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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': 2, 'field_disc': 4705, 'field_disc_factorization': [[5, 1], [941, 1]], 'field_poly': [-1176, -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': [[5, [-4624, 18, 1]], [11, [-381104, -2, 1]]], 'hecke_orbit': 19, 'hecke_orbit_code': 81064793393332518, 'hecke_ring_generator_nbound': 5, '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': True, '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.s', '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.s', 'nf_label': '2.2.4705.1', 'prim_orbit_index': 1, 'qexp_display': 'q+4q^{2}-9q^{3}+2^{4}q^{4}+(-9-\\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, -18, 0], 'trace_hash': 497472799027586873, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.868', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 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mf_hecke_nf • Show schema
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81064793393332518, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1], 'hecke_ring_inverse_denominators': [1, 2], 'hecke_ring_inverse_numerators': [[1, 0], [1, 1]], 'hecke_ring_numerators': [[1, 0], [-1, 2]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 2, 'label': '294.6.a.s', 'level': 294, 'maxp': 2999, 'weight': 6}
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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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mf_twists_nf • Show schema
Hide schema
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id: 228387
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 19, 'source_is_minimal': True, 'source_label': '294.6.a.s', 'source_level': 294, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 19, 'target_is_minimal': True, 'target_label': '294.6.a.s', 'target_level': 294, 'twist_class_label': '294.6.a.s', 'twist_class_level': 294, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 6}
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id: 228388
{'conductor': 7, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 19, 'source_is_minimal': True, 'source_label': '294.6.a.s', 'source_level': 294, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 22, 'target_is_minimal': True, 'target_label': '294.6.a.v', 'target_level': 294, 'twist_class_label': '294.6.a.s', 'twist_class_level': 294, 'twisting_char_label': '7.b', 'twisting_char_orbit': 2, 'weight': 6}
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id: 228389
{'conductor': 7, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 19, 'source_is_minimal': True, 'source_label': '294.6.a.s', 'source_level': 294, 'target_char_orbit': 5, 'target_dim': 4, 'target_hecke_orbit': 20, 'target_is_minimal': False, 'target_label': '294.6.e.t', 'target_level': 294, 'twist_class_label': '294.6.a.s', 'twist_class_level': 294, 'twisting_char_label': '7.d', 'twisting_char_orbit': 4, 'weight': 6}
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id: 228390
{'conductor': 7, 'degree': 2, 'multiplicity': 2, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 19, 'source_is_minimal': True, 'source_label': '294.6.a.s', 'source_level': 294, 'target_char_orbit': 5, 'target_dim': 4, 'target_hecke_orbit': 23, 'target_is_minimal': False, 'target_label': '294.6.e.w', 'target_level': 294, 'twist_class_label': '294.6.a.s', 'twist_class_level': 294, 'twisting_char_label': '7.c', 'twisting_char_orbit': 3, 'weight': 6}
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id: 228391
{'conductor': 21, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 19, 'source_is_minimal': True, 'source_label': '294.6.a.s', 'source_level': 294, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 29, 'target_is_minimal': False, 'target_label': '882.6.a.bc', 'target_level': 882, 'twist_class_label': '294.6.a.s', 'twist_class_level': 294, 'twisting_char_label': '21.c', 'twisting_char_orbit': 3, 'weight': 6}
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id: 228392
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 19, 'source_is_minimal': True, 'source_label': '294.6.a.s', 'source_level': 294, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 33, 'target_is_minimal': False, 'target_label': '882.6.a.bg', 'target_level': 882, 'twist_class_label': '294.6.a.s', 'twist_class_level': 294, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 6}
