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{'Nk2': 29700, 'analytic_conductor': 132.31665134570903, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, 1], [5, -1], [11, -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': [825, 1, [551, 727, 376], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 7, 'field_disc': 40346548526499450613521, 'field_disc_factorization': [[3, 1], [11, 1], [13, 2], [29, 1], [31, 1], [827, 1], [9730620672601, 1]], 'field_poly': [92576, -51316, -13444, 5771, 358, -152, -2, 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, [125184, -9288, -27140, 2894, 1053, -119, -9, 1]]], 'hecke_orbit': 15, 'hecke_orbit_code': 63050394883851065, 'hecke_ring_generator_nbound': 13, 'hecke_ring_index': 20, 'hecke_ring_index_factorization': [[2, 2], [5, 1]], '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': '825.6.a.o', 'level': 825, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 5, 11], 'level_radical': 165, 'minimal_twist': '825.6.a.m', 'prim_orbit_index': 1, 'qexp_display': 'q+(1+\\beta _{1})q^{2}-9q^{3}+(13+\\beta _{1}+\\beta _{2}+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 7, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '825.6.a', 'trace_display': [9, -63, 0, 65], 'trace_hash': 2262276143921626337, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 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mf_hecke_nf • Show schema
Hide schema
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-
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{'AL_dims': [[[[3, -1], [5, -1], [11, -1]], 23, 2], [[[3, 1], [5, -1], [11, -1]], 20, 2], [[[3, 1], [5, -1], [11, 1]], 22, 2], [[[3, -1], [5, 1], [11, -1]], 16, 5], [[[3, 1], [5, 1], [11, 1]], 18, 4], [[[3, -1], [5, -1], [11, 1]], 21, 2], [[[3, -1], [5, 1], [11, 1]], 19, 4], [[[3, 1], [5, 1], [11, -1]], 21, 4]], 'ALdims': [18, 21, 22, 20, 19, 16, 21, 23], 'Nk2': 29700, 'analytic_conductor': 132.31665134570903, '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': [825, 1, [551, 727, 376], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 588, 'dim': 160, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 100664121, 'hecke_orbit_dims': [1, 1, 2, 2, 2, 3, 3, 3, 3, 3, 5, 5, 7, 7, 7, 8, 8, 9, 9, 10, 10, 13, 13, 13, 13], 'label': '825.6.a', 'level': 825, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 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mf_twists_nf • Show schema
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id: 521830
{'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 7, 'source_hecke_orbit': 15, 'source_is_minimal': True, 'source_label': '825.6.a.o', 'source_level': 825, 'target_char_orbit': 1, 'target_dim': 7, 'target_hecke_orbit': 13, 'target_is_minimal': True, 'target_label': '825.6.a.m', 'target_level': 825, 'twist_class_label': '825.6.a.m', 'twist_class_level': 825, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 6}
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id: 521831
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 7, 'source_hecke_orbit': 15, 'source_is_minimal': True, 'source_label': '825.6.a.o', 'source_level': 825, 'target_char_orbit': 1, 'target_dim': 7, 'target_hecke_orbit': 15, 'target_is_minimal': True, 'target_label': '825.6.a.o', 'target_level': 825, 'twist_class_label': '825.6.a.m', 'twist_class_level': 825, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 6}
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mf_hecke_charpolys • Show schema
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id: 1378450
{'charpoly_factorization': [[[125184, -9288, -27140, 2894, 1053, -119, -9, 1], 1]], 'hecke_orbit_code': 63050394883851065, 'p': 2}
