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{'Nk2': 34848, 'analytic_conductor': 201.2236878866847, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [3, -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': [72, 1, [55, 37, 65], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 3, 'field_disc': 6878154568, 'field_disc_factorization': [[2, 3], [859769321, 1]], 'field_poly': [96223, -4963, -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': [[5, [22232142716343413695000, -988349133810900, -24111774, 1]]], 'hecke_orbit': 6, 'hecke_orbit_code': 22517998505951304, 'hecke_ring_generator_nbound': 11, 'hecke_ring_index': 17836277760, 'hecke_ring_index_factorization': [[2, 21], [3, 5], [5, 1], [7, 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': False, 'label': '72.22.a.f', 'level': 72, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'minimal_twist': '8.22.a.b', 'prim_orbit_index': 1, 'qexp_display': 'q+(8037258-\\beta _{2})q^{5}+(98662760+\\cdots)q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 3, 'rm_discs': [], 'sato_tate_group': '21.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '72.22.a', 'trace_display': [0, 0, 24111774, 295988280], 'trace_hash': 945766090396485985, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.868', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '21.255', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '227.407', 'prec': 24}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.002', 'prec': 17}, 'traces': [3, 0, 0, 0, 24111774, 0, 295988280, 0, 0, 0, 40335108684, 0, 133734425946, 0, 0, 0, -7797732274422, 0, 35788199781996, 0, 0, 0, -193770761479080, 0, 1127564438439501, 0, 0, 0, -5607343422466122, 0, 11246757871503072, 0, 0, 0, -5274251425350096, 0, -24272499791100606, 0, 0, 0, 298159108991869602, 0, -33333932139754860, 0, 0, 0, 120874283547603888, 0, -850403331975639477, 0, 0, 0, 1138443393004854222, 0, 6957552484263571704, 0, 0, 0, -9225624498709937412, 0, -6554902294063924182, 0, 0, 0, 20714581819561144452, 0, -15793054074531629124, 0, 0, 0, 41139582493467997704, 0, -19422167949903851970, 0, 0, 0, -68380237365358617888, 0, -131735321299806049488, 0, 0, 0, -64013993832679681068, 0, 390258202763001297252, 0, 0, 0, -429891446897537246766, 0, -297181701588021496176, 0, 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-
mf_hecke_nf • Show schema
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'hecke_ring_inverse_numerators': [[1, 0, 0], [15482880, -148, 81], [1707761664, 116, -9]], 'hecke_ring_numerators': [[1, 0, 0], [-17171136, 51840, 5184], [-31565568, 668160, 9472]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 3, 'label': '72.22.a.f', 'level': 72, 'maxp': 2999, 'weight': 22}
-
mf_newspaces • Show schema
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{'AL_dims': [[[[2, -1], [3, -1]], 8, 3], [[[2, 1], [3, -1]], 8, 3], [[[2, -1], [3, 1]], 5, 1], [[[2, 1], [3, 1]], 5, 1]], 'ALdims': [5, 8, 5, 8], 'Nk2': 34848, 'analytic_conductor': 201.2236878866847, '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': [72, 1, [55, 37, 65], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 244, 'dim': 26, 'eis_dim': 16, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 369098824, 'hecke_orbit_dims': [2, 2, 3, 3, 3, 3, 5, 5], 'label': '72.22.a', 'level': 72, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'mf_dim': 260, 'mf_new_dim': 26, 'num_forms': 8, 'plus_dim': 13, 'prim_orbit_index': 1, 'relative_dim': 26, 'sturm_bound': 264, 'trace_bound': 5, 'trace_display': [0, 0, -2472384, -740760072], 'traces': [26, 0, 0, 0, -2472384, 0, 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mf_twists_nf • Show schema
Hide schema
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id: 62941
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '72.22.a.f', 'source_level': 72, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '8.22.a.b', 'target_level': 8, 'twist_class_label': '8.22.a.b', 'twist_class_level': 8, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 22}
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id: 62942
{'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '72.22.a.f', 'source_level': 72, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '16.22.a.f', 'target_level': 16, 'twist_class_label': '8.22.a.b', 'twist_class_level': 8, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 22}
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id: 62943
{'conductor': 24, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '72.22.a.f', 'source_level': 72, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 12, 'target_is_minimal': False, 'target_label': '64.22.a.l', 'target_level': 64, 'twist_class_label': '8.22.a.b', 'twist_class_level': 8, 'twisting_char_label': '24.h', 'twisting_char_orbit': 8, 'weight': 22}
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id: 62944
{'conductor': 24, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '72.22.a.f', 'source_level': 72, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 13, 'target_is_minimal': False, 'target_label': '64.22.a.m', 'target_level': 64, 'twist_class_label': '8.22.a.b', 'twist_class_level': 8, 'twisting_char_label': '24.f', 'twisting_char_orbit': 6, 'weight': 22}
