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mf_newforms • Show schema
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{'Nk2': 3600, 'analytic_conductor': 20.593502690074267, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[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': [9, 1, [2], [1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 4, 'field_disc': 5231174016708640, 'field_disc_factorization': [[2, 5], [5, 1], [7, 1], [11, 1], [13, 2], [17, 1], [12157, 2]], 'field_poly': [83776000, 0, -40190, 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': 1, 'hecke_cutters': [[2, [108573696000, 0, -1446840, 0, 1]]], 'hecke_orbit': 4, 'hecke_orbit_code': 13510799217655817, 'hecke_ring_generator_nbound': 5, 'hecke_ring_index': 755827200, 'hecke_ring_index_factorization': [[2, 9], [3, 10], [5, 2]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 3, 2, -1, 2, 0]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '9.20.a.d', 'level': 9, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [3], 'level_radical': 3, 'minimal_twist': '9.20.a.d', 'prim_orbit_index': 1, 'qexp_display': 'q+\\beta _{1}q^{2}+(199132+\\beta _{3})q^{4}+(-1304\\beta _{1}+\\cdots)q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 4, 'rm_discs': [], 'sato_tate_group': '19.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '9.20.a', 'trace_display': [0, 0, 0, 166272080], 'trace_hash': 1262643449704759372, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.071', 'prec': 17}, {'__RealLiteral__': 0, 'data': '3.695', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.829', 'prec': 17}, {'__RealLiteral__': 0, 'data': '67.783', 'prec': 20}, {'__RealLiteral__': 0, 'data': '9.995', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1753.103', 'prec': 27}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.509', 'prec': 17}, 'traces': [4, 0, 0, 796528, 0, 0, 166272080, 0, 0, -3773076480, 0, 0, 53157676520, 0, 0, 300543715456, 0, 0, 3768641418464, 0, 0, 36676792627200, 0, 0, 84248826573580, 0, 0, 378192741767360, 0, 0, 471591909029072, 0, 0, -399874435983360, 0, 0, -2228516688441160, 0, 0, -7161324419358720, 0, 0, -12262326274792480, 0, 0, -17070303547514880, 0, 0, 33093211591411428, 0, 0, 85229426103167840, 0, 0, 67338095392972800, 0, 0, 187691248170316800, 0, 0, 160046271305607128, 0, 0, -525751810435539968, 0, 0, -486553865858307520, 0, 0, -1901577196642406400, 0, 0, -130672866884308840, 0, 0, -705101514474977152, 0, 0, 3246789793721214416, 0, 0, 1277162815720089600, 0, 0, 10252506464133672960, 0, 0, 4496007782235340800, 0, 0, 17735617946513428000, 0, 0, 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mf_hecke_cc • Show schema
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{'an_normalized': [[1.0, 0.0], [0.3891554206212938, 0.0], [0.0, 0.0], [-0.8485580586010639, 0.0], [1.8794630302094342, 0.0], [0.0, 0.0], [-0.8653377162701266, 0.0], [-0.7193763888377793, 0.0], [0.0, 0.0], [0.7314032260633238, 0.0], [1.268146848108346, 0.0], [0.0, 0.0], [-0.4102612230181526, 0.0], [-0.3367508629545709, 0.0], [0.0, 0.0], [0.5686088374178705, 0.0], [1.0170672829078762, 0.0], [0.0, 0.0], [1.0715396866685303, 0.0], [-1.5948335001269902, 0.0], [0.0, 0.0], [0.4935062200851714, 0.0], [0.8849657570620703, 0.0], [0.0, 0.0], [2.532381281924028, 0.0], [-0.1596553788082356, 0.0], [0.0, 0.0], [0.7342892925524569, 0.0], [-0.07572058308299065, 0.0], [0.0, 0.0], [0.7592367664059183, 0.0], [0.9406536001321155, 0.0], [0.0, 0.0], [0.395797246280171, 0.0], [-1.6263702463755636, 0.0], [0.0, 0.0], [-1.0619058853005217, 0.0], [0.4169954774779013, 0.0], [0.0, 0.0], [-1.352041327626173, 0.0], [1.1587576938170618, 0.0], [0.0, 0.0], [-0.9437385213433412, 0.0], [-1.0760962274518764, 0.0], [0.0, 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mf_newspaces • Show schema
