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{'Nk2': 16900, 'analytic_conductor': 87.04105631169456, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[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': [169, 1, [2], [1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 5, 'field_disc': 10515371753027290161, 'field_disc_factorization': [[3, 1], [47, 1], [719, 1], [1910087, 1], [54302957, 1]], 'field_poly': [-59580, 396957, -4164, -1438, 0, 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, [1249344, 383520, -8508, -1348, 15, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503599795142825, 'hecke_ring_generator_nbound': 3, 'hecke_ring_index': 12, 'hecke_ring_index_factorization': [[2, 2], [3, 1]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], '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': '169.10.a.b', 'level': 169, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [13], 'level_radical': 13, 'minimal_twist': '13.10.a.b', 'prim_orbit_index': 1, 'qexp_display': 'q+(-3-\\beta _{1})q^{2}+(2^{5}+2\\beta _{1}-\\beta _{2})q^{3}+\\cdots', 'related_objects': [], 'relative_dim': 5, 'rm_discs': [], 'sato_tate_group': '9.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '169.10.a', 'trace_display': [-15, 161, -1803, -10099], 'trace_hash': 1897224985774403347, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': 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mf_hecke_nf • Show schema
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-
mf_newspaces • Show schema
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{'ALdims': [54, 57], 'Nk2': 16900, 'analytic_conductor': 87.04105631169456, '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': [169, 1, [2], [1]], 'conrey_index': 1, 'cusp_dim': 129, 'dim': 111, 'eis_dim': 14, 'eis_new_dim': 11, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 167772329, 'hecke_orbit_dims': [4, 5, 9, 9, 10, 20, 27, 27], 'label': '169.10.a', 'level': 169, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [13], 'level_radical': 13, 'mf_dim': 143, 'mf_new_dim': 122, 'num_forms': 8, 'plus_dim': 54, 'prim_orbit_index': 1, 'relative_dim': 111, 'sturm_bound': 151, 'trace_bound': 2, 'trace_display': [18, 2, -2274, 1142], 'traces': [111, 18, 2, 27394, -2274, -1164, 1142, 22392, 677481, -10950, -81606, -15906, 0, 208526, -189280, 6609170, 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mf_twists_nf • Show schema
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id: 142103
{'conductor': 13, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 5, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '169.10.a.b', 'source_level': 169, 'target_char_orbit': 1, 'target_dim': 5, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '13.10.a.b', 'target_level': 13, 'twist_class_label': '13.10.a.b', 'twist_class_level': 13, 'twisting_char_label': '13.b', 'twisting_char_orbit': 2, 'weight': 10}
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id: 142104
{'conductor': 39, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 5, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '169.10.a.b', 'source_level': 169, 'target_char_orbit': 1, 'target_dim': 5, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '117.10.a.e', 'target_level': 117, 'twist_class_label': '13.10.a.b', 'twist_class_level': 13, 'twisting_char_label': '39.d', 'twisting_char_orbit': 4, 'weight': 10}
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id: 142105
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 5, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '169.10.a.b', 'source_level': 169, 'target_char_orbit': 1, 'target_dim': 5, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '169.10.a.b', 'target_level': 169, 'twist_class_label': '13.10.a.b', 'twist_class_level': 13, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 10}