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id: 62945
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '72.22.a.f', 'source_level': 72, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '72.22.a.f', 'target_level': 72, 'twist_class_label': '8.22.a.b', 'twist_class_level': 8, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 22}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 228900
{'charpoly_factorization': [[[0, 1], 3]], 'hecke_orbit_code': 22517998505951304, 'p': 2}
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id: 228901
{'charpoly_factorization': [[[0, 1], 3]], 'hecke_orbit_code': 22517998505951304, 'p': 3}
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id: 228902
{'charpoly_factorization': [[[22232142716343413695000, -988349133810900, -24111774, 1], 1]], 'hecke_orbit_code': 22517998505951304, 'p': 5}
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id: 228903
{'charpoly_factorization': [[[35553267238349450938553856, -368812599188427072, -295988280, 1], 1]], 'hecke_orbit_code': 22517998505951304, 'p': 7}
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id: 228904
{'charpoly_factorization': [[[59524752563419325669726498167744, -10441954462928913022416, -40335108684, 1], 1]], 'hecke_orbit_code': 22517998505951304, 'p': 11}
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id: 228905
{'charpoly_factorization': [[[-6472174164833194012324148941520248, -115098792875405225576820, -133734425946, 1], 1]], 'hecke_orbit_code': 22517998505951304, 'p': 13}
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id: 228906
{'charpoly_factorization': [[[-1324949703836841726808989570114822854200, -175713729547804795693822260, 7797732274422, 1], 1]], 'hecke_orbit_code': 22517998505951304, 'p': 17}
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id: 228907
{'charpoly_factorization': [[[-1425738420978845579396279176799065664, 304370510333927276928827184, -35788199781996, 1], 1]], 'hecke_orbit_code': 22517998505951304, 'p': 19}
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id: 228908
{'charpoly_factorization': [[[-13187283552587307446366891509614797597479424, -86213799465445083704509369152, 193770761479080, 1], 1]], 'hecke_orbit_code': 22517998505951304, 'p': 23}
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id: 228909
{'charpoly_factorization': [[[4539413024449715535736469217571334882219174712, 9071478183922886643161316725196, 5607343422466122, 1], 1]], 'hecke_orbit_code': 22517998505951304, 'p': 29}
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id: 228910
{'charpoly_factorization': [[[-23815531358787205788296262423516721428441497600, 34730306601643932286077451791360, -11246757871503072, 1], 1]], 'hecke_orbit_code': 22517998505951304, 'p': 31}
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id: 228911
{'charpoly_factorization': [[[-15491175144651199711548946573428922329512373624216, -830562241962896743358222496702036, 24272499791100606, 1], 1]], 'hecke_orbit_code': 22517998505951304, 'p': 37}
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id: 228912
{'charpoly_factorization': [[[-682682244791993949461002798777716495182684271456024, 25705697452807969271020275554023980, -298159108991869602, 1], 1]], 'hecke_orbit_code': 22517998505951304, 'p': 41}
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id: 228913
{'charpoly_factorization': [[[887175698016699726736323863486739096590140393260608, -29470189182790362000487752607385808, 33333932139754860, 1], 1]], 'hecke_orbit_code': 22517998505951304, 'p': 43}
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id: 228914
{'charpoly_factorization': [[[79030407514911718236255332842532460026835279168958464, -398972777779486261277132360967965952, -120874283547603888, 1], 1]], 'hecke_orbit_code': 22517998505951304, 'p': 47}
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id: 228915
{'charpoly_factorization': [[[284423045491652872720017065853366511462763865514745176, -125978547888349244673772890448241172, -1138443393004854222, 1], 1]], 'hecke_orbit_code': 22517998505951304, 'p': 53}
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id: 228916
{'charpoly_factorization': [[[-109852800450935440695562440827015787836603720112856705856, -1317596243250574505275979197278526800, 9225624498709937412, 1], 1]], 'hecke_orbit_code': 22517998505951304, 'p': 59}
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id: 228917
{'charpoly_factorization': [[[-142616542823560215737805842663275350499304657022004886200, -20127818242176427305938006561503407540, 6554902294063924182, 1], 1]], 'hecke_orbit_code': 22517998505951304, 'p': 61}
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id: 228918
{'charpoly_factorization': [[[-427642881117395197918929380929951975527066981752809379648, -60879887424609609214563462223790821200, 15793054074531629124, 1], 1]], 'hecke_orbit_code': 22517998505951304, 'p': 67}
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id: 228919
