level': 294, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 8, 'target_is_minimal': False, 'target_label': '126.6.a.h', 'target_level': 126, 'twist_class_label': '42.6.a.b', 'twist_class_level': 42, 'twisting_char_label': '21.c', 'twisting_char_orbit': 3, 'weight': 6}
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id: 228269
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '294.6.a.f', 'source_level': 294, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '294.6.a.f', 'target_level': 294, 'twist_class_label': '42.6.a.b', 'twist_class_level': 42, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 6}
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id: 228270
{'conductor': 7, 'degree': 2, 'multiplicity': 2, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '294.6.a.f', 'source_level': 294, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 11, 'target_is_minimal': False, 'target_label': '294.6.e.k', 'target_level': 294, 'twist_class_label': '42.6.a.b', 'twist_class_level': 42, 'twisting_char_label': '7.c', 'twisting_char_orbit': 3, 'weight': 6}
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id: 228271
{'conductor': 7, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '294.6.a.f', 'source_level': 294, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 15, 'target_is_minimal': False, 'target_label': '294.6.e.o', 'target_level': 294, 'twist_class_label': '42.6.a.b', 'twist_class_level': 42, 'twisting_char_label': '7.d', 'twisting_char_orbit': 4, 'weight': 6}
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id: 228272
{'conductor': 28, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '294.6.a.f', 'source_level': 294, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 15, 'target_is_minimal': False, 'target_label': '336.6.a.o', 'target_level': 336, 'twist_class_label': '42.6.a.b', 'twist_class_level': 42, 'twisting_char_label': '28.d', 'twisting_char_orbit': 4, 'weight': 6}
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id: 228273
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '294.6.a.f', 'source_level': 294, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 22, 'target_is_minimal': False, 'target_label': '882.6.a.v', 'target_level': 882, 'twist_class_label': '42.6.a.b', 'twist_class_level': 42, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 6}
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id: 228274
{'conductor': 84, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '294.6.a.f', 'source_level': 294, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '1008.6.a.g', 'target_level': 1008, 'twist_class_label': '42.6.a.b', 'twist_class_level': 42, 'twisting_char_label': '84.h', 'twisting_char_orbit': 8, 'weight': 6}
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id: 228275
{'conductor': 35, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '294.6.a.f', 'source_level': 294, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 15, 'target_is_minimal': False, 'target_label': '1050.6.a.o', 'target_level': 1050, 'twist_class_label': '42.6.a.b', 'twist_class_level': 42, 'twisting_char_label': '35.c', 'twisting_char_orbit': 3, 'weight': 6}
-
id: 228276
{'conductor': 35, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '294.6.a.f', 'source_level': 294, 'target_char_orbit': 7, 'target_dim': 2, 'target_hecke_orbit': 12, 'target_is_minimal': False, 'target_label': '1050.6.g.l', 'target_level': 1050, 'twist_class_label': '42.6.a.b', 'twist_class_level': 42, 'twisting_char_label': '35.f', 'twisting_char_orbit': 6, 'weight': 6}
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mf_hecke_charpolys • Show schema
Hide schema
-
id: 658375
{'charpoly_factorization': [[[4, 1], 1]], 'hecke_orbit_code': 22517998237516070, 'p': 2}
-
id: 658376
{'charpoly_factorization': [[[-9, 1], 1]], 'hecke_orbit_code': 22517998237516070, 'p': 3}
-
id: 658377
{'charpoly_factorization': [[[44, 1], 1]], 'hecke_orbit_code': 22517998237516070, 'p': 5}
-
id: 658378
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 22517998237516070, 'p': 7}
-
id: 658379
{'charpoly_factorization': [[[470, 1], 1]], 'hecke_orbit_code': 22517998237516070, 'p': 11}
-
id: 658380
{'charpoly_factorization': [[[-1158, 1], 1]], 'hecke_orbit_code': 22517998237516070, 'p': 13}
-
id: 658381
{'charpoly_factorization': [[[1204, 1], 1]], 'hecke_orbit_code': 22517998237516070, 'p': 17}
-
id: 658382
{'charpoly_factorization': [[[-2644, 1], 1]], 'hecke_orbit_code': 22517998237516070, 'p': 19}
-
id: 658383
{'charpoly_factorization': [[[1190, 1], 1]], 'hecke_orbit_code': 22517998237516070, 'p': 23}
