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{'Nk2': 8112, 'analytic_conductor': 29.913968372910492, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, 1], [13, -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': [507, 1, [170, 340], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 9, 'field_disc': 9534635057353273, 'field_disc_factorization': [[7, 7], [83, 1], [181, 1], [770657, 1]], 'field_poly': [5144, 9428, -966, -4745, -150, 772, 29, -48, -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': [[2, [9464, -3640, -8946, 1303, 2521, 8, -251, -20, 8, 1]], [5, [-15899689, -65644332, -23660364, 19041401, 2089839, -130261, -18187, -28, 41, 1]]], 'hecke_orbit': 14, 'hecke_orbit_code': 58546795222925819, 'hecke_ring_generator_nbound': 5, 'hecke_ring_index': 169, 'hecke_ring_index_factorization': [[13, 2]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '507.4.a.n', 'level': 507, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 13], 'level_radical': 39, 'minimal_twist': '507.4.a.n', 'prim_orbit_index': 1, 'qexp_display': 'q+(-1+\\beta _{1})q^{2}-3q^{3}+(3-2\\beta _{1}+\\beta _{2}+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 9, 'rm_discs': [], 'sato_tate_group': '3.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '507.4.a', 'trace_display': [-8, -27, -41, -1], 'trace_hash': 32489036362407614, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 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mf_hecke_nf • Show schema
Hide schema
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-714]], 'hecke_ring_numerators': [[1, 0, 0, 0, 0, 0, 0, 0, 0], [0, 1, 0, 0, 0, 0, 0, 0, 0], [513836, 1425628, -58625, -334818, -27838, 27181, 1734, -719, -3], [-2502316, -1425628, 257473, 334818, 27838, -27181, -1734, 719, 3], [3265492, -623892, -2016507, 170474, 248606, -16209, -10310, 483, 127], [-168892, -606900, -558855, 389090, 139382, -35013, -8974, 831, 171], [2264092, 3151596, -82469, -860826, -141702, 61649, 14878, -1291, -383], [2379924, 1774556, -2400467, -772630, 493806, 79991, -33670, -2293, 743], [-1800516, -2318484, 1205827, 771566, -300654, -67775, 24206, 1757, -591]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 9, 'label': '507.4.a.n', 'level': 507, 'maxp': 2999, 'weight': 4}
-
mf_newspaces • Show schema
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{'AL_dims': [[[[3, -1], [13, -1]], 23, 3], [[[3, -1], [13, 1]], 16, 6], [[[3, 1], [13, -1]], 19, 4], [[[3, 1], [13, 1]], 20, 5]], 'ALdims': [20, 19, 16, 23], 'Nk2': 8112, 'analytic_conductor': 29.913968372910492, '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': [507, 1, [170, 340], [1, 1]], 'conrey_index': 1, 'cusp_dim': 168, 'dim': 78, 'eis_dim': 28, 'eis_new_dim': 0, 'hecke_cutter_primes': [2, 5], 'hecke_orbit_code': 67109371, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 2, 2, 3, 4, 4, 4, 4, 4, 9, 9, 9, 9, 10], 'label': '507.4.a', 'level': 507, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 13], 'level_radical': 39, 'mf_dim': 196, 'mf_new_dim': 78, 'num_forms': 18, 'plus_dim': 43, 'prim_orbit_index': 1, 'relative_dim': 78, 'sturm_bound': 242, 'trace_bound': 4, 'trace_display': [-4, 0, -16, -32], 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mf_twists_nf • Show schema
Hide schema
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id: 359627
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 9, 'source_hecke_orbit': 14, 'source_is_minimal': True, 'source_label': '507.4.a.n', 'source_level': 507, 'target_char_orbit': 1, 'target_dim': 9, 'target_hecke_orbit': 14, 'target_is_minimal': True, 'target_label': '507.4.a.n', 'target_level': 507, 'twist_class_label': '507.4.a.n', 'twist_class_level': 507, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 4}
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id: 359628
{'conductor': 13, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 9, 'source_hecke_orbit': 14, 'source_is_minimal': True, 'source_label': '507.4.a.n', 'source_level': 507, 'target_char_orbit': 1, 'target_dim': 9, 'target_hecke_orbit': 17, 'target_is_minimal': True, 'target_label': '507.4.a.q', 'target_level': 507, 'twist_class_label': '507.4.a.n', 'twist_class_level': 507, 'twisting_char_label': '13.b', 'twisting_char_orbit': 2, 'weight': 4}
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id: 359629
{'conductor': 13, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 9, 'source_hecke_orbit': 14, 'source_is_minimal': True, 'source_label': '507.4.a.n', 'source_level': 507, 'target_char_orbit': 2, 'target_dim': 18, 'target_hecke_orbit': 10, 'target_is_minimal': False, 'target_label': '507.4.b.j', 'target_level': 507, 'twist_class_label': '507.4.a.n', 'twist_class_level': 507, 'twisting_char_label': '13.d', 'twisting_char_orbit': 4, 'weight': 4}
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id: 359630
