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{'Nk2': 9216, 'analytic_conductor': 49.173963555813685, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1]], 'atkin_lehner_string': '-', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': False, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [64, 1, [63, 5], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 2, 'field_disc': 12, 'field_disc_factorization': [[2, 2], [3, 1]], 'field_poly': [-3, 0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': True, 'field_poly_root_of_unity': 12, 'fricke_eigenval': -1, 'has_non_self_twist': 1, 'hecke_cutters': [[3, [-172800, 0, 1]]], 'hecke_orbit': 10, 'hecke_orbit_code': 40532396847661120, 'hecke_ring_generator_nbound': 3, 'hecke_ring_index': 240, 'hecke_ring_index_factorization': [[2, 4], [3, 1], [5, 1]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 4, 2, -1, 2, 0]], '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': '64.12.a.j', 'level': 64, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2], 'level_radical': 2, 'minimal_twist': '32.12.a.b', 'nf_label': '2.2.12.1', 'prim_orbit_index': 1, 'qexp_display': 'q+\\beta q^{3}+10q^{5}+62\\beta q^{7}-4347q^{9}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '11.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '64.12.a', 'trace_display': [0, 0, 20, 0], 'trace_hash': 1040362485202617180, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.930', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '15.366', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '153.570', 'prec': 24}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.505', 'prec': 17}, 'traces': [2, 0, 0, 0, 20, 0, 0, 0, -8694, 0, 0, 0, 297444, 0, 0, 0, -3809212, 0, 0, 0, 21427200, 0, 0, 0, -97656050, 0, 0, 0, 236039620, 0, 0, 0, -676339200, 0, 0, 0, 781701268, 0, 0, 0, -1984294220, 0, 0, 0, -86940, 0, 0, 0, -2626167086, 0, 0, 0, -7076426444, 0, 0, 0, -529113600, 0, 0, 0, -23915839420, 0, 0, 0, 2974440, 0, 0, 0, -43641676800, 0, 0, 0, -15039524076, 0, 0, 0, -41933030400, 0, 0, 0, -61184210382, 0, 0, 0, -38092120, 0, 0, 0, -118115907980, 0, 0, 0, 81956966400, 0, 0, 0, -153533015388, 0, 0, 0, 132345754004, 0, 0, 0, 214272000, 0, 0, 0, 187839149412, 0, 0, 0, 271704039076, 0, 0, 0, -1292989068, 0, 0, 0, 752972473178, 0, 0, 0, -1953123000, 0, 0, 0, 1074219840000, 0, 0, 0, -32805043200, 0, 0, 0, 1408818036212, 0, 0, 0, 404917401600, 0, 0, 0, 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mf_hecke_nf • Show schema
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19015621554295410]], 'char_orbit_index': 1, 'field_poly': [-3, 0, 1], 'hecke_orbit_code': 40532396847661120, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1], 'hecke_ring_inverse_denominators': [1, 240], 'hecke_ring_inverse_numerators': [[1, 0], [0, 1]], 'hecke_ring_numerators': [[1, 0], [0, 240]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 2, 'label': '64.12.a.j', 'level': 64, 'maxp': 2999, 'weight': 12}
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mf_newspaces • Show schema
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{'ALdims': [11, 10], 'Nk2': 9216, 'analytic_conductor': 49.173963555813685, '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': [64, 1, [63, 5], [1, 1]], 'conrey_index': 1, 'cusp_dim': 82, 'dim': 21, 'eis_dim': 12, 'eis_new_dim': 2, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 201326656, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 3, 3], 'label': '64.12.a', 'level': 64, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2], 'level_radical': 2, 'mf_dim': 94, 'mf_new_dim': 23, 'num_forms': 13, 'plus_dim': 11, 'prim_orbit_index': 1, 'relative_dim': 21, 'sturm_bound': 96, 'trace_bound': 5, 'trace_display': [0, 0, 2, 0], 'traces': [21, 0, 0, 0, 2, 0, 0, 0, 1121929, 0, 0, 0, -3087734, 0, 0, 0, 5279466, 0, 0, 0, 484544, 0, 0, 0, 131833427, 0, 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mf_twists_nf • Show schema