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{'AL_dims': [[[[3, -1]], 4, 3], [[[3, 1]], 4, 1]], 'ALdims': [4, 4], 'Nk2': 3600, 'analytic_conductor': 20.593502690074267, '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': [9, 1, [2], [1]], 'conrey_index': 1, 'cusp_dim': 17, 'dim': 8, 'eis_dim': 4, 'eis_new_dim': 1, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 335544329, 'hecke_orbit_dims': [1, 1, 2, 4], 'label': '9.20.a', 'level': 9, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [3], 'level_radical': 3, 'mf_dim': 21, 'mf_new_dim': 9, 'num_forms': 4, 'plus_dim': 4, 'prim_orbit_index': 1, 'relative_dim': 8, 'sturm_bound': 20, 'trace_bound': 2, 'trace_display': [-54, 0, -7155000, 67656016], 'traces': [8, -54, 0, 1947188, -7155000, 0, 67656016, -437224824, 0, -76895100, 9413141328, 0, 15106490176, -147516385248, 0, 254566114448, 224630946360, 0, 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mf_twists_cc • Show schema
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id: 42997599
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 3, 'source_hecke_orbit_code': 13510799217655817, 'source_is_minimal': True, 'source_label': '9.20.a.d.1.3', 'source_level': 9, 'target_conrey_index': 1, 'target_dim': 4, 'target_embedding_index': 3, 'target_hecke_orbit_code': 13510799217655817, 'target_is_minimal': True, 'target_label': '9.20.a.d.1.3', 'target_level': 9, 'twist_class_label': '9.20.a.d.1.2', 'twist_class_level': 9, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 20}
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id: 42997600
{'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 3, 'source_hecke_orbit_code': 13510799217655817, 'source_is_minimal': True, 'source_label': '9.20.a.d.1.3', 'source_level': 9, 'target_conrey_index': 1, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 13510799217655817, 'target_is_minimal': True, 'target_label': '9.20.a.d.1.2', 'target_level': 9, 'twist_class_label': '9.20.a.d.1.2', 'twist_class_level': 9, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 20}
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mf_hecke_charpolys • Show schema
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id: 38525
{'charpoly_factorization': [[[108573696000, 0, -1446840, 0, 1], 1]], 'hecke_orbit_code': 13510799217655817, 'p': 2}
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id: 38526
{'charpoly_factorization': [[[0, 1], 4]], 'hecke_orbit_code': 13510799217655817, 'p': 3}
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id: 38527
{'charpoly_factorization': [[[868903477448377525862400000, 0, -80271385943040, 0, 1], 1]], 'hecke_orbit_code': 13510799217655817, 'p': 5}
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id: 38528
{'charpoly_factorization': [[[-16216397509785200, -83136040, 1], 2]], 'hecke_orbit_code': 13510799217655817, 'p': 7}
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id: 38529
{'charpoly_factorization': [[[17378405382032723368911007949783040000000, 0, -275044952726083584000, 0, 1], 1]], 'hecke_orbit_code': 13510799217655817, 'p': 11}
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id: 38530
{'charpoly_factorization': [[[-662987407325721268700, -26578838260, 1], 2]], 'hecke_orbit_code': 13510799217655817, 'p': 13}
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id: 38531
{'charpoly_factorization': [[[20914272079717347523551252108038127438790656000, 0, -331872232031712004239360, 0, 1], 1]], 'hecke_orbit_code': 13510799217655817, 'p': 17}
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id: 38532
{'charpoly_factorization': [[[568409728900470373973056, -1884320709232, 1], 2]], 'hecke_orbit_code': 13510799217655817, 'p': 19}
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id: 38533
{'charpoly_factorization': [[[4882711666974151991252100122414295110725587173376000, 0, -141992491697043704316887040, 0, 1], 1]], 'hecke_orbit_code': 13510799217655817, 'p': 23}
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id: 38534
{'charpoly_factorization': [[[233454225011232942720093105014440593722077347840000000, 0, -6706315330217562635581824000, 0, 1], 1]], 'hecke_orbit_code': 13510799217655817, 'p': 29}
