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mf_newforms • Show schema
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{'Nk2': 24576, 'analytic_conductor': 119.95584978590276, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 8, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 2, 'char_parity': 1, 'char_values': [384, 2, [127, 133, 257], [2, 1, 2]], 'cm_discs': [], 'conrey_index': 193, 'conrey_indexes': [193], 'dim': 8, 'field_disc': 988751733274932093184, 'field_disc_factorization': [[2, 8], [1965276433, 2]], 'field_poly': [18225, 0, 69129, 0, 50632, 0, 449, 0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'has_non_self_twist': 1, 'hecke_cutters': [[5, [2922622746624000000, 0, 791786461593600, 0, 41596678144, 0, 414848, 0, 1]], [7, [1275801663744, -1624601088, -1814176, 1440, 1]]], 'hecke_orbit': 3, 'hecke_orbit_code': 9007405547389312, 'hecke_ring_generator_nbound': 11, 'hecke_ring_index': 38654705664, 'hecke_ring_index_factorization': [[2, 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mf_hecke_cc • Show schema
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mf_newspaces • Show schema
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{'Nk2': 24576, 'analytic_conductor': 119.95584978590276, 'char_conductor': 8, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 2, 'char_parity': 1, 'char_values': [384, 2, [127, 133, 257], [2, 1, 2]], 'conrey_index': 193, 'cusp_dim': 432, 'dim': 56, 'eis_dim': 32, 'eis_new_dim': 0, 'hecke_cutter_primes': [5, 7], 'hecke_orbit_code': 206292648320, 'hecke_orbit_dims': [6, 6, 8, 8, 12, 16], 'label': '384.8.d', 'level': 384, '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': 464, 'mf_new_dim': 56, 'num_forms': 6, 'prim_orbit_index': 2, 'relative_dim': 56, 'sturm_bound': 512, 'trace_bound': 7, 'trace_display': [0, 0, 0, 0], 'traces': [56, 0, 0, 0, 0, 0, 0, 0, -40824, 0, 0, 0, 0, 0, 0, 0, -11632, 0, 0, 0, 0, 0, 0, 0, -810504, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1765136, 0, 0, 0, 0, 0, 0, 0, 4544152, 0, 0, 0, 0, 0, 0, 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mf_twists_cc • Show schema
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id: 40782931
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 193, 'source_dim': 8, 'source_embedding_index': 3, 'source_hecke_orbit_code': 9007405547389312, 'source_is_minimal': True, 'source_label': '384.8.d.c.193.3', 'source_level': 384, 'target_conrey_index': 193, 'target_dim': 8, 'target_embedding_index': 3, 'target_hecke_orbit_code': 9007405547389312, 'target_is_minimal': True, 'target_label': '384.8.d.c.193.3', 'target_level': 384, 'twist_class_label': '384.8.d.c.193.3', 'twist_class_level': 384, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 8}
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id: 40782932
{'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 193, 'source_dim': 8, 'source_embedding_index': 3, 'source_hecke_orbit_code': 9007405547389312, 'source_is_minimal': True, 'source_label': '384.8.d.c.193.3', 'source_level': 384, 'target_conrey_index': 193, 'target_dim': 8, 'target_embedding_index': 7, 'target_hecke_orbit_code': 13511005174759808, 'target_is_minimal': True, 'target_label': '384.8.d.d.193.7', 'target_level': 384, 'twist_class_label': '384.8.d.c.193.3', 'twist_class_level': 384, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 8}
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id: 40782933
{'conductor': 8, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 193, 'source_dim': 8, 'source_embedding_index': 3, 'source_hecke_orbit_code': 9007405547389312, 'source_is_minimal': True, 'source_label': '384.8.d.c.193.3', 'source_level': 384, 'target_conrey_index': 193, 'target_dim': 8, 'target_embedding_index': 2, 'target_hecke_orbit_code': 13511005174759808, 'target_is_minimal': True, 'target_label': '384.8.d.d.193.2', 'target_level': 384, 'twist_class_label': '384.8.d.c.193.3', 'twist_class_level': 384, 'twisting_char_label': '8.3', 'twisting_conrey_index': 3, 'weight': 8}
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id: 40782934
{'conductor': 8, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 193, 'source_dim': 8, 'source_embedding_index': 3, 'source_hecke_orbit_code': 9007405547389312, 'source_is_minimal': True, 'source_label': '384.8.d.c.193.3', 'source_level': 384, 'target_conrey_index': 193, 'target_dim': 8, 'target_embedding_index': 6, 'target_hecke_orbit_code': 9007405547389312, 'target_is_minimal': True, 'target_label': '384.8.d.c.193.6', 'target_level': 384, 'twist_class_label': '384.8.d.c.193.3', 'twist_class_level': 384, 'twisting_char_label': '8.5', 'twisting_conrey_index': 5, 'weight': 8}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 808700
{'charpoly_factorization': [[[0, 1], 8]], 'hecke_orbit_code': 9007405547389312, 'p': 2}
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id: 808701
{'charpoly_factorization': [[[729, 0, 1], 4]], 'hecke_orbit_code': 9007405547389312, 'p': 3}