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mf_hecke_charpolys • Show schema
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id: 658650
{'charpoly_factorization': [[[-4, 1], 2]], 'hecke_orbit_code': 81064793393332518, 'p': 2}
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id: 658651
{'charpoly_factorization': [[[9, 1], 2]], 'hecke_orbit_code': 81064793393332518, 'p': 3}
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id: 658652
{'charpoly_factorization': [[[-4624, 18, 1], 1]], 'hecke_orbit_code': 81064793393332518, 'p': 5}
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id: 658653
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 81064793393332518, 'p': 7}
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id: 658654
{'charpoly_factorization': [[[-381104, -2, 1], 1]], 'hecke_orbit_code': 81064793393332518, 'p': 11}
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id: 658655
{'charpoly_factorization': [[[-54544, 288, 1], 1]], 'hecke_orbit_code': 81064793393332518, 'p': 13}
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id: 658656
{'charpoly_factorization': [[[-473400, 1530, 1], 1]], 'hecke_orbit_code': 81064793393332518, 'p': 17}
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id: 658657
{'charpoly_factorization': [[[-117664, 1188, 1], 1]], 'hecke_orbit_code': 81064793393332518, 'p': 19}
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id: 658658
{'charpoly_factorization': [[[-6654600, -3390, 1], 1]], 'hecke_orbit_code': 81064793393332518, 'p': 23}
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id: 658659
{'charpoly_factorization': [[[-9767636, 3976, 1], 1]], 'hecke_orbit_code': 81064793393332518, 'p': 29}
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id: 658660
{'charpoly_factorization': [[[4469024, 7596, 1], 1]], 'hecke_orbit_code': 81064793393332518, 'p': 31}
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id: 658661
{'charpoly_factorization': [[[-11913444, -2688, 1], 1]], 'hecke_orbit_code': 81064793393332518, 'p': 37}
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id: 658662
{'charpoly_factorization': [[[328282920, 36630, 1], 1]], 'hecke_orbit_code': 81064793393332518, 'p': 41}
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id: 658663
{'charpoly_factorization': [[[35055376, 23032, 1], 1]], 'hecke_orbit_code': 81064793393332518, 'p': 43}
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id: 658664
{'charpoly_factorization': [[[-412046656, 864, 1], 1]], 'hecke_orbit_code': 81064793393332518, 'p': 47}
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id: 658665
{'charpoly_factorization': [[[147453580, 32920, 1], 1]], 'hecke_orbit_code': 81064793393332518, 'p': 53}
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id: 658666
{'charpoly_factorization': [[[-732505264, -26712, 1], 1]], 'hecke_orbit_code': 81064793393332518, 'p': 59}
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id: 658667
{'charpoly_factorization': [[[-459101344, 20412, 1], 1]], 'hecke_orbit_code': 81064793393332518, 'p': 61}
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id: 658668
{'charpoly_factorization': [[[-479314784, 36172, 1], 1]], 'hecke_orbit_code': 81064793393332518, 'p': 67}
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id: 658669
{'charpoly_factorization': [[[-252025016, -73706, 1], 1]], 'hecke_orbit_code': 81064793393332518, 'p': 71}
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id: 658670
{'charpoly_factorization': [[[-152471584, -74772, 1], 1]], 'hecke_orbit_code': 81064793393332518, 'p': 73}
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id: 658671
{'charpoly_factorization': [[[95476864, 23116, 1], 1]], 'hecke_orbit_code': 81064793393332518, 'p': 79}
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id: 658672
{'charpoly_factorization': [[[5438001744, 147816, 1], 1]], 'hecke_orbit_code': 81064793393332518, 'p': 83}
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id: 658673
{'charpoly_factorization': [[[6710448824, 164646, 1], 1]], 'hecke_orbit_code': 81064793393332518, 'p': 89}
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id: 658674
{'charpoly_factorization': [[[3353807744, 162036, 1], 1]], 'hecke_orbit_code': 81064793393332518, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 19, 'label': '294.6.a.s', 'level': 294, 'portrait': 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', 'weight': 6}