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id: 38535
{'charpoly_factorization': [[[13862343301908973327934702224, -235795954514536, 1], 2]], 'hecke_orbit_code': 13510799217655817, 'p': 31}
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id: 38536
{'charpoly_factorization': [[[230679599163750938377877829700, 1114258344220580, 1], 2]], 'hecke_orbit_code': 13510799217655817, 'p': 37}
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id: 38537
{'charpoly_factorization': [[[9081706879501412189122010261987707394834967444848640000000, 0, -5901899572622419930180118016000, 0, 1], 1]], 'hecke_orbit_code': 13510799217655817, 'p': 41}
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id: 38538
{'charpoly_factorization': [[[9395790789178950947937972596800, 6131163137396240, 1], 2]], 'hecke_orbit_code': 13510799217655817, 'p': 43}
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id: 38539
{'charpoly_factorization': [[[310066307491471170552882762143581582432149429748962674343936000, 0, -223871052624720508579032309104640, 0, 1], 1]], 'hecke_orbit_code': 13510799217655817, 'p': 47}
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id: 38540
{'charpoly_factorization': [[[1614392831156493637538679520191489148845976740001324300706512896000, 0, -2724430032273724474670788194524160, 0, 1], 1]], 'hecke_orbit_code': 13510799217655817, 'p': 53}
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id: 38541
{'charpoly_factorization': [[[53699438162037659148601180169991134811173028016413097328640000000, 0, -2278140145342574506443198849024000, 0, 1], 1]], 'hecke_orbit_code': 13510799217655817, 'p': 59}
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id: 38542
{'charpoly_factorization': [[[-2306093017947425586496430523058076, -80023135652803564, 1], 2]], 'hecke_orbit_code': 13510799217655817, 'p': 61}
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id: 38543
{'charpoly_factorization': [[[9235332461652051657898885882220800, 243276932929153760, 1], 2]], 'hecke_orbit_code': 13510799217655817, 'p': 67}
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id: 38544
{'charpoly_factorization': [[[29002474705676624086639592405565566684910882617461356242392842240000000, 0, -440616863886887974072797383491584000, 0, 1], 1]], 'hecke_orbit_code': 13510799217655817, 'p': 71}
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id: 38545
{'charpoly_factorization': [[[-69149935326060497555668476838046300, 65336433442154420, 1], 2]], 'hecke_orbit_code': 13510799217655817, 'p': 73}
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id: 38546
{'charpoly_factorization': [[[306821356925434569232783160466230416, -1623394896860607208, 1], 2]], 'hecke_orbit_code': 13510799217655817, 'p': 79}
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id: 38547
{'charpoly_factorization': [[[51138799521390737926002104897644411656460112079530517825994868391936000, 0, -1375196510522356920200155353946767360, 0, 1], 1]], 'hecke_orbit_code': 13510799217655817, 'p': 83}
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id: 38548
{'charpoly_factorization': [[[70782604354073716313329269184523487316815138234387467169536409600000000000, 0, -17987180414040004946488818353510400000, 0, 1], 1]], 'hecke_orbit_code': 13510799217655817, 'p': 89}
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id: 38549
{'charpoly_factorization': [[[-8031634978026342226016048506534576700, 208943439542479460, 1], 2]], 'hecke_orbit_code': 13510799217655817, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 4, 'label': '9.20.a.d', 'level': 9, 'portrait': 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', 'weight': 20}
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mf_hecke_traces • Show schema
Hide schema
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id: 138197000
{'hecke_orbit_code': 13510799217655817, 'n': 1, 'trace_an': 4}
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id: 138197001