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id: 55563
{'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 10, 'source_is_minimal': False, 'source_label': '64.12.a.j', 'source_level': 64, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '32.12.a.b', 'target_level': 32, 'twist_class_label': '32.12.a.b', 'twist_class_level': 32, 'twisting_char_label': '8.b', 'twisting_char_orbit': 2, 'weight': 12}
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id: 55564
{'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 10, 'source_is_minimal': False, 'source_label': '64.12.a.j', 'source_level': 64, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '32.12.a.b', 'target_level': 32, 'twist_class_label': '32.12.a.b', 'twist_class_level': 32, 'twisting_char_label': '8.d', 'twisting_char_orbit': 4, 'weight': 12}
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id: 55565
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 10, 'source_is_minimal': False, 'source_label': '64.12.a.j', 'source_level': 64, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 10, 'target_is_minimal': False, 'target_label': '64.12.a.j', 'target_level': 64, 'twist_class_label': '32.12.a.b', 'twist_class_level': 32, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 12}
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id: 55566
{'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 10, 'source_is_minimal': False, 'source_label': '64.12.a.j', 'source_level': 64, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 10, 'target_is_minimal': False, 'target_label': '64.12.a.j', 'target_level': 64, 'twist_class_label': '32.12.a.b', 'twist_class_level': 32, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 12}
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id: 55567
{'conductor': 16, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 10, 'source_is_minimal': False, 'source_label': '64.12.a.j', 'source_level': 64, 'target_char_orbit': 2, 'target_dim': 4, 'target_hecke_orbit': 10, 'target_is_minimal': False, 'target_label': '256.12.b.j', 'target_level': 256, 'twist_class_label': '32.12.a.b', 'twist_class_level': 32, 'twisting_char_label': '16.e', 'twisting_char_orbit': 5, 'weight': 12}
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id: 55568
{'conductor': 16, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 10, 'source_is_minimal': False, 'source_label': '64.12.a.j', 'source_level': 64, 'target_char_orbit': 2, 'target_dim': 4, 'target_hecke_orbit': 10, 'target_is_minimal': False, 'target_label': '256.12.b.j', 'target_level': 256, 'twist_class_label': '32.12.a.b', 'twist_class_level': 32, 'twisting_char_label': '16.f', 'twisting_char_orbit': 6, 'weight': 12}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 207250
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 40532396847661120, 'p': 2}
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id: 207251
{'charpoly_factorization': [[[-172800, 0, 1], 1]], 'hecke_orbit_code': 40532396847661120, 'p': 3}
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id: 207252
{'charpoly_factorization': [[[-10, 1], 2]], 'hecke_orbit_code': 40532396847661120, 'p': 5}
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id: 207253
{'charpoly_factorization': [[[-664243200, 0, 1], 1]], 'hecke_orbit_code': 40532396847661120, 'p': 7}
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id: 207254
