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{'Nk2': 8832, 'analytic_conductor': 43.109133516808804, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [3, -1], [23, 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': [138, 1, [47, 97], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 4, 'field_disc': 44317813092405, 'field_disc_factorization': [[3, 1], [5, 1], [61, 1], [48434768407, 1]], 'field_poly': [11077220, -89140, -8367, -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': [[5, [538752000, 51728000, -180540, -270, 1]]], 'hecke_orbit': 8, 'hecke_orbit_code': 31525197525811338, 'hecke_ring_generator_nbound': 11, 'hecke_ring_index': 96, 'hecke_ring_index_factorization': [[2, 5], [3, 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': '138.8.a.h', 'level': 138, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 3, 23], 'level_radical': 138, 'minimal_twist': '138.8.a.h', 'prim_orbit_index': 1, 'qexp_display': 'q+8q^{2}+3^{3}q^{3}+2^{6}q^{4}+(68-\\beta _{1}+\\cdots)q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 4, 'rm_discs': [], 'sato_tate_group': '7.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '138.8.a', 'trace_display': [32, 108, 270, 2022], 'trace_hash': 259867179516332669, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.042', 'prec': 17}, {'__RealLiteral__': 0, 'data': '3.854', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.246', 'prec': 17}, 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mf_hecke_nf • Show schema
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-8327536, -413358288], [43972053824, 1667681550, 1583932102, -1824973344], [-97940188398, -4144130805, -408922444, -1792898292]], 'char_orbit_index': 1, 'field_poly': [11077220, -89140, -8367, -2, 1], 'hecke_orbit_code': 31525197525811338, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1, 684, 76], 'hecke_ring_inverse_denominators': [1, 4, 4, 4], 'hecke_ring_inverse_numerators': [[1, 0, 0, 0], [2, 1, 0, 0], [16758, 15, 36, 4], [318838, 5431, 2448, -32]], 'hecke_ring_numerators': [[1, 0, 0, 0], [-2, 4, 0, 0], [-110450, -5551, 8, 1], [-207382, 4411, 68, -1]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 4, 'label': '138.8.a.h', 'level': 138, 'maxp': 2999, 'weight': 8}
-
mf_newspaces • Show schema
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{'AL_dims': [[[[2, -1], [3, -1], [23, 1]], 4, 1], [[[2, -1], [3, -1], [23, -1]], 1, 1], [[[2, 1], [3, -1], [23, 1]], 3, 1], [[[2, 1], [3, 1], [23, 1]], 3, 1], [[[2, 1], [3, -1], [23, -1]], 4, 1], [[[2, -1], [3, 1], [23, -1]], 4, 1], [[[2, -1], [3, 1], [23, 1]], 3, 1], [[[2, 1], [3, 1], [23, -1]], 4, 1]], 'ALdims': [3, 4, 3, 4, 3, 4, 4, 1], 'Nk2': 8832, 'analytic_conductor': 43.109133516808804, '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': [138, 1, [47, 97], [1, 1]], 'conrey_index': 1, 'cusp_dim': 164, 'dim': 26, 'eis_dim': 8, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 134217866, 'hecke_orbit_dims': [1, 3, 3, 3, 4, 4, 4, 4], 'label': '138.8.a', 'level': 138, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 3, 23], 'level_radical': 138, 'mf_dim': 172, 'mf_new_dim': 26, 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-2527393181112, -1445476767744, 1194763474188, 5240700835072, 9020864925488, 778659250176, 195715122824, 5222071178368, 3697991221680, 1492579352576, -198968970064, -187500712896, -4023870378416, 3833570316288, -11343611731248, -5460900650816, -9652619168280, -1357653083904, -1331167420152, 8114869422784, 962160546060, -102064193536, -5159251143568, -3578699427264, -5347858195976, -510966274560, 3054858069960, 4934696563008, -7018331354912, 295177955328, -12228579309964, -6748107049856, -269037034848, 2014181542400, -9659500043340, -110183424768, 1271018873176, -1691254915072, -3597171009840, -2622347911264, 625631679856, 3193691217408, -198332306016, 400774581184, -71959239432, -2694834827264, 8513454671524, 46470775680, 5066982534912, -5880258260992, -2191691289744, 2099624179008, -15467021401840, 82889146368, 7740439258144, 510992314080, -1730645276832, 1553736894976, -3434019384944, -1874818562688, 2225289331008, 206859544576, 4408656102072, 112863409792, -5856114612832, -593625189888, -3294530709456, 615470323072, -154274510844, -777223208960, 742490219528, 461575430208, 566840409488, 3934611291136, 362111142816, 4754620980736, 5226361006168, 151445458944], 'weight': 8, 'weight_parity': 1}