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id: 142106
{'conductor': 52, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 5, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '169.10.a.b', 'source_level': 169, 'target_char_orbit': 1, 'target_dim': 5, 'target_hecke_orbit': 8, 'target_is_minimal': False, 'target_label': '208.10.a.h', 'target_level': 208, 'twist_class_label': '13.10.a.b', 'twist_class_level': 13, 'twisting_char_label': '52.b', 'twisting_char_orbit': 2, 'weight': 10}
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id: 142107
{'conductor': 65, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 5, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '169.10.a.b', 'source_level': 169, 'target_char_orbit': 1, 'target_dim': 5, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '325.10.a.b', 'target_level': 325, 'twist_class_label': '13.10.a.b', 'twist_class_level': 13, 'twisting_char_label': '65.d', 'twisting_char_orbit': 4, 'weight': 10}
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mf_hecke_charpolys • Show schema
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id: 437550
{'charpoly_factorization': [[[1249344, 383520, -8508, -1348, 15, 1], 1]], 'hecke_orbit_code': 4503599795142825, 'p': 2}
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id: 437551
{'charpoly_factorization': [[[-62057286864, 1090724832, 7746921, -66777, -161, 1], 1]], 'hecke_orbit_code': 4503599795142825, 'p': 3}
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id: 437552
{'charpoly_factorization': [[[-512670311383500, 5098977459000, -3475347315, -4092589, 1803, 1], 1]], 'hecke_orbit_code': 4503599795142825, 'p': 5}
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id: 437553
{'charpoly_factorization': [[[5684631812366849888, -556625160811972, -772947069643, -62513861, 10099, 1], 1]], 'hecke_orbit_code': 4503599795142825, 'p': 7}
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id: 437554
{'charpoly_factorization': [[[19450453762899214039296, -2162481301083825888, -100685267329800, 2479670132, 121746, 1], 1]], 'hecke_orbit_code': 4503599795142825, 'p': 11}
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id: 437555
{'charpoly_factorization': [[[0, 1], 5]], 'hecke_orbit_code': 4503599795142825, 'p': 13}
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id: 437556
{'charpoly_factorization': [[[-399153090461429727080315892, 17126546902780079776656, -98882562477434877, -289191316885, 495669, 1], 1]], 'hecke_orbit_code': 4503599795142825, 'p': 17}
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id: 437557
{'charpoly_factorization': [[[2943821455732214929563897600, 43590663172787565531168, 132037771414811912, -260984517612, -840738, 1], 1]], 'hecke_orbit_code': 4503599795142825, 'p': 19}
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id: 437558
{'charpoly_factorization': [[[-428621968496899390019183050752, -2574986399360436795752448, -5203750196460916224, -3493027002432, 592152, 1], 1]], 'hecke_orbit_code': 4503599795142825, 'p': 23}
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id: 437559
{'charpoly_factorization': [[[-44459311911325939063349211345120, -5368198298306611736512176, 72928748649832496976, 16260933487592, -10678182, 1], 1]], 'hecke_orbit_code': 4503599795142825, 'p': 29}
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id: 437560
{'charpoly_factorization': [[[-48102238044029854183074610622464, -302260787091748018727890688, -105055140872487792640, 32338285004512, 12885296, 1], 1]], 'hecke_orbit_code': 4503599795142825, 'p': 31}
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id: 437561
{'charpoly_factorization': [[[51510793797841272350692715200003748, 6766082189398987208105351416, -2641277396215514731471, -294915826692917, 7171823, 1], 1]], 'hecke_orbit_code': 4503599795142825, 'p': 37}