{'charpoly_factorization': [[[34075829930628978583795667062317168738876519270969338124800, -909655798496155836384343412609489253696, -41139582493467997704, 1], 1]], 'hecke_orbit_code': 22517998505951304, 'p': 71}
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id: 228920
{'charpoly_factorization': [[[-2849523567747148932946034203357249953114615850835374948456, -249864080979506983216201233138279364692, 19422167949903851970, 1], 1]], 'hecke_orbit_code': 22517998505951304, 'p': 73}
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id: 228921
{'charpoly_factorization': [[[-476496014476853269504318106035757821809474314313337231052800, -2435514001940510088143039378560898014464, 131735321299806049488, 1], 1]], 'hecke_orbit_code': 22517998505951304, 'p': 79}
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id: 228922
{'charpoly_factorization': [[[449639703892492830399135106687059395442514068388941577318976, -29225919704070059779421947421151234601680, 64013993832679681068, 1], 1]], 'hecke_orbit_code': 22517998505951304, 'p': 83}
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id: 228923
{'charpoly_factorization': [[[-24024093868397735630376515464697869841866586435027748444553176, -47460975537980818038183538970702222924436, 429891446897537246766, 1], 1]], 'hecke_orbit_code': 22517998505951304, 'p': 89}
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id: 228924
{'charpoly_factorization': [[[102498063074430008141891262750313561678664841774661971873389944, -538933405515470239165130834825978888202612, 324059336514148638042, 1], 1]], 'hecke_orbit_code': 22517998505951304, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 6, 'label': '72.22.a.f', 'level': 72, 'portrait': 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', 'weight': 22}
-
mf_hecke_traces • Show schema
Hide schema
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id: 170481000
{'hecke_orbit_code': 22517998505951304, 'n': 1, 'trace_an': 3}
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id: 170481001
{'hecke_orbit_code': 22517998505951304, 'n': 2, 'trace_an': 0}
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id: 170481002
{'hecke_orbit_code': 22517998505951304, 'n': 3, 'trace_an': 0}
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id: 170481003
{'hecke_orbit_code': 22517998505951304, 'n': 4, 'trace_an': 0}
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id: 170481004
{'hecke_orbit_code': 22517998505951304, 'n': 5, 'trace_an': 24111774}
-
id: 170481005
{'hecke_orbit_code': 22517998505951304, 'n': 6, 'trace_an': 0}
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id: 170481006
{'hecke_orbit_code': 22517998505951304, 'n': 7, 'trace_an': 295988280}
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id: 170481007
{'hecke_orbit_code': 22517998505951304, 'n': 8, 'trace_an': 0}
-
id: 170481008
{'hecke_orbit_code': 22517998505951304, 'n': 9, 'trace_an': 0}
-
id: 170481009
{'hecke_orbit_code': 22517998505951304, 'n': 10, 'trace_an': 0}
-
id: 170481010
{'hecke_orbit_code': 22517998505951304, 'n': 11, 'trace_an': 40335108684}
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id: 170481011
{'hecke_orbit_code': 22517998505951304, 'n': 12, 'trace_an': 0}
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id: 170481012
{'hecke_orbit_code': 22517998505951304, 'n': 13, 'trace_an': 133734425946}
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id: 170481013
{'hecke_orbit_code': 22517998505951304, 'n': 14, 'trace_an': 0}
-
id: 170481014
{'hecke_orbit_code': 22517998505951304, 'n': 15, 'trace_an': 0}
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id: 170481015
{'hecke_orbit_code': 22517998505951304, 'n': 16, 'trace_an': 0}
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id: 170481016
{'hecke_orbit_code': 22517998505951304, 'n': 17, 'trace_an': -7797732274422}
-
id: 170481017
{'hecke_orbit_code': 22517998505951304, 'n': 18, 'trace_an': 0}
-
id: 170481018
{'hecke_orbit_code': 22517998505951304, 'n': 19, 'trace_an': 35788199781996}
-
id: 170481019
{'hecke_orbit_code': 22517998505951304, 'n': 20, 'trace_an': 0}
-
id: 170481020
{'hecke_orbit_code': 22517998505951304, 'n': 21, 'trace_an': 0}
-
id: 170481021
{'hecke_orbit_code': 22517998505951304, 'n': 22, 'trace_an': 0}
-
id: 170481022
{'hecke_orbit_code': 22517998505951304, 'n': 23, 'trace_an': -193770761479080}
-
id: 170481023
{'hecke_orbit_code': 22517998505951304, 'n': 24, 'trace_an': 0}
-
id: 170481024
{'hecke_orbit_code': 22517998505951304, 'n': 25, 'trace_an': 1127564438439501}
-
id: 170481025
{'hecke_orbit_code': 22517998505951304, 'n': 26, 'trace_an': 0}
-
id: 170481026
{'hecke_orbit_code': 22517998505951304, 'n': 27, 'trace_an': 0}
-
id: 170481027
{'hecke_orbit_code': 22517998505951304, 'n': 28, 'trace_an': 0}
-
id: 170481028
{'hecke_orbit_code': 22517998505951304, 'n': 29, 'trace_an': -5607343422466122}
-
id: 170481029
{'hecke_orbit_code': 22517998505951304, 'n': 30, 'trace_an': 0}
-
id: 170481030
{'hecke_orbit_code': 22517998505951304, 'n': 31, 'trace_an': 11246757871503072}
-
id: 170481031
{'hecke_orbit_code': 22517998505951304, 'n': 32, 'trace_an': 0}
-
id: 170481032
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