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mf_twists_nf • Show schema
Hide schema
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id: 117252
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 8, 'source_is_minimal': True, 'source_label': '138.8.a.h', 'source_level': 138, 'target_char_orbit': 1, 'target_dim': 4, 'target_hecke_orbit': 8, 'target_is_minimal': True, 'target_label': '138.8.a.h', 'target_level': 138, 'twist_class_label': '138.8.a.h', 'twist_class_level': 138, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 8}
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id: 117253
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 8, 'source_is_minimal': True, 'source_label': '138.8.a.h', 'source_level': 138, 'target_char_orbit': 1, 'target_dim': 4, 'target_hecke_orbit': 9, 'target_is_minimal': False, 'target_label': '414.8.a.i', 'target_level': 414, 'twist_class_label': '138.8.a.h', 'twist_class_level': 138, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 8}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 375800
{'charpoly_factorization': [[[-8, 1], 4]], 'hecke_orbit_code': 31525197525811338, 'p': 2}
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id: 375801
{'charpoly_factorization': [[[-27, 1], 4]], 'hecke_orbit_code': 31525197525811338, 'p': 3}
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id: 375802
{'charpoly_factorization': [[[538752000, 51728000, -180540, -270, 1], 1]], 'hecke_orbit_code': 31525197525811338, 'p': 5}
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id: 375803
{'charpoly_factorization': [[[-238777204176, 700473304, 552432, -2022, 1], 1]], 'hecke_orbit_code': 31525197525811338, 'p': 7}
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id: 375804
{'charpoly_factorization': [[[25210679155200, 18699032640, -9639968, -4120, 1], 1]], 'hecke_orbit_code': 31525197525811338, 'p': 11}
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id: 375805
{'charpoly_factorization': [[[1002249640007984, 306489744080, -57463536, -8036, 1], 1]], 'hecke_orbit_code': 31525197525811338, 'p': 13}
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id: 375806
{'charpoly_factorization': [[[-69272885806747008, 14391662579120, -361181460, -37182, 1], 1]], 'hecke_orbit_code': 31525197525811338, 'p': 17}
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id: 375807
{'charpoly_factorization': [[[1233023968224929264, 7010846708360, -2354494344, -5702, 1], 1]], 'hecke_orbit_code': 31525197525811338, 'p': 19}
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id: 375808
{'charpoly_factorization': [[[12167, 1], 4]], 'hecke_orbit_code': 31525197525811338, 'p': 23}
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id: 375809
{'charpoly_factorization': [[[-193400327320169519568, 8971206617671312, -41001602544, -217716, 1], 1]], 'hecke_orbit_code': 31525197525811338, 'p': 29}
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id: 375810
{'charpoly_factorization': [[[-32835519119375942400, 9143798295405120, -42188357344, -222852, 1], 1]], 'hecke_orbit_code': 31525197525811338, 'p': 31}
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id: 375811
{'charpoly_factorization': [[[-2661699221773409504528, 117060146102979184, -232789941696, -486428, 1], 1]], 'hecke_orbit_code': 31525197525811338, 'p': 37}
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id: 375812
{'charpoly_factorization': [[[11862029104324607952, 10235930616884160, -57208918680, -338336, 1], 1]], 'hecke_orbit_code': 31525197525811338, 'p': 41}
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id: 375813
{'charpoly_factorization': [[[-1136221403961680142800, 155023069380319560, -275511818408, -730974, 1], 1]], 'hecke_orbit_code': 31525197525811338, 'p': 43}
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id: 375814
{'charpoly_factorization': [[[254282966743798144843776, 924979680691043328, -1838816555760, -338248, 1], 1]], 'hecke_orbit_code': 31525197525811338, 'p': 47}
