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{'Nk2': 36784, 'analytic_conductor': 73.43042969876944, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [11, -1], [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': [9196, 1, [4599, 3269, 8229], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 20, 'field_disc': 10592559198996136197073002986927847119140625, 'field_disc_factorization': [[5, 11], [179, 1], [22382153382869129, 1], [54147193738420399, 1]], 'field_poly': [-3520, 3840, 44976, -24984, -176108, 96332, 303963, -194923, -242362, 180932, 93139, -83962, -16530, 21067, 687, -2910, 185, 208, -26, -6, 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': [[3, [-3520, 3840, 44976, -24984, -176108, 96332, 303963, -194923, -242362, 180932, 93139, -83962, -16530, 21067, 687, -2910, 185, 208, -26, -6, 1]], [5, [-1169671, 2369681, 4595641, -10739223, -4306572, 16775147, -1484117, -10988817, 2988029, 3594544, -1284622, -657957, 266713, 70557, -30786, -4389, 2016, 146, -70, -2, 1]], [7, [-36449281, -74187539, 78455624, 209403643, -11181819, -170813467, -24628892, 68633980, 14775641, -15994245, -3915001, 2298076, 588599, -205662, -53205, 11092, 2852, -327, -83, 4, 1]], [13, [-1788189120, 11445477600, -25265821376, 20705510464, 1560206704, -12779346070, 6571712963, 444889788, -1345570147, 275550521, 91382942, -38631487, -1101628, 2218647, -150437, -64163, 7726, 912, -146, -5, 1]]], 'hecke_orbit': 23, 'hecke_orbit_code': 99079191835714540, 'hecke_ring_generator_nbound': 5, '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': True, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '9196.2.a.w', 'level': 9196, '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, 11, 19], 'level_radical': 418, 'minimal_twist': '836.2.j.c', 'prim_orbit_index': 1, 'qexp_display': 'q+\\beta _{1}q^{3}+\\beta _{14}q^{5}+\\beta _{10}q^{7}+(1+\\beta _{2}+\\cdots)q^{9}+\\cdots', 'related_objects': [], 'relative_dim': 20, 'rm_discs': [], 'sato_tate_group': '1.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '9196.2.a', 'trace_display': [0, 6, 2, -4], 'trace_hash': 183213559589731636, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.422', 'prec': 17}, {'__RealLiteral__': 0, 'data': '17.465', 'prec': 20}, {'__RealLiteral__': 0, 'data': '16.355', 'prec': 20}, {'__RealLiteral__': 0, 'data': '1017.231', 'prec': 27}, 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mf_newspaces • Show schema
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{'ALdims': [0, 0, 0, 0, 41, 37, 40, 45], 'Nk2': 36784, 'analytic_conductor': 73.43042969876944, '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': [9196, 1, [4599, 3269, 8229], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 1285, 'dim': 163, 'eis_dim': 71, 'eis_new_dim': 0, 'hecke_cutter_primes': [3, 5, 7, 13], 'hecke_orbit_code': 33563628, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 2, 6, 6, 6, 6, 6, 6, 7, 7, 8, 8, 10, 10, 14, 14, 20, 20], 'label': '9196.2.a', 'level': 9196, '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, 11, 19], 'level_radical': 418, 'mf_dim': 1356, 'mf_new_dim': 163, 'num_forms': 24, 'plus_dim': 77, 'prim_orbit_index': 1, 'relative_dim': 163, 'sturm_bound': 2640, 'trace_bound': 13, 'trace_display': [0, -2, -7, 3], 'traces': [163, 0, -2, 0, -7, 0, 3, 0, 151, 0, 0, 0, -8, 0, 2, 0, -1, 0, 1, 0, -10, 0, -8, 0, 152, 0, -20, 0, -10, 0, 4, 0, 0, 0, -19, 0, -22, 0, -4, 0, -18, 0, -13, 0, -39, 0, -7, 0, 138, 0, -34, 0, -12, 0, 0, 0, 2, 0, 2, 0, -19, 0, 19, 0, 8, 0, -4, 0, 4, 0, 18, 0, 3, 0, 28, 0, 