{'hecke_orbit_code': 13510799217655817, 'n': 2, 'trace_an': 0}
-
id: 138197002
{'hecke_orbit_code': 13510799217655817, 'n': 3, 'trace_an': 0}
-
id: 138197003
{'hecke_orbit_code': 13510799217655817, 'n': 4, 'trace_an': 796528}
-
id: 138197004
{'hecke_orbit_code': 13510799217655817, 'n': 5, 'trace_an': 0}
-
id: 138197005
{'hecke_orbit_code': 13510799217655817, 'n': 6, 'trace_an': 0}
-
id: 138197006
{'hecke_orbit_code': 13510799217655817, 'n': 7, 'trace_an': 166272080}
-
id: 138197007
{'hecke_orbit_code': 13510799217655817, 'n': 8, 'trace_an': 0}
-
id: 138197008
{'hecke_orbit_code': 13510799217655817, 'n': 9, 'trace_an': 0}
-
id: 138197009
{'hecke_orbit_code': 13510799217655817, 'n': 10, 'trace_an': -3773076480}
-
id: 138197010
{'hecke_orbit_code': 13510799217655817, 'n': 11, 'trace_an': 0}
-
id: 138197011
{'hecke_orbit_code': 13510799217655817, 'n': 12, 'trace_an': 0}
-
id: 138197012
{'hecke_orbit_code': 13510799217655817, 'n': 13, 'trace_an': 53157676520}
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id: 138197013
{'hecke_orbit_code': 13510799217655817, 'n': 14, 'trace_an': 0}
-
id: 138197014
{'hecke_orbit_code': 13510799217655817, 'n': 15, 'trace_an': 0}
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id: 138197015
{'hecke_orbit_code': 13510799217655817, 'n': 16, 'trace_an': 300543715456}
-
id: 138197016
{'hecke_orbit_code': 13510799217655817, 'n': 17, 'trace_an': 0}
-
id: 138197017
{'hecke_orbit_code': 13510799217655817, 'n': 18, 'trace_an': 0}
-
id: 138197018
{'hecke_orbit_code': 13510799217655817, 'n': 19, 'trace_an': 3768641418464}
-
id: 138197019
{'hecke_orbit_code': 13510799217655817, 'n': 20, 'trace_an': 0}
-
id: 138197020
{'hecke_orbit_code': 13510799217655817, 'n': 21, 'trace_an': 0}
-
id: 138197021
{'hecke_orbit_code': 13510799217655817, 'n': 22, 'trace_an': 36676792627200}
-
id: 138197022
{'hecke_orbit_code': 13510799217655817, 'n': 23, 'trace_an': 0}
-
id: 138197023
{'hecke_orbit_code': 13510799217655817, 'n': 24, 'trace_an': 0}
-
id: 138197024
{'hecke_orbit_code': 13510799217655817, 'n': 25, 'trace_an': 84248826573580}
-
id: 138197025
{'hecke_orbit_code': 13510799217655817, 'n': 26, 'trace_an': 0}
-
id: 138197026
{'hecke_orbit_code': 13510799217655817, 'n': 27, 'trace_an': 0}
-
id: 138197027
{'hecke_orbit_code': 13510799217655817, 'n': 28, 'trace_an': 378192741767360}
-
id: 138197028
{'hecke_orbit_code': 13510799217655817, 'n': 29, 'trace_an': 0}
-
id: 138197029
{'hecke_orbit_code': 13510799217655817, 'n': 30, 'trace_an': 0}
-
id: 138197030
{'hecke_orbit_code': 13510799217655817, 'n': 31, 'trace_an': 471591909029072}
-
id: 138197031
{'hecke_orbit_code': 13510799217655817, 'n': 32, 'trace_an': 0}
-
id: 138197032
{'hecke_orbit_code': 13510799217655817, 'n': 33, 'trace_an': 0}
-
id: 138197033
{'hecke_orbit_code': 13510799217655817, 'n': 34, 'trace_an': -399874435983360}
-
id: 138197034
{'hecke_orbit_code': 13510799217655817, 'n': 35, 'trace_an': 0}
-
id: 138197035
{'hecke_orbit_code': 13510799217655817, 'n': 36, 'trace_an': 0}
-
id: 138197036
{'hecke_orbit_code': 13510799217655817, 'n': 37, 'trace_an': -2228516688441160}
-
id: 138197037
{'hecke_orbit_code': 13510799217655817, 'n': 38, 'trace_an': 0}
-
id: 138197038
{'hecke_orbit_code': 13510799217655817, 'n': 39, 'trace_an': 0}
-
id: 138197039
{'hecke_orbit_code': 13510799217655817, 'n': 40, 'trace_an': -7161324419358720}
-
id: 138197040
{'hecke_orbit_code': 13510799217655817, 'n': 41, 'trace_an': 0}
-
id: 138197041
{'hecke_orbit_code': 13510799217655817, 'n': 42, 'trace_an': 0}
-
id: 138197042
{'hecke_orbit_code': 13510799217655817, 'n': 43, 'trace_an': -12262326274792480}
-
id: 138197043
{'hecke_orbit_code': 13510799217655817, 'n': 44, 'trace_an': 0}
-
id: 138197044
{'hecke_orbit_code': 13510799217655817, 'n': 45, 'trace_an': 0}
-
id: 138197045
{'hecke_orbit_code': 13510799217655817, 'n': 46, 'trace_an': -17070303547514880}
-
id: 138197046
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