{'conductor': 39, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 9, 'source_hecke_orbit': 14, 'source_is_minimal': True, 'source_label': '507.4.a.n', 'source_level': 507, 'target_char_orbit': 1, 'target_dim': 9, 'target_hecke_orbit': 31, 'target_is_minimal': False, 'target_label': '1521.4.a.be', 'target_level': 1521, 'twist_class_label': '507.4.a.n', 'twist_class_level': 507, 'twisting_char_label': '39.d', 'twisting_char_orbit': 4, 'weight': 4}
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id: 359631
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 9, 'source_hecke_orbit': 14, 'source_is_minimal': True, 'source_label': '507.4.a.n', 'source_level': 507, 'target_char_orbit': 1, 'target_dim': 9, 'target_hecke_orbit': 36, 'target_is_minimal': False, 'target_label': '1521.4.a.bj', 'target_level': 1521, 'twist_class_label': '507.4.a.n', 'twist_class_level': 507, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 4}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 981750
{'charpoly_factorization': [[[9464, -3640, -8946, 1303, 2521, 8, -251, -20, 8, 1], 1]], 'hecke_orbit_code': 58546795222925819, 'p': 2}
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id: 981751
{'charpoly_factorization': [[[3, 1], 9]], 'hecke_orbit_code': 58546795222925819, 'p': 3}
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id: 981752
{'charpoly_factorization': [[[-15899689, -65644332, -23660364, 19041401, 2089839, -130261, -18187, -28, 41, 1], 1]], 'hecke_orbit_code': 58546795222925819, 'p': 5}
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id: 981753
{'charpoly_factorization': [[[132217379, 1411107012, 628227922, -209691125, -1074885, 1103305, -715, -1864, 1, 1], 1]], 'hecke_orbit_code': 58546795222925819, 'p': 7}
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id: 981754
{'charpoly_factorization': [[[-982063511267, 1245398860302, 96420304961, -14662127305, 123217787, 15943116, -157458, -6635, 37, 1], 1]], 'hecke_orbit_code': 58546795222925819, 'p': 11}
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id: 981755
{'charpoly_factorization': [[[0, 1], 9]], 'hecke_orbit_code': 58546795222925819, 'p': 13}
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id: 981756
{'charpoly_factorization': [[[7231752990904, 9305470408156, 2949147863228, 230794327527, 4757645504, -54455700, -2371104, -12347, 134, 1], 1]], 'hecke_orbit_code': 58546795222925819, 'p': 17}
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id: 981757
{'charpoly_factorization': [[[-82857140373570368, 367439049914784, 105770900811324, -1054440136595, -29970526182, 337338768, 2803100, -34167, -72, 1], 1]], 'hecke_orbit_code': 58546795222925819, 'p': 19}
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id: 981758
{'charpoly_factorization': [[[91021842154172488, 3506483897695012, -72848089732600, -4552936279905, -39497676314, 496932125, 5739854, -27688, -226, 1], 1]], 'hecke_orbit_code': 58546795222925819, 'p': 23}
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id: 981759
{'charpoly_factorization': [[[-1233333750170702083, 32471490978103198, 1686899277043514, -2876120376319, -617408241029, -7590258733, -30059665, 37896, 547, 1], 1]], 'hecke_orbit_code': 58546795222925819, 'p': 29}
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id: 981760
{'charpoly_factorization': [[[-6800211208225889, -497147306350046, 390886771933476, -23553532134873, 562849972537, -6230419593, 27327747, 25020, -521, 1], 1]], 'hecke_orbit_code': 58546795222925819, 'p': 31}
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id: 981761
{'charpoly_factorization': [[[-523249738447753304, 216864180071471972, -11004520002888468, 56665988713209, 1582473131294, -3087621879, -65233106, -53270, 584, 1], 1]], 'hecke_orbit_code': 58546795222925819, 'p': 37}
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id: 981762
{'charpoly_factorization': [[[-525801010004651029048, 14163416700845417816, -75637532851111854, -696844502017313, 5240819057422, 14790605846, -95570264, -201179, 482, 1], 1]], 'hecke_orbit_code': 58546795222925819, 'p': 41}
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id: 981763
{'charpoly_factorization': [[[-144581585598604594552, 6489407375198731284, -25356587442085984, -1163915665713787, -1120902746110, 30986384611, 30160852, -300829, -158, 1], 1]], 'hecke_orbit_code': 58546795222925819, 'p': 43}
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id: 981764
{'charpoly_factorization': [[[2685406802897901822272, 121494463072051090464, 1653308319959992564, 6163565807306075, -26973639846482, -215907195686, -329241626, 437137, 1500, 1], 1]], 'hecke_orbit_code': 58546795222925819, 'p': 47}
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id: 981765
{'charpoly_factorization': [[[2699895512270319218969, -23556239400692141050, -286897871997436175, 2626203981309623, 5981019637471, -81331680344, 98028330, 498953, -1399, 1], 1]], 'hecke_orbit_code': 58546795222925819, 'p': 53}
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id: 981766
{'charpoly_factorization': [[[-649906816922729199451072, -2791906130506704329664, 13459806003285899712, 88277673756020000, 54242751502324, -477918229264, -924119939, 131640, 1541, 1], 1]], 'hecke_orbit_code': 58546795222925819, 'p': 59}