-
id: 658384
{'charpoly_factorization': [[[-3614, 1], 1]], 'hecke_orbit_code': 22517998237516070, 'p': 29}
-
id: 658385
{'charpoly_factorization': [[[5616, 1], 1]], 'hecke_orbit_code': 22517998237516070, 'p': 31}
-
id: 658386
{'charpoly_factorization': [[[6478, 1], 1]], 'hecke_orbit_code': 22517998237516070, 'p': 37}
-
id: 658387
{'charpoly_factorization': [[[2856, 1], 1]], 'hecke_orbit_code': 22517998237516070, 'p': 41}
-
id: 658388
{'charpoly_factorization': [[[13492, 1], 1]], 'hecke_orbit_code': 22517998237516070, 'p': 43}
-
id: 658389
{'charpoly_factorization': [[[-18372, 1], 1]], 'hecke_orbit_code': 22517998237516070, 'p': 47}
-
id: 658390
{'charpoly_factorization': [[[4374, 1], 1]], 'hecke_orbit_code': 22517998237516070, 'p': 53}
-
id: 658391
{'charpoly_factorization': [[[30248, 1], 1]], 'hecke_orbit_code': 22517998237516070, 'p': 59}
-
id: 658392
{'charpoly_factorization': [[[19542, 1], 1]], 'hecke_orbit_code': 22517998237516070, 'p': 61}
-
id: 658393
{'charpoly_factorization': [[[-54328, 1], 1]], 'hecke_orbit_code': 22517998237516070, 'p': 67}
-
id: 658394
{'charpoly_factorization': [[[10730, 1], 1]], 'hecke_orbit_code': 22517998237516070, 'p': 71}
-
id: 658395
{'charpoly_factorization': [[[35374, 1], 1]], 'hecke_orbit_code': 22517998237516070, 'p': 73}
-
id: 658396
{'charpoly_factorization': [[[49956, 1], 1]], 'hecke_orbit_code': 22517998237516070, 'p': 79}
-
id: 658397
{'charpoly_factorization': [[[-26948, 1], 1]], 'hecke_orbit_code': 22517998237516070, 'p': 83}
-
id: 658398
{'charpoly_factorization': [[[100776, 1], 1]], 'hecke_orbit_code': 22517998237516070, 'p': 89}
-
id: 658399
{'charpoly_factorization': [[[77134, 1], 1]], 'hecke_orbit_code': 22517998237516070, 'p': 97}
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 6, 'label': '294.6.a.f', 'level': 294, 'portrait': 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', 'weight': 6}
-
mf_hecke_traces • Show schema
Hide schema
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id: 43729687
{'hecke_orbit_code': 22517998237516070, 'n': 1, 'trace_an': 1}
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id: 43729688
{'hecke_orbit_code': 22517998237516070, 'n': 2, 'trace_an': -4}
-
id: 43729689
{'hecke_orbit_code': 22517998237516070, 'n': 3, 'trace_an': 9}
-
id: 43729690
{'hecke_orbit_code': 22517998237516070, 'n': 4, 'trace_an': 16}
-
id: 43729691
{'hecke_orbit_code': 22517998237516070, 'n': 5, 'trace_an': -44}
-
id: 43729692
{'hecke_orbit_code': 22517998237516070, 'n': 6, 'trace_an': -36}
-
id: 43729693
{'hecke_orbit_code': 22517998237516070, 'n': 7, 'trace_an': 0}
-
id: 43729694
{'hecke_orbit_code': 22517998237516070, 'n': 8, 'trace_an': -64}
-
id: 43729695
{'hecke_orbit_code': 22517998237516070, 'n': 9, 'trace_an': 81}
-
id: 43729696
{'hecke_orbit_code': 22517998237516070, 'n': 10, 'trace_an': 176}
-
id: 43729697
{'hecke_orbit_code': 22517998237516070, 'n': 11, 'trace_an': -470}
-
id: 43729698
{'hecke_orbit_code': 22517998237516070, 'n': 12, 'trace_an': 144}
-
id: 43729699
{'hecke_orbit_code': 22517998237516070, 'n': 13, 'trace_an': 1158}
-
id: 43729700
{'hecke_orbit_code': 22517998237516070, 'n': 14, 'trace_an': 0}
-
id: 43729701
{'hecke_orbit_code': 22517998237516070, 'n': 15, 'trace_an': -396}
-
id: 43729702
{'hecke_orbit_code': 22517998237516070, 'n': 16, 'trace_an': 256}
-
id: 43729703
{'hecke_orbit_code': 22517998237516070, 'n': 17, 'trace_an': -1204}
-
id: 43729704
{'hecke_orbit_code': 22517998237516070, 'n': 18, 'trace_an': -324}
-
id: 43729705
{'hecke_orbit_code': 22517998237516070, 'n': 19, 'trace_an': 2644}
-
id: 43729706
{'hecke_orbit_code': 22517998237516070, 'n': 20, 'trace_an': -704}
-
id: 43729707
{'hecke_orbit_code': 22517998237516070, 'n': 21, 'trace_an': 0}
-
id: 43729708
{'hecke_orbit_code': 22517998237516070, 'n': 22, 'trace_an': 1880}
-
id: 43729709
{'hecke_orbit_code': 22517998237516070, 'n': 23, 'trace_an': -1190}
-
id: 43729710
{'hecke_orbit_code': 22517998237516070, 'n': 24, 'trace_an': -576}
-
id: 43729711
{'hecke_orbit_code': 22517998237516070, 'n': 25, 'trace_an': -1189}
-
id: 43729712
{'hecke_orbit_code': 22517998237516070, 'n': 26, 'trace_an': -4632}
-
id: 43729713
{'hecke_orbit_code': 22517998237516070, 'n': 27, 'trace_an': 729}
-
id: 43729714
{'hecke_orbit_code': 22517998237516070, 'n': 28, 'trace_an': 0}
-
id: 43729715
{'hecke_orbit_code': 22517998237516070, 'n': 29, 'trace_an': 3614}
-
id: 43729716
{'hecke_orbit_code': 22517998237516070, 'n': 30, 'trace_an': 1584}
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