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id: 1378451
{'charpoly_factorization': [[[9, 1], 7]], 'hecke_orbit_code': 63050394883851065, 'p': 3}
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id: 1378452
{'charpoly_factorization': [[[0, 1], 7]], 'hecke_orbit_code': 63050394883851065, 'p': 5}
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id: 1378453
{'charpoly_factorization': [[[-207675630158484, -8121375863752, 8019981055, 1539872217, 1418710, -75282, -65, 1], 1]], 'hecke_orbit_code': 63050394883851065, 'p': 7}
-
id: 1378454
{'charpoly_factorization': [[[-121, 1], 7]], 'hecke_orbit_code': 63050394883851065, 'p': 11}
-
id: 1378455
{'charpoly_factorization': [[[-300823821337255936, 1272317539823360, 41469704246640, 124748168248, -190703073, -789465, 113, 1], 1]], 'hecke_orbit_code': 63050394883851065, 'p': 13}
-
id: 1378456
{'charpoly_factorization': [[[-117055621567036557504, 589418891737301736, -458229446923662, -2225825978039, 4906132852, -2657554, -1030, 1], 1]], 'hecke_orbit_code': 63050394883851065, 'p': 17}
-
id: 1378457
{'charpoly_factorization': [[[2973238486405367625, 13243831132111875, -2600447085674935, -8153108859781, -6179772269, 2229377, 3803, 1], 1]], 'hecke_orbit_code': 63050394883851065, 'p': 19}
-
id: 1378458
{'charpoly_factorization': [[[-562315675762564553360454, -590833631066194320717, 158065359269335954, 253559537389907, -6900393162, -30047367, -514, 1], 1]], 'hecke_orbit_code': 63050394883851065, 'p': 23}
-
id: 1378459
{'charpoly_factorization': [[[-44960948033050991599200, 114279334777034468400, 382454748772680528, 73044417612472, -149508832150, -41529397, 2698, 1], 1]], 'hecke_orbit_code': 63050394883851065, 'p': 29}
-
id: 1378460
{'charpoly_factorization': [[[1763168473733649823998576, -299590220411278910640, -1741127067656771976, -637394704072848, 102694957343, 94173527, 17233, 1], 1]], 'hecke_orbit_code': 63050394883851065, 'p': 31}
-
id: 1378461
{'charpoly_factorization': [[[-503640642263812501070155544, 201933320836818622665372, 3667394473302914614, -10938132763091671, 1143006044168, 108386514, -23182, 1], 1]], 'hecke_orbit_code': 63050394883851065, 'p': 37}
-
id: 1378462
{'charpoly_factorization': [[[-11314272165758397703446552, 46853217037420257434076, 53498070453690322806, -4645087693846143, -6238972951964, -357854078, 16158, 1], 1]], 'hecke_orbit_code': 63050394883851065, 'p': 41}
-
id: 1378463
{'charpoly_factorization': [[[150305688278323164249696000, 380015176023373918368000, 301284599802838637600, 71146669347039488, -2581039879737, -580213377, 4249, 1], 1]], 'hecke_orbit_code': 63050394883851065, 'p': 43}
-
id: 1378464
{'charpoly_factorization': [[[2096539313683312184478697728, -204941012313302077550064, -204461910050163665832, 24866383872992089, 2707313946700, -344016226, -7580, 1], 1]], 'hecke_orbit_code': 63050394883851065, 'p': 47}
-
id: 1378465
{'charpoly_factorization': [[[279776431403828175053088817152, -16932996160724474578083840, -13223613829560761205760, 672244823542914688, 39998474406560, -1942639096, -20574, 1], 1]], 'hecke_orbit_code': 63050394883851065, 'p': 53}
-
id: 1378466
{'charpoly_factorization': [[[-47027265348345094203331972800, -40001846659135256884236180, 3152438064599902647176, 1360149962530437273, 11193623509620, -2903811934, 364, 1], 1]], 'hecke_orbit_code': 63050394883851065, 'p': 59}
-
id: 1378467
{'charpoly_factorization': [[[24978602187946958669465268224, 44294973491484977760382976, 10948503761634416725824, 430693346843564512, -39730085542284, -1507212540, 28127, 1], 1]], 'hecke_orbit_code': 63050394883851065, 'p': 61}
-
id: 1378468