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id: 808702
{'charpoly_factorization': [[[2922622746624000000, 0, 791786461593600, 0, 41596678144, 0, 414848, 0, 1], 1]], 'hecke_orbit_code': 9007405547389312, 'p': 5}
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id: 808703
{'charpoly_factorization': [[[1275801663744, -1624601088, -1814176, 1440, 1], 2]], 'hecke_orbit_code': 9007405547389312, 'p': 7}
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id: 808704
{'charpoly_factorization': [[[49944330141198491664420765696, 0, 18840910199104906739712, 0, 2182692914595328, 0, 83236928, 0, 1], 1]], 'hecke_orbit_code': 9007405547389312, 'p': 11}
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id: 808705
{'charpoly_factorization': [[[11068393651150486025816704614400, 0, 881118596992446271012864, 0, 24158081822553600, 0, 269496640, 0, 1], 1]], 'hecke_orbit_code': 9007405547389312, 'p': 13}
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id: 808706
{'charpoly_factorization': [[[58515537111378448, -4730747963616, -965892200, -11448, 1], 2]], 'hecke_orbit_code': 9007405547389312, 'p': 17}
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id: 808707
{'charpoly_factorization': [[[1140718329125840770474117450235904, 0, 30417291332160564947337216, 0, 259431105120601600, 0, 878694464, 0, 1], 1]], 'hecke_orbit_code': 9007405547389312, 'p': 19}
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id: 808708
{'charpoly_factorization': [[[11244826934750416896, -345149893656576, -4195709056, 103680, 1], 2]], 'hecke_orbit_code': 9007405547389312, 'p': 23}
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id: 808709
{'charpoly_factorization': [[[58827303667928639042847066606121164734464, 0, 17529504224385330005925851299840, 0, 1720259593464321798144, 0, 69547739776, 0, 1], 1]], 'hecke_orbit_code': 9007405547389312, 'p': 29}
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id: 808710
{'charpoly_factorization': [[[-45978504782700033792, 8873154899928576, -78069394336, -8928, 1], 2]], 'hecke_orbit_code': 9007405547389312, 'p': 31}
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id: 808711
{'charpoly_factorization': [[[787285848314056017905104882151235182985216, 0, 9667177462888663605839873641562112, 0, 137809830081813513209344, 0, 646806181952, 0, 1], 1]], 'hecke_orbit_code': 9007405547389312, 'p': 37}
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id: 808712
{'charpoly_factorization': [[[-32048790547121246065392, 236193874814141280, -413267660072, -343528, 1], 2]], 'hecke_orbit_code': 9007405547389312, 'p': 41}
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id: 808713
{'charpoly_factorization': [[[683856148729500546346864663464213552677584896, 0, 18801038196534763034533047644209152, 0, 177703767038612061603328, 0, 703896484928, 0, 1], 1]], 'hecke_orbit_code': 9007405547389312, 'p': 43}
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id: 808714
{'charpoly_factorization': [[[-24689451593029310115840, 255204023770681344, -148171776640, -993600, 1], 2]], 'hecke_orbit_code': 9007405547389312, 'p': 47}
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id: 808715
{'charpoly_factorization': [[[558462500103462842205969059871462087816606908416, 0, 3537677147370277080447065247734824960, 0, 6867446871378452392439808, 0, 4748734157440, 0, 1], 1]], 'hecke_orbit_code': 9007405547389312, 'p': 53}
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id: 808716
{'charpoly_factorization': [[[19570128593278660221413704017324121078124049924096, 0, 55124010291913289859433882380989644800, 0, 39728197092225833318204928, 0, 10826005492800, 0, 1], 1]], 'hecke_orbit_code': 9007405547389312, 'p': 59}
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id: 808717
{'charpoly_factorization': [[[2945588935733163046247880307166780790771556614144, 0, 37552465391138238232108192249655083008, 0, 46399493012883437918799360, 0, 12824477047872, 0, 1], 1]], 'hecke_orbit_code': 9007405547389312, 'p': 61}
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id: 808718
{'charpoly_factorization': [[[1627042160653517429349373169609542616380642080915456, 0, 1363277690060593871385108763201554628608, 0, 362952654212679110511625728, 0, 35890312491072, 0, 1], 1]], 'hecke_orbit_code': 9007405547389312, 'p': 67}
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id: 808719
{'charpoly_factorization': [[[1573720279737006811189248, 656207839784779776, -5587298078848, -3168000, 1], 2]], 'hecke_orbit_code': 9007405547389312, 'p': 71}
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id: 808720
{'charpoly_factorization': [[[-7962126282196598633530608, 10171226233350440352, 1057825098072, -4460376, 1], 2]], 'hecke_orbit_code': 9007405547389312, 'p': 73}
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id: 808721
{'charpoly_factorization': [[[-11066521417753345256888064, -84013681756559970816, -52116620924320, 625824, 1], 2]], 'hecke_orbit_code': 9007405547389312, 'p': 79}
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id: 808722