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id: 375815
{'charpoly_factorization': [[[1294658812546444850925120, -93183737043775840, -2576207909332, 375502, 1], 1]], 'hecke_orbit_code': 31525197525811338, 'p': 53}
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id: 375816
{'charpoly_factorization': [[[23690366177024592461104128, -1585832049344733696, -10617447454416, -71392, 1], 1]], 'hecke_orbit_code': 31525197525811338, 'p': 59}
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id: 375817
{'charpoly_factorization': [[[18511406183883438726207472, 12093992203914393648, -8736607671104, -2101164, 1], 1]], 'hecke_orbit_code': 31525197525811338, 'p': 61}
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id: 375818
{'charpoly_factorization': [[[44881203389522571780516592, 28824465048488121496, -9765180919416, -4337162, 1], 1]], 'hecke_orbit_code': 31525197525811338, 'p': 67}
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id: 375819
{'charpoly_factorization': [[[92248098188679576855355392, 28251112055918280192, -19709075098368, -2288016, 1], 1]], 'hecke_orbit_code': 31525197525811338, 'p': 71}
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id: 375820
{'charpoly_factorization': [[[-252914786516468965827888, -6523291299582615744, -6290838004056, 1107328, 1], 1]], 'hecke_orbit_code': 31525197525811338, 'p': 73}
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id: 375821
{'charpoly_factorization': [[[83090513172822993944649648, -29448449444859649272, -33079348854320, -60610, 1], 1]], 'hecke_orbit_code': 31525197525811338, 'p': 79}
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id: 375822
{'charpoly_factorization': [[[116343805813306222928107008, -30686529532853560768, -46878597018304, -1485464, 1], 1]], 'hecke_orbit_code': 31525197525811338, 'p': 83}
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id: 375823
{'charpoly_factorization': [[[-10411325135633990383491456, 28135328721272948592, -15874064067276, -1485090, 1], 1]], 'hecke_orbit_code': 31525197525811338, 'p': 89}
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id: 375824
{'charpoly_factorization': [[[9449566669390027161084683760, 171896181867331224720, -199606513390816, -1935444, 1], 1]], 'hecke_orbit_code': 31525197525811338, 'p': 97}
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 8, 'label': '138.8.a.h', 'level': 138, 'portrait': 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', 'weight': 8}
-
mf_hecke_traces • Show schema
Hide schema
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id: 192081000
{'hecke_orbit_code': 31525197525811338, 'n': 1, 'trace_an': 4}
-
id: 192081001
{'hecke_orbit_code': 31525197525811338, 'n': 2, 'trace_an': 32}
-
id: 192081002
{'hecke_orbit_code': 31525197525811338, 'n': 3, 'trace_an': 108}
-
id: 192081003
{'hecke_orbit_code': 31525197525811338, 'n': 4, 'trace_an': 256}
-
id: 192081004
{'hecke_orbit_code': 31525197525811338, 'n': 5, 'trace_an': 270}
-
id: 192081005
{'hecke_orbit_code': 31525197525811338, 'n': 6, 'trace_an': 864}
-
id: 192081006
{'hecke_orbit_code': 31525197525811338, 'n': 7, 'trace_an': 2022}
-
id: 192081007
{'hecke_orbit_code': 31525197525811338, 'n': 8, 'trace_an': 2048}
-
id: 192081008
{'hecke_orbit_code': 31525197525811338, 'n': 9, 'trace_an': 2916}
-
id: 192081009
{'hecke_orbit_code': 31525197525811338, 'n': 10, 'trace_an': 2160}
-
id: 192081010
{'hecke_orbit_code': 31525197525811338, 'n': 11, 'trace_an': 4120}
-
id: 192081011
{'hecke_orbit_code': 31525197525811338, 'n': 12, 'trace_an': 6912}
-
id: 192081012
{'hecke_orbit_code': 31525197525811338, 'n': 13, 'trace_an': 8036}
-
id: 192081013
{'hecke_orbit_code': 31525197525811338, 'n': 14, 'trace_an': 16176}
-
id: 192081014
{'hecke_orbit_code': 31525197525811338, 'n': 15, 'trace_an': 7290}
-
id: 192081015
{'hecke_orbit_code': 31525197525811338, 'n': 16, 'trace_an': 16384}
-
id: 192081016
{'hecke_orbit_code': 31525197525811338, 'n': 17, 'trace_an': 37182}
-
id: 192081017
{'hecke_orbit_code': 31525197525811338, 'n': 18, 'trace_an': 23328}
-
id: 192081018
{'hecke_orbit_code': 31525197525811338, 'n': 19, 'trace_an': 5702}
-
id: 192081019
{'hecke_orbit_code': 31525197525811338, 'n': 20, 'trace_an': 17280}
-
id: 192081020