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id: 437562
{'charpoly_factorization': [[[-494782986122239059884653191807270912, 138693246906168815606880689664, -3176296057078183644768, -1064915461247484, 9294012, 1], 1]], 'hecke_orbit_code': 4503599795142825, 'p': 41}
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id: 437563
{'charpoly_factorization': [[[16185929811522090497298671067442009008, 1401924732869580555364611427320, -1063158495960812067089, -2190268153760577, -12831975, 1], 1]], 'hecke_orbit_code': 4503599795142825, 'p': 43}
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id: 437564
{'charpoly_factorization': [[[10856493902269268859639670525864260864, 1107959277012333917870538355356, -118384348682900685487527, -3068542687682205, 43354215, 1], 1]], 'hecke_orbit_code': 4503599795142825, 'p': 47}
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id: 437565
{'charpoly_factorization': [[[-36723519617807505912655816002716762112, 1204843160261172809898664644096, 129076946266905410876064, -2145547062601020, -93231780, 1], 1]], 'hecke_orbit_code': 4503599795142825, 'p': 53}
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id: 437566
{'charpoly_factorization': [[[4372455985727469565995467194585904697600, -310469412650158482140152192248864, -5930341249581317084193432, -10091472046384188, 246496182, 1], 1]], 'hecke_orbit_code': 4503599795142825, 'p': 59}
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id: 437567
{'charpoly_factorization': [[[578110697319573188159158003609953783808, -8951528105021696916307122275072, -1049889574460517545593856, -6538173996828668, 132232612, 1], 1]], 'hecke_orbit_code': 4503599795142825, 'p': 61}
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id: 437568
{'charpoly_factorization': [[[8568994877041624094412008079312263608064, -273369432837307438768980109950752, 1402869766077392493965528, 31699487729867620, -369388534, 1], 1]], 'hecke_orbit_code': 4503599795142825, 'p': 67}
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id: 437569
{'charpoly_factorization': [[[41821928126676484730584325399818860813792, 1522066704005485905711115864136076, -4880249511470949355321833, -103163802673700829, 212150457, 1], 1]], 'hecke_orbit_code': 4503599795142825, 'p': 71}
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id: 437570
{'charpoly_factorization': [[[-1670294301045437304637381500483582889726816, 7409006510820583446681290412435536, 44119689947951932040208272, -180925206782132312, -252729806, 1], 1]], 'hecke_orbit_code': 4503599795142825, 'p': 73}
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id: 437571
{'charpoly_factorization': [[[-410024861234306597370828654020014035107840, 2253193366828739192300052181815296, 86820229442392262196871168, 535977005216281984, 1247271728, 1], 1]], 'hecke_orbit_code': 4503599795142825, 'p': 79}
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id: 437572
{'charpoly_factorization': [[[526809733080455133331026189945941188122624, 18546842306111067162747956572418304, 216125993836531517484173568, 965304229131652832, 1696894296, 1], 1]], 'hecke_orbit_code': 4503599795142825, 'p': 83}
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id: 437573
{'charpoly_factorization': [[[1903086219907992929581753200277786862796960, 61162600944059411370271828202285904, 170822820065517807458198544, -360717372948090904, -753854382, 1], 1]], 'hecke_orbit_code': 4503599795142825, 'p': 89}
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id: 437574
{'charpoly_factorization': [[[142814432358561470129404623607552203752395232, 1438608683131201717747160784795813904, -153757537448202660807707632, -2441997563116303880, 3824606, 1], 1]], 'hecke_orbit_code': 4503599795142825, 'p': 97}