{'charpoly_factorization': [[[36624201854236922405885043536855571538171275140726784, 0, 22509622408867525338120462619398609321984, 0, 2687746518735121774013810176, 0, 93693006217280, 0, 1], 1]], 'hecke_orbit_code': 9007405547389312, 'p': 83}
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id: 808723
{'charpoly_factorization': [[[695828633522210986523476752, 259335020904043565472, -94251186593960, -2223704, 1], 2]], 'hecke_orbit_code': 9007405547389312, 'p': 89}
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id: 808724
{'charpoly_factorization': [[[-2941242363093231227324769264, -1531107792767057040864, -152508641417960, 7078792, 1], 2]], 'hecke_orbit_code': 9007405547389312, 'p': 97}
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 4, 'hecke_orbit': 3, 'label': '384.8.d.c', 'level': 384, 'portrait': 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', 'weight': 8}
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mf_hecke_traces • Show schema
Hide schema
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id: 117667000
{'hecke_orbit_code': 9007405547389312, 'n': 1, 'trace_an': 8}
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id: 117667001
{'hecke_orbit_code': 9007405547389312, 'n': 2, 'trace_an': 0}
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id: 117667002
{'hecke_orbit_code': 9007405547389312, 'n': 3, 'trace_an': 0}
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id: 117667003
{'hecke_orbit_code': 9007405547389312, 'n': 4, 'trace_an': 0}
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id: 117667004
{'hecke_orbit_code': 9007405547389312, 'n': 5, 'trace_an': 0}
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id: 117667005
{'hecke_orbit_code': 9007405547389312, 'n': 6, 'trace_an': 0}
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id: 117667006
{'hecke_orbit_code': 9007405547389312, 'n': 7, 'trace_an': -2880}
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id: 117667007
{'hecke_orbit_code': 9007405547389312, 'n': 8, 'trace_an': 0}
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id: 117667008
{'hecke_orbit_code': 9007405547389312, 'n': 9, 'trace_an': -5832}
-
id: 117667009
{'hecke_orbit_code': 9007405547389312, 'n': 10, 'trace_an': 0}
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id: 117667010
{'hecke_orbit_code': 9007405547389312, 'n': 11, 'trace_an': 0}
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id: 117667011
{'hecke_orbit_code': 9007405547389312, 'n': 12, 'trace_an': 0}
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id: 117667012
{'hecke_orbit_code': 9007405547389312, 'n': 13, 'trace_an': 0}
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id: 117667013
{'hecke_orbit_code': 9007405547389312, 'n': 14, 'trace_an': 0}
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id: 117667014
{'hecke_orbit_code': 9007405547389312, 'n': 15, 'trace_an': 6048}
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id: 117667015
{'hecke_orbit_code': 9007405547389312, 'n': 16, 'trace_an': 0}
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id: 117667016
{'hecke_orbit_code': 9007405547389312, 'n': 17, 'trace_an': 22896}
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id: 117667017
{'hecke_orbit_code': 9007405547389312, 'n': 18, 'trace_an': 0}
-
id: 117667018
{'hecke_orbit_code': 9007405547389312, 'n': 19, 'trace_an': 0}
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id: 117667019
{'hecke_orbit_code': 9007405547389312, 'n': 20, 'trace_an': 0}
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id: 117667020
{'hecke_orbit_code': 9007405547389312, 'n': 21, 'trace_an': 0}
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id: 117667021
{'hecke_orbit_code': 9007405547389312, 'n': 22, 'trace_an': 0}
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id: 117667022
{'hecke_orbit_code': 9007405547389312, 'n': 23, 'trace_an': -207360}
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id: 117667023
{'hecke_orbit_code': 9007405547389312, 'n': 24, 'trace_an': 0}
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id: 117667024
{'hecke_orbit_code': 9007405547389312, 'n': 25, 'trace_an': -204696}
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id: 117667025
{'hecke_orbit_code': 9007405547389312, 'n': 26, 'trace_an': 0}
-
id: 117667026
{'hecke_orbit_code': 9007405547389312, 'n': 27, 'trace_an': 0}
-
id: 117667027
{'hecke_orbit_code': 9007405547389312, 'n': 28, 'trace_an': 0}
-
id: 117667028
{'hecke_orbit_code': 9007405547389312, 'n': 29, 'trace_an': 0}
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id: 117667029
{'hecke_orbit_code': 9007405547389312, 'n': 30, 'trace_an': 0}
-
id: 117667030
{'hecke_orbit_code': 9007405547389312, 'n': 31, 'trace_an': 17856}
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id: 117667031
{'hecke_orbit_code': 9007405547389312, 'n': 32, 'trace_an': 0}
-
id: 117667032
{'hecke_orbit_code': 9007405547389312, 'n': 33, 'trace_an': 7776}
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