0, 0, 24, 0, 135, 0, 28, 0, -19, 0, 32, 0, -24, 0, -20, 0, 36, 0, -1, 0, -8, 0, 0, 0, 14, 0, 6, 0, 42, 0, -6, 0, -44, 0, 28, 0, -2, 0, 32, 0, 44, 0, 35, 0, 0, 0, 12, 0, -117, 0, 22, 0, -54, 0, 5, 0, -7, 0, 60, 0, -69, 0, -5, 0, -26, 0, 0, 0, -30, 0, 64, 0, 31, 0, 2, 0, -1, 0, 36, 0, -94, 0, 36, 0, 24, 0, -12, 0, 0, 0, 58, 0, 145, 0, 9, 0, 2, 0, 52, 0, 48, 0, 2, 0, -54, 0, 86, 0, -58, 0, 0, 0, 12, 0, 11, 0, -68, 0, 148, 0, 58, 0, 39, 0, -4, 0, 86, 0, -54, 0, 20, 0, 0, 0, -22, 0, 44, 0, 77, 0, -12, 0, 6, 0, -108, 0, 6, 0, 96, 0, 28, 0, -77, 0, 0, 0, -51, 0, -65, 0, 0, 0, 15, 0, 2, 0, -62, 0, 2, 0, -4, 0, 64, 0, -15, 0, 0, 0, -14, 0, 36, 0, -34, 0, -6, 0, 9, 0, -140, 0, -36, 0, 20, 0, 64, 0, 60, 0, 0, 0, -105, 0, 20, 0, -50, 0, -81, 0, 18, 0, 122, 0, 128, 0, -40, 0, 72, 0, 6, 0, 0, 0, -44, 0, -61, 0, 28, 0, 7, 0, -32, 0, -24, 0, -7, 0, -70, 0, -27, 0, -86, 0, 0, 0, 96, 0, -11, 0, -96, 0, 4, 0, -11, 0, 88, 0, 190, 0, 164, 0, -24, 0, 168, 0, 0, 0, -63, 0, 284, 0, 81, 0, 23, 0, 4, 0, 154, 0, -122, 0, 138, 0, 19, 0, 163, 0, 0, 0, 121, 0, -16, 0, -66, 0, 20, 0, -104, 0, 182, 0, -36, 0, -30, 0, 8, 0, -68, 0, 0, 0, 31, 0, 109, 0, 48, 0, -58, 0, -48, 0, 47, 0, 6, 0, 16, 0, -132, 0, 177, 0, 0, 0, -76, 0, -78, 0, 18, 0, 36, 0, 118, 0, 56, 0, -24, 0, 89, 0, -80, 0, -55, 0, 0, 0, 68, 0, 14, 0, -232, 0, 16, 0, -62, 0, -22, 0, 197, 0, -196, 0, 34, 0, -24, 0, 0, 0, -88, 0, 24, 0, -107, 0, -300, 0, 55, 0, -151, 0, 296, 0, -55, 0, -156, 0, 40, 0, 0, 0, -20, 0, 24, 0, -24, 0, -20, 0, -144, 0, -60, 0, 54, 0, 336, 0, -40, 0, -102, 0, 0, 0, 102, 0, -51, 0, 112, 0, -48, 0, -90, 0, -198, 0, -152, 0, 47, 0, -16, 0, 78, 0, 0, 0, -108, 0, -100, 0, -10, 0, 160, 0, 156, 0, 83, 0, 22, 0, -132, 0, -2, 0, 12, 0, 0, 0, -75, 0, 148, 0, 100, 0, -64, 0, -111, 0, -10, 0, 56, 0, 124, 0, 79, 0, -56, 0, 0, 0, -62, 0, -82, 0, 191, 0, 12, 0, -48, 0, 298, 0, 178, 0, 215, 0, 56, 0, 166, 0, 0, 0, 92, 0, 135, 0, 20, 0, -28, 0, 94, 0, 167, 0, 86, 0, -4, 0, 38, 0, -72, 0, 0, 0, 112, 0, -468, 0, -140, 0, 87, 0, 116, 0, 133, 0, -20, 0, -256, 0, -156, 0, 105, 0, 0, 0, 38, 0, 53, 0, -40, 0, 66, 0, 52, 0, 262, 0, -428, 0, 11, 0, -42, 0, 165, 0, 0, 0, -144, 0, -33, 0, 99, 0, 275, 0, -42, 0, -96, 0, -16, 0, 89, 0, 164, 0, -352, 0, 0, 0, -66, 0, 96, 0, 62, 0, 32, 0, 32, 0, 28, 0, 191, 0, 82, 0, 56, 0, 65, 0, 0, 0, -99, 0, -30, 0, -98, 0, -126, 0, -10, 0, -42, 0, 52, 0, -234, 0, 296, 0, 92, 0, 0, 0, 186, 0, 59, 0, 102, 0, -44, 0, -64, 0, -431, 0, 55, 0, -3, 0, -34, 0, -336, 0, 0, 0, -13, 0, -32, 0, -140, 0, -3, 0, -20, 0, -198, 0, -380, 0, 170, 0, -58, 0, 143, 0, 0, 0, 155, 0, 116, 0, 293, 0, 108, 0, 13, 0, -308, 0, -102, 0, -200, 0, 148, 0, 6, 0, 0, 0, 28, 0, 144, 0, -116, 0, 94, 0, 66, 0, -92, 0, 160, 0, -36, 0, 69, 0, -396, 0, 0, 0, 120, 0, -252, 0, 117, 0, -16, 0, 168, 0, 290, 0, -3, 0, -128, 0, -97, 0, 47, 0, 0, 0, -88, 0, 8, 0, 186, 0, 186, 0, 118, 0, 284, 0, 230, 0, 69, 0, -312, 0, 23, 0, 0, 0, 42, 0, 28, 0, -98, 0, 47, 0, -54, 0, -217, 0, -348, 0, -14, 0, -26, 0, -32, 0, 0, 0, -28, 0, 48, 0, -261, 0, -114, 0, 76, 0, -147, 0, -33, 0, 164, 0, -10, 0, -22, 0, 0, 0, -1, 0, -414, 0, 172, 0, -84, 0, -124, 0, -78, 0, 2, 0, 84, 0, 14, 0, 30, 0, 0, 0, 114, 0, 71, 0, 148, 0, 20, 0, 140, 0, -380, 0, -170, 0, -470, 0, -30, 0, 90, 0, 0, 0, 71, 0, -88, 0, -14, 0, 24, 0, 156, 0, -36, 0, 4, 0, -516, 0, 80, 0, 219, 0, 0, 0, -73, 0, 115, 0, -50, 0, -92, 0, -164, 0, -42, 0, 24, 0, 211, 0, 112, 0, -28, 0, 0, 0, -312, 0, 224, 0, -22, 0, 82, 0, -84, 0, 158, 0, 4, 0, 219, 0, 79, 0, 148, 0], 'weight': 2, 'weight_parity': 1}
