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mf_newforms • Show schema
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{'Nk2': 25392, 'analytic_conductor': 147.21956872408825, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 3, 'char_degree': 1, 'char_is_minimal': False, 'char_is_real': True, 'char_orbit_index': 5, 'char_orbit_label': 'e', 'char_order': 2, 'char_parity': -1, 'char_values': [48, 2, [31, 37, 17], [2, 2, 1]], 'cm_discs': [], 'conrey_index': 17, 'conrey_indexes': [17], 'dim': 6, 'field_disc': -13430080646699637950770305303200, 'field_disc_factorization': [[-1, 1], [2, 5], [5, 2], [7, 3], [11, 3], [17, 1], [709, 2], [65597537, 2]], 'field_poly': [9831214131200, 0, 3861674040, 0, 126474, 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, [63897686213727155349321495037624320000000000, 0, 9744370606438839458678707200000, 0, 6454272741180480, 0, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503874891153456, 'hecke_ring_generator_nbound': 5, 'hecke_ring_index': 269561249468963094528, 'hecke_ring_index_factorization': [[2, 33], [3, 22]], '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': False, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '48.23.e.b', 'level': 48, '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': '3.23.b.a', 'prim_orbit_index': 2, 'qexp_display': 'q+(-14445-\\beta _{2})q^{3}+(10\\beta _{1}-2^{4}\\beta _{2}+\\cdots)q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 6, 'rm_discs': [], 'sato_tate_group': '22.2.3.c2', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '48.23.e', 'trace_display': [0, -86670, 0, 3447063060], 'trace_hash': 882499354277889656, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 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mf_hecke_cc • Show schema
Hide schema
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-
mf_newspaces • Show schema
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{'Nk2': 25392, 'analytic_conductor': 147.21956872408825, 'char_conductor': 3, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 5, 'char_orbit_label': 'e', 'char_order': 2, 'char_parity': -1, 'char_values': [48, 2, [31, 37, 17], [2, 2, 1]], 'conrey_index': 17, 'cusp_dim': 170, 'dim': 43, 'eis_dim': 12, 'eis_new_dim': 2, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 275263782960, 'hecke_orbit_dims': [1, 6, 6, 8, 22], 'label': '48.23.e', 'level': 48, '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': 182, 'mf_new_dim': 45, 'num_forms': 5, 'prim_orbit_index': 2, 'relative_dim': 43, 'sturm_bound': 184, 'trace_bound': 3, 'trace_display': [0, 1, 0, 13760730], 'traces': [43, 0, 1, 0, 0, 0, 13760730, 0, -20626788077, 0, 0, 0, -2, 0, 9166177497568, 0, 0, 0, 48427821602722, 0, 310729375137102, 0, 0, 0, -20466157360454269, 0, 9278103547979353, 0, 0, 0, 42059841655739338, 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mf_twists_cc • Show schema
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id: 35183220
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 17, 'source_dim': 6, 'source_embedding_index': 2, 'source_hecke_orbit_code': 4503874891153456, 'source_is_minimal': False, 'source_label': '48.23.e.b.17.2', 'source_level': 48, 'target_conrey_index': 17, 'target_dim': 6, 'target_embedding_index': 2, 'target_hecke_orbit_code': 4503874891153456, 'target_is_minimal': False, 'target_label': '48.23.e.b.17.2', 'target_level': 48, 'twist_class_label': '3.23.b.a.2.1', 'twist_class_level': 3, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 23}
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id: 35183221