{'charpoly_factorization': [[[-661797907200, 0, 1], 1]], 'hecke_orbit_code': 40532396847661120, 'p': 11}
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id: 207255
{'charpoly_factorization': [[[-148722, 1], 2]], 'hecke_orbit_code': 40532396847661120, 'p': 13}
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id: 207256
{'charpoly_factorization': [[[1904606, 1], 2]], 'hecke_orbit_code': 40532396847661120, 'p': 17}
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id: 207257
{'charpoly_factorization': [[[-405036460800, 0, 1], 1]], 'hecke_orbit_code': 40532396847661120, 'p': 19}
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id: 207258
{'charpoly_factorization': [[[-2755491831475200, 0, 1], 1]], 'hecke_orbit_code': 40532396847661120, 'p': 23}
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id: 207259
{'charpoly_factorization': [[[-118019810, 1], 2]], 'hecke_orbit_code': 40532396847661120, 'p': 29}
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id: 207260
{'charpoly_factorization': [[[-9717801419980800, 0, 1], 1]], 'hecke_orbit_code': 40532396847661120, 'p': 31}
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id: 207261
{'charpoly_factorization': [[[-390850634, 1], 2]], 'hecke_orbit_code': 40532396847661120, 'p': 37}
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id: 207262
{'charpoly_factorization': [[[992147110, 1], 2]], 'hecke_orbit_code': 40532396847661120, 'p': 41}
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id: 207263
{'charpoly_factorization': [[[-1669485336588000000, 0, 1], 1]], 'hecke_orbit_code': 40532396847661120, 'p': 43}
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id: 207264
{'charpoly_factorization': [[[-237207902370508800, 0, 1], 1]], 'hecke_orbit_code': 40532396847661120, 'p': 47}
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id: 207265
{'charpoly_factorization': [[[3538213222, 1], 2]], 'hecke_orbit_code': 40532396847661120, 'p': 53}
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id: 207266
{'charpoly_factorization': [[[-35349597488746771200, 0, 1], 1]], 'hecke_orbit_code': 40532396847661120, 'p': 59}
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id: 207267
{'charpoly_factorization': [[[11957919710, 1], 2]], 'hecke_orbit_code': 40532396847661120, 'p': 61}
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id: 207268
{'charpoly_factorization': [[[-100236084266686636800, 0, 1], 1]], 'hecke_orbit_code': 40532396847661120, 'p': 67}
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id: 207269
{'charpoly_factorization': [[[-528676836768000691200, 0, 1], 1]], 'hecke_orbit_code': 40532396847661120, 'p': 71}
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id: 207270
{'charpoly_factorization': [[[7519762038, 1], 2]], 'hecke_orbit_code': 40532396847661120, 'p': 73}
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id: 207271
{'charpoly_factorization': [[[-868234002297092812800, 0, 1], 1]], 'hecke_orbit_code': 40532396847661120, 'p': 79}
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id: 207272
{'charpoly_factorization': [[[-1260305418800337120000, 0, 1], 1]], 'hecke_orbit_code': 40532396847661120, 'p': 83}
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id: 207273
{'charpoly_factorization': [[[59057953990, 1], 2]], 'hecke_orbit_code': 40532396847661120, 'p': 89}
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id: 207274
{'charpoly_factorization': [[[76766507694, 1], 2]], 'hecke_orbit_code': 40532396847661120, 'p': 97}
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 10, 'label': '64.12.a.j', 'level': 64, 'portrait': 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', 'weight': 12}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 53733637