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mf_twists_cc • Show schema
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id: 48458092
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 20, 'source_embedding_index': 17, 'source_hecke_orbit_code': 99079191835714540, 'source_is_minimal': False, 'source_label': '9196.2.a.w.1.17', 'source_level': 9196, 'target_conrey_index': 1, 'target_dim': 20, 'target_embedding_index': 17, 'target_hecke_orbit_code': 99079191835714540, 'target_is_minimal': False, 'target_label': '9196.2.a.w.1.17', 'target_level': 9196, 'twist_class_label': '836.2.j.c.609.9', 'twist_class_level': 836, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 2}
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id: 48458093
{'conductor': 11, 'degree': 4, 'order': 10, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 20, 'source_embedding_index': 17, 'source_hecke_orbit_code': 99079191835714540, 'source_is_minimal': False, 'source_label': '9196.2.a.w.1.17', 'source_level': 9196, 'target_conrey_index': 609, 'target_dim': 40, 'target_embedding_index': 9, 'target_hecke_orbit_code': 9007817763586884, 'target_is_minimal': True, 'target_label': '836.2.j.c.609.9', 'target_level': 836, 'twist_class_label': '836.2.j.c.609.9', 'twist_class_level': 836, 'twisting_char_label': '11.2', 'twisting_conrey_index': 2, 'weight': 2}
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id: 48458094
{'conductor': 11, 'degree': 4, 'order': 10, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 20, 'source_embedding_index': 17, 'source_hecke_orbit_code': 99079191835714540, 'source_is_minimal': False, 'source_label': '9196.2.a.w.1.17', 'source_level': 9196, 'target_conrey_index': 685, 'target_dim': 40, 'target_embedding_index': 9, 'target_hecke_orbit_code': 9007817763586884, 'target_is_minimal': True, 'target_label': '836.2.j.c.685.9', 'target_level': 836, 'twist_class_label': '836.2.j.c.609.9', 'twist_class_level': 836, 'twisting_char_label': '11.6', 'twisting_conrey_index': 6, 'weight': 2}
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id: 48458095
{'conductor': 11, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 20, 'source_embedding_index': 17, 'source_hecke_orbit_code': 99079191835714540, 'source_is_minimal': False, 'source_label': '9196.2.a.w.1.17', 'source_level': 9196, 'target_conrey_index': 1, 'target_dim': 20, 'target_embedding_index': 17, 'target_hecke_orbit_code': 103582791463085036, 'target_is_minimal': False, 'target_label': '9196.2.a.x.1.17', 'target_level': 9196, 'twist_class_label': '836.2.j.c.609.9', 'twist_class_level': 836, 'twisting_char_label': '11.10', 'twisting_conrey_index': 10, 'weight': 2}
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mf_hecke_charpolys • Show schema
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id: 4960725
{'charpoly_factorization': [[[0, 1], 20]], 'hecke_orbit_code': 99079191835714540, 'p': 2}
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id: 4960726
{'charpoly_factorization': [[[-3520, 3840, 44976, -24984, -176108, 96332, 303963, -194923, -242362, 180932, 93139, -83962, -16530, 21067, 687, -2910, 185, 208, -26, -6, 1], 1]], 'hecke_orbit_code': 99079191835714540, 'p': 3}
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id: 4960727
{'charpoly_factorization': [[[-1169671, 2369681, 4595641, -10739223, -4306572, 16775147, -1484117, -10988817, 2988029, 3594544, -1284622, -657957, 266713, 70557, -30786, -4389, 2016, 146, -70, -2, 1], 1]], 'hecke_orbit_code': 99079191835714540, 'p': 5}