{'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 17, 'source_dim': 6, 'source_embedding_index': 2, 'source_hecke_orbit_code': 4503874891153456, 'source_is_minimal': False, 'source_label': '48.23.e.b.17.2', 'source_level': 48, 'target_conrey_index': 17, 'target_dim': 6, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503874891153456, 'target_is_minimal': False, 'target_label': '48.23.e.b.17.1', 'target_level': 48, 'twist_class_label': '3.23.b.a.2.1', 'twist_class_level': 3, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 23}
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id: 35183222
{'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 17, 'source_dim': 6, 'source_embedding_index': 2, 'source_hecke_orbit_code': 4503874891153456, 'source_is_minimal': False, 'source_label': '48.23.e.b.17.2', 'source_level': 48, 'target_conrey_index': 2, 'target_dim': 6, 'target_embedding_index': 6, 'target_hecke_orbit_code': 69105352707, 'target_is_minimal': True, 'target_label': '3.23.b.a.2.6', 'target_level': 3, 'twist_class_label': '3.23.b.a.2.1', 'twist_class_level': 3, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 23}
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id: 35183223
{'conductor': 12, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 17, 'source_dim': 6, 'source_embedding_index': 2, 'source_hecke_orbit_code': 4503874891153456, 'source_is_minimal': False, 'source_label': '48.23.e.b.17.2', 'source_level': 48, 'target_conrey_index': 2, 'target_dim': 6, 'target_embedding_index': 1, 'target_hecke_orbit_code': 69105352707, 'target_is_minimal': True, 'target_label': '3.23.b.a.2.1', 'target_level': 3, 'twist_class_label': '3.23.b.a.2.1', 'twist_class_level': 3, 'twisting_char_label': '12.11', 'twisting_conrey_index': 11, 'weight': 23}
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mf_hecke_charpolys • Show schema
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id: 161900
{'charpoly_factorization': [[[0, 1], 6]], 'hecke_orbit_code': 4503874891153456, 'p': 2}
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id: 161901
{'charpoly_factorization': [[[30903154382632612361920641803529, 85350094092253585553796270, -781828131100557606561, -5953529396511900, -24914013129, 86670, 1], 1]], 'hecke_orbit_code': 4503874891153456, 'p': 3}
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id: 161902
{'charpoly_factorization': [[[63897686213727155349321495037624320000000000, 0, 9744370606438839458678707200000, 0, 6454272741180480, 0, 1], 1]], 'hecke_orbit_code': 4503874891153456, 'p': 5}
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id: 161903
{'charpoly_factorization': [[[42228025734084859434336200, -2305749223118242356, -1723531530, 1], 2]], 'hecke_orbit_code': 4503874891153456, 'p': 7}
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id: 161904
{'charpoly_factorization': [[[20053005048177212484347091249590112684571241861796061623987732480000, 0, 26790732770494129829211674242522055131783372800, 0, 335898058626726348202560, 0, 1], 1]], 'hecke_orbit_code': 4503874891153456, 'p': 11}
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id: 161905
{'charpoly_factorization': [[[-23779019734975126635511300366339880, -3904914621510524615368596, -1012566248430, 1], 2]], 'hecke_orbit_code': 4503874891153456, 'p': 13}
-
id: 161906
{'charpoly_factorization': [[[637031815708570973299217107801463918007998782786108579970535087214997172702412800, 0, 10068520115687784670130976217873506364948465300442972160, 0, 6392500011878068428093858816, 0, 1], 1]], 'hecke_orbit_code': 4503874891153456, 'p': 17}
-
id: 161907