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mf_hecke_traces • Show schema
Hide schema
-
id: 63473653
{'hecke_orbit_code': 81064793393332518, 'n': 1, 'trace_an': 2}
-
id: 63473654
{'hecke_orbit_code': 81064793393332518, 'n': 2, 'trace_an': 8}
-
id: 63473655
{'hecke_orbit_code': 81064793393332518, 'n': 3, 'trace_an': -18}
-
id: 63473656
{'hecke_orbit_code': 81064793393332518, 'n': 4, 'trace_an': 32}
-
id: 63473657
{'hecke_orbit_code': 81064793393332518, 'n': 5, 'trace_an': -18}
-
id: 63473658
{'hecke_orbit_code': 81064793393332518, 'n': 6, 'trace_an': -72}
-
id: 63473659
{'hecke_orbit_code': 81064793393332518, 'n': 7, 'trace_an': 0}
-
id: 63473660
{'hecke_orbit_code': 81064793393332518, 'n': 8, 'trace_an': 128}
-
id: 63473661
{'hecke_orbit_code': 81064793393332518, 'n': 9, 'trace_an': 162}
-
id: 63473662
{'hecke_orbit_code': 81064793393332518, 'n': 10, 'trace_an': -72}
-
id: 63473663
{'hecke_orbit_code': 81064793393332518, 'n': 11, 'trace_an': 2}
-
id: 63473664
{'hecke_orbit_code': 81064793393332518, 'n': 12, 'trace_an': -288}
-
id: 63473665
{'hecke_orbit_code': 81064793393332518, 'n': 13, 'trace_an': -288}
-
id: 63473666
{'hecke_orbit_code': 81064793393332518, 'n': 14, 'trace_an': 0}
-
id: 63473667
{'hecke_orbit_code': 81064793393332518, 'n': 15, 'trace_an': 162}
-
id: 63473668
{'hecke_orbit_code': 81064793393332518, 'n': 16, 'trace_an': 512}
-
id: 63473669
{'hecke_orbit_code': 81064793393332518, 'n': 17, 'trace_an': -1530}
-
id: 63473670
{'hecke_orbit_code': 81064793393332518, 'n': 18, 'trace_an': 648}
-
id: 63473671
{'hecke_orbit_code': 81064793393332518, 'n': 19, 'trace_an': -1188}
-
id: 63473672
{'hecke_orbit_code': 81064793393332518, 'n': 20, 'trace_an': -288}
-
id: 63473673
{'hecke_orbit_code': 81064793393332518, 'n': 21, 'trace_an': 0}
-
id: 63473674
{'hecke_orbit_code': 81064793393332518, 'n': 22, 'trace_an': 8}
-
id: 63473675
{'hecke_orbit_code': 81064793393332518, 'n': 23, 'trace_an': 3390}
-
id: 63473676
{'hecke_orbit_code': 81064793393332518, 'n': 24, 'trace_an': -1152}
-
id: 63473677
{'hecke_orbit_code': 81064793393332518, 'n': 25, 'trace_an': 3322}
-
id: 63473678
{'hecke_orbit_code': 81064793393332518, 'n': 26, 'trace_an': -1152}
-
id: 63473679
{'hecke_orbit_code': 81064793393332518, 'n': 27, 'trace_an': -1458}
-
id: 63473680
{'hecke_orbit_code': 81064793393332518, 'n': 28, 'trace_an': 0}
-
id: 63473681
{'hecke_orbit_code': 81064793393332518, 'n': 29, 'trace_an': -3976}
-
id: 63473682
{'hecke_orbit_code': 81064793393332518, 'n': 30, 'trace_an': 648}
-
id: 63473683
{'hecke_orbit_code': 81064793393332518, 'n': 31, 'trace_an': -7596}
-
id: 63473684
{'hecke_orbit_code': 81064793393332518, 'n': 32, 'trace_an': 2048}
-
id: 63473685
{'hecke_orbit_code': 81064793393332518, 'n': 33, 'trace_an': -18}
-
id: 63473686
{'hecke_orbit_code': 81064793393332518, 'n': 34, 'trace_an': -6120}
-
id: 63473687
{'hecke_orbit_code': 81064793393332518, 'n': 35, 'trace_an': 0}
-
id: 63473688
{'hecke_orbit_code': 81064793393332518, 'n': 36, 'trace_an': 2592}
-
id: 63473689
{'hecke_orbit_code': 81064793393332518, 'n': 37, 'trace_an': 2688}
-
id: 63473690
{'hecke_orbit_code': 81064793393332518, 'n': 38, 'trace_an': -4752}
-
id: 63473691
{'hecke_orbit_code': 81064793393332518, 'n': 39, 'trace_an': 2592}
-
id: 63473692
{'hecke_orbit_code': 81064793393332518, 'n': 40, 'trace_an': -1152}
-
id: 63473693
{'hecke_orbit_code': 81064793393332518, 'n': 41, 'trace_an': -36630}
-
id: 63473694
{'hecke_orbit_code': 81064793393332518, 'n': 42, 'trace_an': 0}
-
id: 63473695
{'hecke_orbit_code': 81064793393332518, 'n': 43, 'trace_an': -23032}
-
id: 63473696
{'hecke_orbit_code': 81064793393332518, 'n': 44, 'trace_an': 32}
-
id: 63473697
{'hecke_orbit_code': 81064793393332518, 'n': 45, 'trace_an': -1458}
-
id: 63473698
{'hecke_orbit_code': 81064793393332518, 'n': 46, 'trace_an': 13560}
-
id: 63473699
{'hecke_orbit_code': 81064793393332518, 'n': 47, 'trace_an': -864}
-
id: 63473700
{'hecke_orbit_code': 81064793393332518, 'n': 48, 'trace_an': -4608}
-
id: 63473701
{'hecke_orbit_code': 81064793393332518, 'n': 49, 'trace_an': 0}
-
id: 63473702
{'hecke_orbit_code': 81064793393332518, 'n': 50, 'trace_an': 13288}
-
id: 63473703
{'hecke_orbit_code': 81064793393332518, 'n': 51, 'trace_an': 13770}
-
id: 63473704
{'hecke_orbit_code': 81064793393332518, 'n': 52, 'trace_an': -4608}
-
id: 63473705
{'hecke_orbit_code': 81064793393332518, 'n': 53, 'trace_an': -32920}
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