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id: 4960728
{'charpoly_factorization': [[[-36449281, -74187539, 78455624, 209403643, -11181819, -170813467, -24628892, 68633980, 14775641, -15994245, -3915001, 2298076, 588599, -205662, -53205, 11092, 2852, -327, -83, 4, 1], 1]], 'hecke_orbit_code': 99079191835714540, 'p': 7}
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id: 4960729
{'charpoly_factorization': [[[0, 1], 20]], 'hecke_orbit_code': 99079191835714540, 'p': 11}
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id: 4960730
{'charpoly_factorization': [[[-1788189120, 11445477600, -25265821376, 20705510464, 1560206704, -12779346070, 6571712963, 444889788, -1345570147, 275550521, 91382942, -38631487, -1101628, 2218647, -150437, -64163, 7726, 912, -146, -5, 1], 1]], 'hecke_orbit_code': 99079191835714540, 'p': 13}
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id: 4960731
{'charpoly_factorization': [[[131553424, 1645267344, -5054343384, -3569947606, 11441725721, 3470302105, -5755926751, -1420615388, 1287592891, 282820019, -155437043, -30037458, 11009926, 1765725, -474070, -56991, 12224, 934, -172, -6, 1], 1]], 'hecke_orbit_code': 99079191835714540, 'p': 17}
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id: 4960732
{'charpoly_factorization': [[[-1, 1], 20]], 'hecke_orbit_code': 99079191835714540, 'p': 19}
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id: 4960733
{'charpoly_factorization': [[[-7030043681, -9600351836, 24554622890, 16786405866, -28787086569, -7803210359, 14232270598, 734705406, -3256584175, 187155103, 375818925, -45974422, -22188442, 3847432, 619973, -148101, -5639, 2657, -58, -18, 1], 1]], 'hecke_orbit_code': 99079191835714540, 'p': 23}
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id: 4960734
{'charpoly_factorization': [[[-70570816, 7055530464, -89469392224, -374843125000, -391593548808, -30166467650, 134905512735, 49538387534, -10413928184, -7566815726, -207438157, 441852316, 49101512, -11976391, -1988566, 153289, 35433, -822, -300, 1, 1], 1]], 'hecke_orbit_code': 99079191835714540, 'p': 29}
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id: 4960735
{'charpoly_factorization': [[[-5350643858624, -7745757549216, 4379857888304, 5053586759432, -2011067884288, -1204445919652, 503367509147, 122087880282, -65131132026, -4203684450, 4463085788, -135412886, -162101687, 14599991, 2917426, -420834, -19218, 5154, -70, -23, 1], 1]], 'hecke_orbit_code': 99079191835714540, 'p': 31}
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id: 4960736
{'charpoly_factorization': [[[-850382080, 5081766400, -6809242640, -1880175640, 10443902784, -6548876276, -1983906377, 4123095050, -1591934341, -173441956, 307204484, -73977346, -6288611, 5457632, -542840, -106983, 20313, 674, -248, -1, 1], 1]], 'hecke_orbit_code': 99079191835714540, 'p': 37}
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id: 4960737
{'charpoly_factorization': [[[1990567494080, 4650730527360, 1424096933120, -4900610148000, -5369009841824, -1509315543408, 515777932997, 347047924708, 9799088526, -26205216966, -3170277701, 998074638, 167287245, -21645825, -4208591, 276643, 56076, -1978, -376, 6, 1], 1]], 'hecke_orbit_code': 99079191835714540, 'p': 41}
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id: 4960738
{'charpoly_factorization': [[[13245095572795, 4281104017190, -17350853638594, -2049672919265, 7166944272608, 436035910138, -1361662737023, -68959563141, 136031347396, 7693591139, -7578360611, -470374544, 245522719, 15156131, -4764408, -260882, 55158, 2282, -356, -8, 1], 1]], 'hecke_orbit_code': 99079191835714540, 'p': 43}