{'hecke_orbit_code': 40532396847661120, 'n': 1, 'trace_an': 2}
-
id: 53733638
{'hecke_orbit_code': 40532396847661120, 'n': 2, 'trace_an': 0}
-
id: 53733639
{'hecke_orbit_code': 40532396847661120, 'n': 3, 'trace_an': 0}
-
id: 53733640
{'hecke_orbit_code': 40532396847661120, 'n': 4, 'trace_an': 0}
-
id: 53733641
{'hecke_orbit_code': 40532396847661120, 'n': 5, 'trace_an': 20}
-
id: 53733642
{'hecke_orbit_code': 40532396847661120, 'n': 6, 'trace_an': 0}
-
id: 53733643
{'hecke_orbit_code': 40532396847661120, 'n': 7, 'trace_an': 0}
-
id: 53733644
{'hecke_orbit_code': 40532396847661120, 'n': 8, 'trace_an': 0}
-
id: 53733645
{'hecke_orbit_code': 40532396847661120, 'n': 9, 'trace_an': -8694}
-
id: 53733646
{'hecke_orbit_code': 40532396847661120, 'n': 10, 'trace_an': 0}
-
id: 53733647
{'hecke_orbit_code': 40532396847661120, 'n': 11, 'trace_an': 0}
-
id: 53733648
{'hecke_orbit_code': 40532396847661120, 'n': 12, 'trace_an': 0}
-
id: 53733649
{'hecke_orbit_code': 40532396847661120, 'n': 13, 'trace_an': 297444}
-
id: 53733650
{'hecke_orbit_code': 40532396847661120, 'n': 14, 'trace_an': 0}
-
id: 53733651
{'hecke_orbit_code': 40532396847661120, 'n': 15, 'trace_an': 0}
-
id: 53733652
{'hecke_orbit_code': 40532396847661120, 'n': 16, 'trace_an': 0}
-
id: 53733653
{'hecke_orbit_code': 40532396847661120, 'n': 17, 'trace_an': -3809212}
-
id: 53733654
{'hecke_orbit_code': 40532396847661120, 'n': 18, 'trace_an': 0}
-
id: 53733655
{'hecke_orbit_code': 40532396847661120, 'n': 19, 'trace_an': 0}
-
id: 53733656
{'hecke_orbit_code': 40532396847661120, 'n': 20, 'trace_an': 0}
-
id: 53733657
{'hecke_orbit_code': 40532396847661120, 'n': 21, 'trace_an': 21427200}
-
id: 53733658
{'hecke_orbit_code': 40532396847661120, 'n': 22, 'trace_an': 0}
-
id: 53733659
{'hecke_orbit_code': 40532396847661120, 'n': 23, 'trace_an': 0}
-
id: 53733660
{'hecke_orbit_code': 40532396847661120, 'n': 24, 'trace_an': 0}
-
id: 53733661
{'hecke_orbit_code': 40532396847661120, 'n': 25, 'trace_an': -97656050}
-
id: 53733662
{'hecke_orbit_code': 40532396847661120, 'n': 26, 'trace_an': 0}
-
id: 53733663
{'hecke_orbit_code': 40532396847661120, 'n': 27, 'trace_an': 0}
-
id: 53733664
{'hecke_orbit_code': 40532396847661120, 'n': 28, 'trace_an': 0}
-
id: 53733665
{'hecke_orbit_code': 40532396847661120, 'n': 29, 'trace_an': 236039620}
-
id: 53733666
{'hecke_orbit_code': 40532396847661120, 'n': 30, 'trace_an': 0}
-
id: 53733667
{'hecke_orbit_code': 40532396847661120, 'n': 31, 'trace_an': 0}
-
id: 53733668
{'hecke_orbit_code': 40532396847661120, 'n': 32, 'trace_an': 0}
-
id: 53733669
{'hecke_orbit_code': 40532396847661120, 'n': 33, 'trace_an': -676339200}
-
id: 53733670
{'hecke_orbit_code': 40532396847661120, 'n': 34, 'trace_an': 0}
-
id: 53733671
{'hecke_orbit_code': 40532396847661120, 'n': 35, 'trace_an': 0}
-
id: 53733672
{'hecke_orbit_code': 40532396847661120, 'n': 36, 'trace_an': 0}
-
id: 53733673
{'hecke_orbit_code': 40532396847661120, 'n': 37, 'trace_an': 781701268}
-
id: 53733674
{'hecke_orbit_code': 40532396847661120, 'n': 38, 'trace_an': 0}
-
id: 53733675
{'hecke_orbit_code': 40532396847661120, 'n': 39, 'trace_an': 0}
-
id: 53733676
{'hecke_orbit_code': 40532396847661120, 'n': 40, 'trace_an': 0}
-
id: 53733677
{'hecke_orbit_code': 40532396847661120, 'n': 41, 'trace_an': -1984294220}
-
id: 53733678
{'hecke_orbit_code': 40532396847661120, 'n': 42, 'trace_an': 0}
-
id: 53733679
{'hecke_orbit_code': 40532396847661120, 'n': 43, 'trace_an': 0}
-
id: 53733680
{'hecke_orbit_code': 40532396847661120, 'n': 44, 'trace_an': 0}
-
id: 53733681
{'hecke_orbit_code': 40532396847661120, 'n': 45, 'trace_an': -86940}
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