{'charpoly_factorization': [[[-73391021718107120917577293922142133413592, -2876187569609953007577629844, 50242844334318, 1], 2]], 'hecke_orbit_code': 4503874891153456, 'p': 19}
-
id: 161908
{'charpoly_factorization': [[[2065496837882801872247454452139074316638171659181298613739814047080657128370063054523596800, 0, 5639833578482595893138201881515498764072120596676217319587840, 0, 4535618852854995346052731443456, 0, 1], 1]], 'hecke_orbit_code': 4503874891153456, 'p': 23}
-
id: 161909
{'charpoly_factorization': [[[15086411028937541747918635272712328680074923060960414994558568634529861349550891643064811520000, 0, 19526197467659336258883151259476629166350166562574938215948492800, 0, 281570186197577620658272447909440, 0, 1], 1]], 'hecke_orbit_code': 4503874891153456, 'p': 29}
-
id: 161910
{'charpoly_factorization': [[[6645772892741369852345265105399279342131689820168, 1071857657591742539019766402863372, 57054831200576646, 1], 2]], 'hecke_orbit_code': 4503874891153456, 'p': 31}
-
id: 161911
{'charpoly_factorization': [[[1748564403761918131968374866541728717418367351671320, 18147257585359538839240270041045804, -341891437040330910, 1], 2]], 'hecke_orbit_code': 4503874891153456, 'p': 37}
-
id: 161912
{'charpoly_factorization': [[[35348983021820934211936746384671581580260690897210931079963963578503626394908367859377554904143133409280000, 0, 338360787921115059580971832882662899531068845928338768608968456146124800, 0, 1034365210776517683474365801951381760, 0, 1], 1]], 'hecke_orbit_code': 4503874891153456, 'p': 41}
-
id: 161913
{'charpoly_factorization': [[[-106461514237603426527778812882425268584857714578376600, -391211028539951667199065154422826836, 136636665084884670, 1], 2]], 'hecke_orbit_code': 4503874891153456, 'p': 43}
-
id: 161914
{'charpoly_factorization': [[[536802973430903430242785071786040378310227971488316256947569803669129065832825917237514489360590417218764800, 0, 4876225735422761668566255505824101540037258624431891048783198841691176960, 0, 7252745897903712724795590282504324096, 0, 1], 1]], 'hecke_orbit_code': 4503874891153456, 'p': 47}
-
id: 161915
{'charpoly_factorization': [[[46902550790697988267281901926818399278575402375699990292520211766080418586689842657711339449894589704821329100800, 0, 7616678816883387289308477014976558779294607906886601959801246802086749020160, 0, 214765125561018813344249520814784901696, 0, 1], 1]], 'hecke_orbit_code': 4503874891153456, 'p': 53}
-
id: 161916
{'charpoly_factorization': [[[153318681663677326796068647201728581623079757494811887576851647387399519916754599448765456730986792726957239828480000, 0, 931641011007624647072892061960384256221681607916416933418076495753942737100800, 0, 1718237873968680879381461181200644944960, 0, 1], 1]], 'hecke_orbit_code': 4503874891153456, 'p': 59}
-
id: 161917
{'charpoly_factorization': [[[56651968122313644027146413860687292437334738901305596659032, -1439511356045116514125533121741053188628, -60824625194072746446, 1], 2]], 'hecke_orbit_code': 4503874891153456, 'p': 61}
-
id: 161918
{'charpoly_factorization': [[[384365593676242600560612530592583262565960137902062963982760, -24889188959125077816561987067150644860436, 37850785543087630350, 1], 2]], 'hecke_orbit_code': 4503874891153456, 'p': 67}
-
id: 161919
{'charpoly_factorization': [[[21016691389313928484046746575060054967288607134795982547608726428151100684845262106542628477926853139890450334660689920000, 0, 6293628719923283721194837579756190105159520716047261230319892454424858105875660800, 0, 203107671796324982316917156529307242819840, 0, 1], 1]], 'hecke_orbit_code': 4503874891153456, 'p': 71}
-
id: 161920
{'charpoly_factorization': [[[7667782134081863116296754840346207355736568730311852711594680, -133408143585783617059446662393382857784756, 28589240654766993450, 1], 2]], 'hecke_orbit_code': 4503874891153456, 'p': 73}