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id: 4960739
{'charpoly_factorization': [[[4986323380841, -26162957432322, -5361526332903, 30610089360393, 4620796014479, -8971060422719, -282122325784, 1166009929401, -72318965035, -73735772606, 9931887389, 2132623441, -466494463, -17393566, 9674590, -341119, -84448, 7054, 151, -34, 1], 1]], 'hecke_orbit_code': 99079191835714540, 'p': 47}
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id: 4960740
{'charpoly_factorization': [[[-3454706916985280, -1177379968759200, 2427657964499904, 1098382183259384, -400319591007696, -246795901621746, 9188898373967, 18707924294328, 812148993455, -704053808014, -52812195255, 15078315932, 1346926969, -192138477, -18439144, 1440621, 142447, -5865, -586, 10, 1], 1]], 'hecke_orbit_code': 99079191835714540, 'p': 53}
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id: 4960741
{'charpoly_factorization': [[[148831597769536, 376361717908416, -409343462989184, -678712551382904, 213410847081436, 228295828760830, -85113140525575, -14576669055518, 10240891880699, -996319713866, -223391171006, 51390359654, -927058933, -643373755, 58476516, 1200493, -407551, 15029, 579, -52, 1], 1]], 'hecke_orbit_code': 99079191835714540, 'p': 59}
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id: 4960742
{'charpoly_factorization': [[[-12878004414778119, 16170683050005720, -2164130818169927, -3818972247200771, 1006240688952381, 348749726504629, -112918317523614, -15932072678781, 6032520122669, 404465871775, -179440096638, -6082943240, 3166234713, 56796111, -33711557, -337529, 211290, 1212, -714, -2, 1], 1]], 'hecke_orbit_code': 99079191835714540, 'p': 61}
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id: 4960743
{'charpoly_factorization': [[[-9236096950124864, 7131500039918496, 5505629904795616, -2702630004667544, -1050887083226648, 415730793812370, 87542928486727, -33271928046996, -3281966327908, 1464214358908, 40675167498, -35237714111, 510957031, 456547559, -17760691, -3132210, 168385, 10632, -678, -14, 1], 1]], 'hecke_orbit_code': 99079191835714540, 'p': 67}
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id: 4960744
{'charpoly_factorization': [[[91862584153856, -272135368765632, -553668058859024, 1040771111499992, -83560404895956, -292478492855974, 102337604926455, 6281919864361, -8959117064839, 1356381937399, 115470461290, -53993488068, 4257154196, 414158536, -97543016, 5213960, 277742, -53427, 3135, -88, 1], 1]], 'hecke_orbit_code': 99079191835714540, 'p': 71}
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id: 4960745
{'charpoly_factorization': [[[-1082617449087404, 813383072054084, 823319329654597, -521669872793586, -188093383412918, 107601196002816, 18350787965105, -10273115326279, -779128335935, 525264819367, 9354211956, -15044816799, 292946884, 240164424, -10436861, -2046339, 120670, 8413, -583, -13, 1], 1]], 'hecke_orbit_code': 99079191835714540, 'p': 73}
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id: 4960746
{'charpoly_factorization': [[[-256824898271145216, 193304756670894144, 114313813023080464, -105482947774217632, 3169902819097744, 10143816670691398, -1061306178783897, -406566848429343, 54374819200641, 8276801627164, -1274295865541, -92044976591, 16157992588, 573727391, -117511995, -1958632, 489964, 3303, -1089, -2, 1], 1]], 'hecke_orbit_code': 99079191835714540, 'p': 79}
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id: 4960747