{'hecke_orbit_code': 31525197525811338, 'n': 21, 'trace_an': 54594}
-
id: 192081021
{'hecke_orbit_code': 31525197525811338, 'n': 22, 'trace_an': 32960}
-
id: 192081022
{'hecke_orbit_code': 31525197525811338, 'n': 23, 'trace_an': -48668}
-
id: 192081023
{'hecke_orbit_code': 31525197525811338, 'n': 24, 'trace_an': 55296}
-
id: 192081024
{'hecke_orbit_code': 31525197525811338, 'n': 25, 'trace_an': 121480}
-
id: 192081025
{'hecke_orbit_code': 31525197525811338, 'n': 26, 'trace_an': 64288}
-
id: 192081026
{'hecke_orbit_code': 31525197525811338, 'n': 27, 'trace_an': 78732}
-
id: 192081027
{'hecke_orbit_code': 31525197525811338, 'n': 28, 'trace_an': 129408}
-
id: 192081028
{'hecke_orbit_code': 31525197525811338, 'n': 29, 'trace_an': 217716}
-
id: 192081029
{'hecke_orbit_code': 31525197525811338, 'n': 30, 'trace_an': 58320}
-
id: 192081030
{'hecke_orbit_code': 31525197525811338, 'n': 31, 'trace_an': 222852}
-
id: 192081031
{'hecke_orbit_code': 31525197525811338, 'n': 32, 'trace_an': 131072}
-
id: 192081032
{'hecke_orbit_code': 31525197525811338, 'n': 33, 'trace_an': 111240}
-
id: 192081033
{'hecke_orbit_code': 31525197525811338, 'n': 34, 'trace_an': 297456}
-
id: 192081034
{'hecke_orbit_code': 31525197525811338, 'n': 35, 'trace_an': 68440}
-
id: 192081035
{'hecke_orbit_code': 31525197525811338, 'n': 36, 'trace_an': 186624}
-
id: 192081036
{'hecke_orbit_code': 31525197525811338, 'n': 37, 'trace_an': 486428}
-
id: 192081037
{'hecke_orbit_code': 31525197525811338, 'n': 38, 'trace_an': 45616}
-
id: 192081038
{'hecke_orbit_code': 31525197525811338, 'n': 39, 'trace_an': 216972}
-
id: 192081039
{'hecke_orbit_code': 31525197525811338, 'n': 40, 'trace_an': 138240}
-
id: 192081040
{'hecke_orbit_code': 31525197525811338, 'n': 41, 'trace_an': 338336}
-
id: 192081041
{'hecke_orbit_code': 31525197525811338, 'n': 42, 'trace_an': 436752}
-
id: 192081042
{'hecke_orbit_code': 31525197525811338, 'n': 43, 'trace_an': 730974}
-
id: 192081043
{'hecke_orbit_code': 31525197525811338, 'n': 44, 'trace_an': 263680}
-
id: 192081044
{'hecke_orbit_code': 31525197525811338, 'n': 45, 'trace_an': 196830}
-
id: 192081045
{'hecke_orbit_code': 31525197525811338, 'n': 46, 'trace_an': -389344}
-
id: 192081046
{'hecke_orbit_code': 31525197525811338, 'n': 47, 'trace_an': 338248}
-
id: 192081047
{'hecke_orbit_code': 31525197525811338, 'n': 48, 'trace_an': 442368}
-
id: 192081048
{'hecke_orbit_code': 31525197525811338, 'n': 49, 'trace_an': -310552}
-
id: 192081049
{'hecke_orbit_code': 31525197525811338, 'n': 50, 'trace_an': 971840}
-
id: 192081050
{'hecke_orbit_code': 31525197525811338, 'n': 51, 'trace_an': 1003914}
-
id: 192081051
{'hecke_orbit_code': 31525197525811338, 'n': 52, 'trace_an': 514304}
-
id: 192081052
{'hecke_orbit_code': 31525197525811338, 'n': 53, 'trace_an': -375502}
-
id: 192081053
{'hecke_orbit_code': 31525197525811338, 'n': 54, 'trace_an': 629856}
-
id: 192081054
{'hecke_orbit_code': 31525197525811338, 'n': 55, 'trace_an': 424840}
-
id: 192081055
{'hecke_orbit_code': 31525197525811338, 'n': 56, 'trace_an': 1035264}
-
id: 192081056
{'hecke_orbit_code': 31525197525811338, 'n': 57, 'trace_an': 153954}
-
id: 192081057
{'hecke_orbit_code': 31525197525811338, 'n': 58, 'trace_an': 1741728}
-
id: 192081058
{'hecke_orbit_code': 31525197525811338, 'n': 59, 'trace_an': 71392}
-
id: 192081059
{'hecke_orbit_code': 31525197525811338, 'n': 60, 'trace_an': 466560}
-
id: 192081060
{'hecke_orbit_code': 31525197525811338, 'n': 61, 'trace_an': 2101164}
-
id: 192081061
{'hecke_orbit_code': 31525197525811338, 'n': 62, 'trace_an': 1782816}
-
id: 192081062
{'hecke_orbit_code': 31525197525811338, 'n': 63, 'trace_an': 1474038}
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id: 192081063
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{'hecke_orbit_code': 31525197525811338, 'n': 996, 'trace_an': 2566881792}
-
id: 192081996
{'hecke_orbit_code': 31525197525811338, 'n': 997, 'trace_an': -16009202724}
-
id: 192081997
{'hecke_orbit_code': 31525197525811338, 'n': 998, 'trace_an': -40169639264}
-
id: 192081998
{'hecke_orbit_code': 31525197525811338, 'n': 999, 'trace_an': 9574362324}
-
id: 192081999
{'hecke_orbit_code': 31525197525811338, 'n': 1000, 'trace_an': -16102963200}