-
id: 161921
{'charpoly_factorization': [[[-164263334908566758143951990313805889457194792822424569384375672, -1167184562672658831630554366817153439694964, 192268697945663868198, 1], 2]], 'hecke_orbit_code': 4503874891153456, 'p': 79}
-
id: 161922
{'charpoly_factorization': [[[102892022801887463989314683514258791171302148623505346501268312464006087254395871651357178762296232750085596116638551244800, 0, 591763289001341787532387832280012006064311300276039649924388245691860693582917672960, 0, 2152310084639832601551231591672812557386816, 0, 1], 1]], 'hecke_orbit_code': 4503874891153456, 'p': 83}
-
id: 161923
{'charpoly_factorization': [[[211503335125511338406707433309746259040877683396624408769890999143027768896205009895206547803263591814291902093251292692480000, 0, 3478078148696193943271279538757338329915526281060290357790887162307726626523843788800, 0, 6121052824348250995569795071476622660655360, 0, 1], 1]], 'hecke_orbit_code': 4503874891153456, 'p': 89}
-
id: 161924
{'charpoly_factorization': [[[-29051643872581582834454816867345680847720267880076415816615692040, -20298645008342536347980405682588637914601716, -782615844253494972870, 1], 2]], 'hecke_orbit_code': 4503874891153456, 'p': 97}
-
mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 5, 'hecke_orbit': 2, 'label': '48.23.e.b', 'level': 48, 'portrait': 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', 'weight': 23}
-
mf_hecke_traces • Show schema
Hide schema
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id: 86487000
{'hecke_orbit_code': 4503874891153456, 'n': 1, 'trace_an': 6}
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id: 86487001
{'hecke_orbit_code': 4503874891153456, 'n': 2, 'trace_an': 0}
-
id: 86487002
{'hecke_orbit_code': 4503874891153456, 'n': 3, 'trace_an': -86670}
-
id: 86487003
{'hecke_orbit_code': 4503874891153456, 'n': 4, 'trace_an': 0}
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id: 86487004
{'hecke_orbit_code': 4503874891153456, 'n': 5, 'trace_an': 0}
-
id: 86487005
{'hecke_orbit_code': 4503874891153456, 'n': 6, 'trace_an': 0}
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id: 86487006
{'hecke_orbit_code': 4503874891153456, 'n': 7, 'trace_an': 3447063060}
-
id: 86487007
{'hecke_orbit_code': 4503874891153456, 'n': 8, 'trace_an': 0}
-
id: 86487008
{'hecke_orbit_code': 4503874891153456, 'n': 9, 'trace_an': 57339715158}
-
id: 86487009
{'hecke_orbit_code': 4503874891153456, 'n': 10, 'trace_an': 0}
-
id: 86487010
{'hecke_orbit_code': 4503874891153456, 'n': 11, 'trace_an': 0}
-
id: 86487011
{'hecke_orbit_code': 4503874891153456, 'n': 12, 'trace_an': 0}
-
id: 86487012
{'hecke_orbit_code': 4503874891153456, 'n': 13, 'trace_an': 2025132496860}
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id: 86487013
{'hecke_orbit_code': 4503874891153456, 'n': 14, 'trace_an': 0}
-
id: 86487014
{'hecke_orbit_code': 4503874891153456, 'n': 15, 'trace_an': -2628031314240}
-
id: 86487015
{'hecke_orbit_code': 4503874891153456, 'n': 16, 'trace_an': 0}
-
id: 86487016
{'hecke_orbit_code': 4503874891153456, 'n': 17, 'trace_an': 0}
-
id: 86487017
{'hecke_orbit_code': 4503874891153456, 'n': 18, 'trace_an': 0}
-
id: 86487018
{'hecke_orbit_code': 4503874891153456, 'n': 19, 'trace_an': -100485688668636}
-
id: 86487019
{'hecke_orbit_code': 4503874891153456, 'n': 20, 'trace_an': 0}
-
id: 86487020
{'hecke_orbit_code': 4503874891153456, 'n': 21, 'trace_an': -789079193287812}
-
id: 86487021
{'hecke_orbit_code': 4503874891153456, 'n': 22, 'trace_an': 0}
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