{'charpoly_factorization': [[[-4403854411979, -14492102276065, 21751388429685, 86357240331874, 19401607729774, -59626615913868, -12267198178402, 9099742476587, 1807165066202, -521816533641, -106902747915, 12506148255, 2825609435, -132337453, -36880030, 542870, 243819, -260, -788, -2, 1], 1]], 'hecke_orbit_code': 99079191835714540, 'p': 83}
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id: 4960748
{'charpoly_factorization': [[[20980231821039424, -74892026054171296, -26352897394075792, 33997861781201928, 227235745676292, -3778717802424204, 301233184914157, 174836410905494, -22522931112686, -3788217917785, 695153966519, 33165834676, -10918039295, 88178553, 88355438, -3749904, -314173, 23971, 123, -46, 1], 1]], 'hecke_orbit_code': 99079191835714540, 'p': 89}
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id: 4960749
{'charpoly_factorization': [[[53385139587647744, 206957198829436928, -44482306681793520, -111308031523734040, 7037665878861332, 12312145243395894, -761684102837231, -575947035522208, 40437332307750, 13748831046360, -1072590402052, -180066528942, 15202643257, 1322052748, -119177884, -5345132, 513253, 11023, -1133, -9, 1], 1]], 'hecke_orbit_code': 99079191835714540, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 23, 'label': '9196.2.a.w', 'level': 9196, 'portrait': 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', 'weight': 2}
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mf_hecke_traces • Show schema
Hide schema
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id: 65691679
{'hecke_orbit_code': 99079191835714540, 'n': 1, 'trace_an': 20}
-
id: 65691680
{'hecke_orbit_code': 99079191835714540, 'n': 2, 'trace_an': 0}
-
id: 65691681
{'hecke_orbit_code': 99079191835714540, 'n': 3, 'trace_an': 6}
-
id: 65691682
{'hecke_orbit_code': 99079191835714540, 'n': 4, 'trace_an': 0}
-
id: 65691683
{'hecke_orbit_code': 99079191835714540, 'n': 5, 'trace_an': 2}
-
id: 65691684
{'hecke_orbit_code': 99079191835714540, 'n': 6, 'trace_an': 0}
-
id: 65691685
{'hecke_orbit_code': 99079191835714540, 'n': 7, 'trace_an': -4}
-
id: 65691686
{'hecke_orbit_code': 99079191835714540, 'n': 8, 'trace_an': 0}
-
id: 65691687
{'hecke_orbit_code': 99079191835714540, 'n': 9, 'trace_an': 28}
-
id: 65691688
{'hecke_orbit_code': 99079191835714540, 'n': 10, 'trace_an': 0}
-
id: 65691689
{'hecke_orbit_code': 99079191835714540, 'n': 11, 'trace_an': 0}
-
id: 65691690
{'hecke_orbit_code': 99079191835714540, 'n': 12, 'trace_an': 0}
-
id: 65691691
{'hecke_orbit_code': 99079191835714540, 'n': 13, 'trace_an': 5}
-
id: 65691692
{'hecke_orbit_code': 99079191835714540, 'n': 14, 'trace_an': 0}
-
id: 65691693
{'hecke_orbit_code': 99079191835714540, 'n': 15, 'trace_an': 14}
-
id: 65691694
{'hecke_orbit_code': 99079191835714540, 'n': 16, 'trace_an': 0}
-
id: 65691695
{'hecke_orbit_code': 99079191835714540, 'n': 17, 'trace_an': 6}
-
id: 65691696
{'hecke_orbit_code': 99079191835714540, 'n': 18, 'trace_an': 0}
-
id: 65691697
{'hecke_orbit_code': 99079191835714540, 'n': 19, 'trace_an': 20}
-
id: 65691698
{'hecke_orbit_code': 99079191835714540, 'n': 20, 'trace_an': 0}
-
id: 65691699
{'hecke_orbit_code': 99079191835714540, 'n': 21, 'trace_an': 1}
-
id: 65691700
{'hecke_orbit_code': 99079191835714540, 'n': 22, 'trace_an': 0}
-
id: 65691701
{'hecke_orbit_code': 99079191835714540, 'n': 23, 'trace_an': 18}
-
id: 65691702
{'hecke_orbit_code': 99079191835714540, 'n': 24, 'trace_an': 0}
-
id: 65691703
{'hecke_orbit_code': 99079191835714540, 'n': 25, 'trace_an': 44}
-
id: 65691704
{'hecke_orbit_code': 99079191835714540, 'n': 26, 'trace_an': 0}
-
id: 65691705