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id: 981767
{'charpoly_factorization': [[[-183771420253651927444504, 4636803640655621702008, -34032261464870392862, 49465552302053229, 286781940615612, -1109000586310, 1052489992, 857085, -2092, 1], 1]], 'hecke_orbit_code': 58546795222925819, 'p': 61}
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id: 981768
{'charpoly_factorization': [[[38992834038573729567464, 1482652795365042292232, -14090549316074627498, -59615038324210979, 167239763827118, 536609684994, -411500146, -1362649, 252, 1], 1]], 'hecke_orbit_code': 58546795222925819, 'p': 67}
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id: 981769
{'charpoly_factorization': [[[4844186856396547846364984, -21704759137173927875048, -79902942723568835298, 283951795508149859, 550298181948450, -977661253881, -1881161906, 661454, 2352, 1], 1]], 'hecke_orbit_code': 58546795222925819, 'p': 71}
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id: 981770
{'charpoly_factorization': [[[1589168673970939437585677, -5218804598790892915936, -65581233206275233408, 21435329675348567, 597566004032407, 406132824627, -1415123135, -1379596, 903, 1], 1]], 'hecke_orbit_code': 58546795222925819, 'p': 73}
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id: 981771
{'charpoly_factorization': [[[-63226790930069744363125489, 147001282111113094260986, 416766922747010092691, -1109886803437822913, -804511131260535, 2835376848452, 345204210, -2843475, 115, 1], 1]], 'hecke_orbit_code': 58546795222925819, 'p': 79}
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id: 981772
{'charpoly_factorization': [[[-175187435796631864892651, -2910819762039269731738, -6617678783767366546, 65270421875158025, 232890871559219, -232243884137, -1534175217, -1014916, 1207, 1], 1]], 'hecke_orbit_code': 58546795222925819, 'p': 83}
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id: 981773
{'charpoly_factorization': [[[326492064623416244103032, -14689102798478006760376, -84491801315720159690, 196342700163841547, 894233795889226, -567283895636, -2614262832, -16957, 2336, 1], 1]], 'hecke_orbit_code': 58546795222925819, 'p': 89}
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id: 981774
{'charpoly_factorization': [[[-256181470607851468531369, -190195572296122871296, 31813864167407435302, 183721263224887493, 149467750152042, -931324265529, -1644820050, 428083, 2155, 1], 1]], 'hecke_orbit_code': 58546795222925819, 'p': 97}
-
mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 14, 'label': '507.4.a.n', 'level': 507, 'portrait': 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', 'weight': 4}
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mf_hecke_traces • Show schema
Hide schema
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id: 228828000
{'hecke_orbit_code': 58546795222925819, 'n': 1, 'trace_an': 9}
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id: 228828001
{'hecke_orbit_code': 58546795222925819, 'n': 2, 'trace_an': -8}
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id: 228828002
{'hecke_orbit_code': 58546795222925819, 'n': 3, 'trace_an': -27}
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id: 228828003
{'hecke_orbit_code': 58546795222925819, 'n': 4, 'trace_an': 32}
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id: 228828004
{'hecke_orbit_code': 58546795222925819, 'n': 5, 'trace_an': -41}
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id: 228828005
{'hecke_orbit_code': 58546795222925819, 'n': 6, 'trace_an': 24}
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id: 228828006
{'hecke_orbit_code': 58546795222925819, 'n': 7, 'trace_an': -1}
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id: 228828007
{'hecke_orbit_code': 58546795222925819, 'n': 8, 'trace_an': -111}
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id: 228828008
{'hecke_orbit_code': 58546795222925819, 'n': 9, 'trace_an': 81}
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id: 228828009
{'hecke_orbit_code': 58546795222925819, 'n': 10, 'trace_an': 198}
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id: 228828010
{'hecke_orbit_code': 58546795222925819, 'n': 11, 'trace_an': -37}
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id: 228828011
{'hecke_orbit_code': 58546795222925819, 'n': 12, 'trace_an': -96}
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id: 228828012
{'hecke_orbit_code': 58546795222925819, 'n': 13, 'trace_an': 0}
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id: 228828013
{'hecke_orbit_code': 58546795222925819, 'n': 14, 'trace_an': 98}
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id: 228828014
{'hecke_orbit_code': 58546795222925819, 'n': 15, 'trace_an': 123}
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id: 228828015
{'hecke_orbit_code': 58546795222925819, 'n': 16, 'trace_an': 32}
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id: 228828016
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