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 2, 'label': '169.10.a.b', 'level': 169, 'portrait': 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', 'weight': 10}
-
mf_hecke_traces • Show schema
Hide schema
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id: 19724940
{'hecke_orbit_code': 4503599795142825, 'n': 1, 'trace_an': 5}
-
id: 19724941
{'hecke_orbit_code': 4503599795142825, 'n': 2, 'trace_an': -15}
-
id: 19724942
{'hecke_orbit_code': 4503599795142825, 'n': 3, 'trace_an': 161}
-
id: 19724943
{'hecke_orbit_code': 4503599795142825, 'n': 4, 'trace_an': 361}
-
id: 19724944
{'hecke_orbit_code': 4503599795142825, 'n': 5, 'trace_an': -1803}
-
id: 19724945
{'hecke_orbit_code': 4503599795142825, 'n': 6, 'trace_an': -5693}
-
id: 19724946
{'hecke_orbit_code': 4503599795142825, 'n': 7, 'trace_an': -10099}
-
id: 19724947
{'hecke_orbit_code': 4503599795142825, 'n': 8, 'trace_an': -23151}
-
id: 19724948
{'hecke_orbit_code': 4503599795142825, 'n': 9, 'trace_an': 61060}
-
id: 19724949
{'hecke_orbit_code': 4503599795142825, 'n': 10, 'trace_an': 84505}
-
id: 19724950
{'hecke_orbit_code': 4503599795142825, 'n': 11, 'trace_an': -121746}
-
id: 19724951
{'hecke_orbit_code': 4503599795142825, 'n': 12, 'trace_an': 113389}
-
id: 19724952
{'hecke_orbit_code': 4503599795142825, 'n': 13, 'trace_an': 0}
-
id: 19724953
{'hecke_orbit_code': 4503599795142825, 'n': 14, 'trace_an': 8475}
-
id: 19724954
{'hecke_orbit_code': 4503599795142825, 'n': 15, 'trace_an': -105973}
-
id: 19724955
{'hecke_orbit_code': 4503599795142825, 'n': 16, 'trace_an': -322463}
-
id: 19724956
{'hecke_orbit_code': 4503599795142825, 'n': 17, 'trace_an': -495669}
-
id: 19724957
{'hecke_orbit_code': 4503599795142825, 'n': 18, 'trace_an': 656228}
-
id: 19724958
{'hecke_orbit_code': 4503599795142825, 'n': 19, 'trace_an': 840738}
-
id: 19724959
{'hecke_orbit_code': 4503599795142825, 'n': 20, 'trace_an': 1595607}
-
id: 19724960
{'hecke_orbit_code': 4503599795142825, 'n': 21, 'trace_an': 1599467}
-
id: 19724961
{'hecke_orbit_code': 4503599795142825, 'n': 22, 'trace_an': -2023594}
-
id: 19724962
{'hecke_orbit_code': 4503599795142825, 'n': 23, 'trace_an': -592152}
-
id: 19724963
{'hecke_orbit_code': 4503599795142825, 'n': 24, 'trace_an': 2295657}
-
id: 19724964
{'hecke_orbit_code': 4503599795142825, 'n': 25, 'trace_an': 1670362}
-
id: 19724965
{'hecke_orbit_code': 4503599795142825, 'n': 26, 'trace_an': 0}
-
id: 19724966
{'hecke_orbit_code': 4503599795142825, 'n': 27, 'trace_an': 6847883}
-
id: 19724967
{'hecke_orbit_code': 4503599795142825, 'n': 28, 'trace_an': -2587955}
-
id: 19724968
{'hecke_orbit_code': 4503599795142825, 'n': 29, 'trace_an': 10678182}
-
id: 19724969
{'hecke_orbit_code': 4503599795142825, 'n': 30, 'trace_an': 5491201}
-
id: 19724970
{'hecke_orbit_code': 4503599795142825, 'n': 31, 'trace_an': -12885296}
-
id: 19724971
{'hecke_orbit_code': 4503599795142825, 'n': 32, 'trace_an': -3282927}
-
id: 19724972
{'hecke_orbit_code': 4503599795142825, 'n': 33, 'trace_an': -17278298}
-
id: 19724973
{'hecke_orbit_code': 4503599795142825, 'n': 34, 'trace_an': 9934079}
-
id: 19724974
{'hecke_orbit_code': 4503599795142825, 'n': 35, 'trace_an': 8380731}
-
id: 19724975
{'hecke_orbit_code': 4503599795142825, 'n': 36, 'trace_an': -20483302}
-
id: 19724976
{'hecke_orbit_code': 4503599795142825, 'n': 37, 'trace_an': -7171823}
-
id: 19724977
{'hecke_orbit_code': 4503599795142825, 'n': 38, 'trace_an': -25568814}
-
id: 19724978
{'hecke_orbit_code': 4503599795142825, 'n': 39, 'trace_an': 0}
-
id: 19724979
{'hecke_orbit_code': 4503599795142825, 'n': 40, 'trace_an': -54359445}
-
id: 19724980
{'hecke_orbit_code': 4503599795142825, 'n': 41, 'trace_an': -9294012}
-
id: 19724981
{'hecke_orbit_code': 4503599795142825, 'n': 42, 'trace_an': -69520457}
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