{'charpoly_factorization': [[[-12837013894342488119911435759616, -2939757710921386339475339264, 43441583850036365852864, 6884042397363993824, -52541434881220, -4917743260, 21493, 1], 1]], 'hecke_orbit_code': 63050394883851065, 'p': 67}
-
id: 1378469
{'charpoly_factorization': [[[-277189831658871530002108346820, 356090291562856700154758883, -3519608400063747674180, -4604710496623641245, 57992508956428, 9231575801, 177084, 1], 1]], 'hecke_orbit_code': 63050394883851065, 'p': 71}
-
id: 1378470
{'charpoly_factorization': [[[-22598301142203847212400407666688, 7520368992766607452902465536, -503388759650256782527104, 427751668451839744, 446849378244312, -4723391556, -78670, 1], 1]], 'hecke_orbit_code': 63050394883851065, 'p': 73}
-
id: 1378471
{'charpoly_factorization': [[[77484240315149218303144379328000, 6104051147246557469794301040, -142735168393948843656128, -16118088172278146591, -92991455821160, 9559743406, 187432, 1], 1]], 'hecke_orbit_code': 63050394883851065, 'p': 79}
-
id: 1378472
{'charpoly_factorization': [[[36825756467301634673349576129550752, -1129128609514184343420288959664, -2986533026349049245527760, 308164102306727760744, -523911346083238, -29617961235, 44592, 1], 1]], 'hecke_orbit_code': 63050394883851065, 'p': 83}
-
id: 1378473
{'charpoly_factorization': [[[-42248146306920982707847907328000, -10462685696158408410320156160, -926129555238499582248416, -34733521157815487840, -452031458090718, 4048380573, 151168, 1], 1]], 'hecke_orbit_code': 63050394883851065, 'p': 89}
-
id: 1378474
{'charpoly_factorization': [[[15837547105136611712842721348444623, -616060821219212501306193774549, -2660098605128727029874761, 256771604392401598811, -380525714422699, -32339391111, 55589, 1], 1]], 'hecke_orbit_code': 63050394883851065, 'p': 97}
-
mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 15, 'label': '825.6.a.o', 'level': 825, 'portrait': 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', 'weight': 6}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 233310000
{'hecke_orbit_code': 63050394883851065, 'n': 1, 'trace_an': 7}
-
id: 233310001
{'hecke_orbit_code': 63050394883851065, 'n': 2, 'trace_an': 9}
-
id: 233310002
{'hecke_orbit_code': 63050394883851065, 'n': 3, 'trace_an': -63}
-
id: 233310003
{'hecke_orbit_code': 63050394883851065, 'n': 4, 'trace_an': 95}
-
id: 233310004
{'hecke_orbit_code': 63050394883851065, 'n': 5, 'trace_an': 0}
-
id: 233310005
{'hecke_orbit_code': 63050394883851065, 'n': 6, 'trace_an': -81}
-
id: 233310006
{'hecke_orbit_code': 63050394883851065, 'n': 7, 'trace_an': 65}
-
id: 233310007
{'hecke_orbit_code': 63050394883851065, 'n': 8, 'trace_an': 207}
-
id: 233310008
{'hecke_orbit_code': 63050394883851065, 'n': 9, 'trace_an': 567}
-
id: 233310009
{'hecke_orbit_code': 63050394883851065, 'n': 10, 'trace_an': 0}
-
id: 233310010
{'hecke_orbit_code': 63050394883851065, 'n': 11, 'trace_an': 847}
-
id: 233310011
{'hecke_orbit_code': 63050394883851065, 'n': 12, 'trace_an': -855}
-
id: 233310012
{'hecke_orbit_code': 63050394883851065, 'n': 13, 'trace_an': -113}
-
id: 233310013
{'hecke_orbit_code': 63050394883851065, 'n': 14, 'trace_an': -1212}
-
id: 233310014
{'hecke_orbit_code': 63050394883851065, 'n': 15, 'trace_an': 0}
-
id: 233310015
{'hecke_orbit_code': 63050394883851065, 'n': 16, 'trace_an': 499}
-
id: 233310016
{'hecke_orbit_code': 63050394883851065, 'n': 17, 'trace_an': 1030}
-
id: 233310017
{'hecke_orbit_code': 63050394883851065, 'n': 18, 'trace_an': 729}
-
id: 233310018
{'hecke_orbit_code': 63050394883851065, 'n': 19, 'trace_an': -3803}
-
id: 233310019
{'hecke_orbit_code': 63050394883851065, 'n': 20, 'trace_an': 0}
-
id: 233310020
{'hecke_orbit_code': 63050394883851065, 'n': 21, 'trace_an': -585}
-
id: 233310021
{'hecke_orbit_code': 63050394883851065, 'n': 22, 'trace_an': 1089}
-
id: 233310022