{'hecke_orbit_code': 99079191835714540, 'n': 27, 'trace_an': 24}
-
id: 65691706
{'hecke_orbit_code': 99079191835714540, 'n': 28, 'trace_an': 0}
-
id: 65691707
{'hecke_orbit_code': 99079191835714540, 'n': 29, 'trace_an': -1}
-
id: 65691708
{'hecke_orbit_code': 99079191835714540, 'n': 30, 'trace_an': 0}
-
id: 65691709
{'hecke_orbit_code': 99079191835714540, 'n': 31, 'trace_an': 23}
-
id: 65691710
{'hecke_orbit_code': 99079191835714540, 'n': 32, 'trace_an': 0}
-
id: 65691711
{'hecke_orbit_code': 99079191835714540, 'n': 33, 'trace_an': 0}
-
id: 65691712
{'hecke_orbit_code': 99079191835714540, 'n': 34, 'trace_an': 0}
-
id: 65691713
{'hecke_orbit_code': 99079191835714540, 'n': 35, 'trace_an': 36}
-
id: 65691714
{'hecke_orbit_code': 99079191835714540, 'n': 36, 'trace_an': 0}
-
id: 65691715
{'hecke_orbit_code': 99079191835714540, 'n': 37, 'trace_an': 1}
-
id: 65691716
{'hecke_orbit_code': 99079191835714540, 'n': 38, 'trace_an': 0}
-
id: 65691717
{'hecke_orbit_code': 99079191835714540, 'n': 39, 'trace_an': -21}
-
id: 65691718
{'hecke_orbit_code': 99079191835714540, 'n': 40, 'trace_an': 0}
-
id: 65691719
{'hecke_orbit_code': 99079191835714540, 'n': 41, 'trace_an': -6}
-
id: 65691720
{'hecke_orbit_code': 99079191835714540, 'n': 42, 'trace_an': 0}
-
id: 65691721
{'hecke_orbit_code': 99079191835714540, 'n': 43, 'trace_an': 8}
-
id: 65691722
{'hecke_orbit_code': 99079191835714540, 'n': 44, 'trace_an': 0}
-
id: 65691723
{'hecke_orbit_code': 99079191835714540, 'n': 45, 'trace_an': -15}
-
id: 65691724
{'hecke_orbit_code': 99079191835714540, 'n': 46, 'trace_an': 0}
-
id: 65691725
{'hecke_orbit_code': 99079191835714540, 'n': 47, 'trace_an': 34}
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id: 65691726
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{'hecke_orbit_code': 99079191835714540, 'n': 911, 'trace_an': 76}
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id: 65691924
{'hecke_orbit_code': 99079191835714540, 'n': 919, 'trace_an': 67}
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id: 65691925
{'hecke_orbit_code': 99079191835714540, 'n': 929, 'trace_an': -64}
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id: 65691926
{'hecke_orbit_code': 99079191835714540, 'n': 937, 'trace_an': 51}
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id: 65691927
{'hecke_orbit_code': 99079191835714540, 'n': 941, 'trace_an': -11}
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id: 65691928
{'hecke_orbit_code': 99079191835714540, 'n': 947, 'trace_an': 152}
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id: 65691929
{'hecke_orbit_code': 99079191835714540, 'n': 953, 'trace_an': -64}
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id: 65691930
{'hecke_orbit_code': 99079191835714540, 'n': 961, 'trace_an': 49}
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id: 65691931
{'hecke_orbit_code': 99079191835714540, 'n': 967, 'trace_an': -242}
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id: 65691932
{'hecke_orbit_code': 99079191835714540, 'n': 971, 'trace_an': 153}
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id: 65691933
{'hecke_orbit_code': 99079191835714540, 'n': 977, 'trace_an': 55}
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id: 65691934
{'hecke_orbit_code': 99079191835714540, 'n': 983, 'trace_an': -14}
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id: 65691935
{'hecke_orbit_code': 99079191835714540, 'n': 991, 'trace_an': -9}
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id: 65691936
{'hecke_orbit_code': 99079191835714540, 'n': 997, 'trace_an': 49}