{'hecke_orbit_code': 63050394883851065, 'n': 23, 'trace_an': 514}
-
id: 233310023
{'hecke_orbit_code': 63050394883851065, 'n': 24, 'trace_an': -1863}
-
id: 233310024
{'hecke_orbit_code': 63050394883851065, 'n': 25, 'trace_an': 0}
-
id: 233310025
{'hecke_orbit_code': 63050394883851065, 'n': 26, 'trace_an': -12111}
-
id: 233310026
{'hecke_orbit_code': 63050394883851065, 'n': 27, 'trace_an': -5103}
-
id: 233310027
{'hecke_orbit_code': 63050394883851065, 'n': 28, 'trace_an': -342}
-
id: 233310028
{'hecke_orbit_code': 63050394883851065, 'n': 29, 'trace_an': -2698}
-
id: 233310029
{'hecke_orbit_code': 63050394883851065, 'n': 30, 'trace_an': 0}
-
id: 233310030
{'hecke_orbit_code': 63050394883851065, 'n': 31, 'trace_an': -17233}
-
id: 233310031
{'hecke_orbit_code': 63050394883851065, 'n': 32, 'trace_an': 9943}
-
id: 233310032
{'hecke_orbit_code': 63050394883851065, 'n': 33, 'trace_an': -7623}
-
id: 233310033
{'hecke_orbit_code': 63050394883851065, 'n': 34, 'trace_an': 4090}
-
id: 233310034
{'hecke_orbit_code': 63050394883851065, 'n': 35, 'trace_an': 0}
-
id: 233310035
{'hecke_orbit_code': 63050394883851065, 'n': 36, 'trace_an': 7695}
-
id: 233310036
{'hecke_orbit_code': 63050394883851065, 'n': 37, 'trace_an': 23182}
-
id: 233310037
{'hecke_orbit_code': 63050394883851065, 'n': 38, 'trace_an': -11943}
-
id: 233310038
{'hecke_orbit_code': 63050394883851065, 'n': 39, 'trace_an': 1017}
-
id: 233310039
{'hecke_orbit_code': 63050394883851065, 'n': 40, 'trace_an': 0}
-
id: 233310040
{'hecke_orbit_code': 63050394883851065, 'n': 41, 'trace_an': -16158}
-
id: 233310041
{'hecke_orbit_code': 63050394883851065, 'n': 42, 'trace_an': 10908}
-
id: 233310042
{'hecke_orbit_code': 63050394883851065, 'n': 43, 'trace_an': -4249}
-
id: 233310043
{'hecke_orbit_code': 63050394883851065, 'n': 44, 'trace_an': 11495}
-
id: 233310044
{'hecke_orbit_code': 63050394883851065, 'n': 45, 'trace_an': 0}
-
id: 233310045
{'hecke_orbit_code': 63050394883851065, 'n': 46, 'trace_an': -28769}
-
id: 233310046
{'hecke_orbit_code': 63050394883851065, 'n': 47, 'trace_an': 7580}
-
id: 233310047
{'hecke_orbit_code': 63050394883851065, 'n': 48, 'trace_an': -4491}
-
id: 233310048
{'hecke_orbit_code': 63050394883851065, 'n': 49, 'trace_an': 37140}
-
id: 233310049
{'hecke_orbit_code': 63050394883851065, 'n': 50, 'trace_an': 0}
-
id: 233310050
{'hecke_orbit_code': 63050394883851065, 'n': 51, 'trace_an': -9270}
-
id: 233310051
{'hecke_orbit_code': 63050394883851065, 'n': 52, 'trace_an': -23887}
-
id: 233310052
{'hecke_orbit_code': 63050394883851065, 'n': 53, 'trace_an': 20574}
-
id: 233310053
{'hecke_orbit_code': 63050394883851065, 'n': 54, 'trace_an': -6561}
-
id: 233310054
{'hecke_orbit_code': 63050394883851065, 'n': 55, 'trace_an': 0}
-
id: 233310055
{'hecke_orbit_code': 63050394883851065, 'n': 56, 'trace_an': -73276}
-
id: 233310056
{'hecke_orbit_code': 63050394883851065, 'n': 57, 'trace_an': 34227}
-
id: 233310057
{'hecke_orbit_code': 63050394883851065, 'n': 58, 'trace_an': 8733}
-
id: 233310058
{'hecke_orbit_code': 63050394883851065, 'n': 59, 'trace_an': -364}
-
id: 233310059
{'hecke_orbit_code': 63050394883851065, 'n': 60, 'trace_an': 0}
-
id: 233310060
{'hecke_orbit_code': 63050394883851065, 'n': 61, 'trace_an': -28127}
-
id: 233310061
{'hecke_orbit_code': 63050394883851065, 'n': 62, 'trace_an': -71917}
-
id: 233310062
{'hecke_orbit_code': 63050394883851065, 'n': 63, 'trace_an': 5265}
-
id: 233310063
{'hecke_orbit_code': 63050394883851065, 'n': 64, 'trace_an': 43379}
-
id: 233310064
{'hecke_orbit_code': 63050394883851065, 'n': 65, 'trace_an': 0}
-
id: 233310065
{'hecke_orbit_code': 63050394883851065, 'n': 66, 'trace_an': -9801}
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