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{'Nk2': 1587, 'analytic_conductor': 9.201223045255515, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 3, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': -1, 'char_values': [3, 2, [2], [1]], 'cm_discs': [], 'conrey_index': 2, 'conrey_indexes': [2], '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': [], 'hecke_orbit': 1, 'hecke_orbit_code': 69105352707, 'hecke_ring_generator_nbound': 3, 'hecke_ring_index': 65810851921133568, 'hecke_ring_index_factorization': [[2, 21], [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': True, 'label': '3.23.b.a', 'level': 3, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [3], 'level_radical': 3, 'minimal_twist': '3.23.b.a', 'prim_orbit_index': 2, 'qexp_display': 'q+\\beta _{1}q^{2}+(14445-8\\beta _{1}+\\beta _{2})q^{3}+\\cdots', 'related_objects': [], 'relative_dim': 6, 'rm_discs': [], 'sato_tate_group': '22.2.3.c2', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '3.23.b', 'trace_display': [0, 86670, 0, -3447063060], 'trace_hash': 1922859197306061570, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '5.549', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.989', 'prec': 17}, {'__RealLiteral__': 0, 'data': '172.650', 'prec': 24}, {'__RealLiteral__': 0, 'data': 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mf_hecke_cc • Show schema
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-
mf_newspaces • Show schema
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{'Nk2': 1587, 'analytic_conductor': 9.201223045255515, 'char_conductor': 3, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': -1, 'char_values': [3, 2, [2], [1]], 'conrey_index': 2, 'cusp_dim': 6, 'dim': 6, 'eis_dim': 2, 'eis_new_dim': 2, 'hecke_cutter_primes': [], 'hecke_orbit_code': 69105352707, 'hecke_orbit_dims': [6], 'label': '3.23.b', 'level': 3, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [3], 'level_radical': 3, 'mf_dim': 8, 'mf_new_dim': 8, 'num_forms': 1, 'prim_orbit_index': 2, 'relative_dim': 6, 'sturm_bound': 7, 'trace_bound': 0, 'trace_display': [0, 86670, 0, -3447063060], 'traces': [6, 0, 86670, -11258688, 0, 293575104, -3447063060, 0, 57339715158, -186869600640, 0, -1325972980800, 2025132496860, 0, 2628031314240, -9703467227136, 0, 42127150135680, 100485688668636, 0, -789079193287812, 1045890315676800, 0, 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mf_twists_cc • Show schema
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id: 764877
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 2, 'source_dim': 6, 'source_embedding_index': 4, 'source_hecke_orbit_code': 69105352707, 'source_is_minimal': True, 'source_label': '3.23.b.a.2.4', 'source_level': 3, 'target_conrey_index': 2, 'target_dim': 6, 'target_embedding_index': 4, 'target_hecke_orbit_code': 69105352707, 'target_is_minimal': True, 'target_label': '3.23.b.a.2.4', 'target_level': 3, 'twist_class_label': '3.23.b.a.2.3', 'twist_class_level': 3, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 23}
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id: 764878
{'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 2, 'source_dim': 6, 'source_embedding_index': 4, 'source_hecke_orbit_code': 69105352707, 'source_is_minimal': True, 'source_label': '3.23.b.a.2.4', 'source_level': 3, 'target_conrey_index': 2, 'target_dim': 6, 'target_embedding_index': 3, 'target_hecke_orbit_code': 69105352707, 'target_is_minimal': True, 'target_label': '3.23.b.a.2.3', 'target_level': 3, 'twist_class_label': '3.23.b.a.2.3', 'twist_class_level': 3, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 23}
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id: 764879
{'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 2, 'source_dim': 6, 'source_embedding_index': 4, 'source_hecke_orbit_code': 69105352707, 'source_is_minimal': True, 'source_label': '3.23.b.a.2.4', 'source_level': 3, 'target_conrey_index': 17, 'target_dim': 6, 'target_embedding_index': 3, 'target_hecke_orbit_code': 4503874891153456, 'target_is_minimal': False, 'target_label': '48.23.e.b.17.3', 'target_level': 48, 'twist_class_label': '3.23.b.a.2.3', 'twist_class_level': 3, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 23}
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id: 764880
{'conductor': 12, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 2, 'source_dim': 6, 'source_embedding_index': 4, 'source_hecke_orbit_code': 69105352707, 'source_is_minimal': True, 'source_label': '3.23.b.a.2.4', 'source_level': 3, 'target_conrey_index': 17, 'target_dim': 6, 'target_embedding_index': 4, 'target_hecke_orbit_code': 4503874891153456, 'target_is_minimal': False, 'target_label': '48.23.e.b.17.4', 'target_level': 48, 'twist_class_label': '3.23.b.a.2.3', '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: 9375
{'charpoly_factorization': [[[29355848096337100800, 0, 80075672893440, 0, 18212256, 0, 1], 1]], 'hecke_orbit_code': 69105352707, 'p': 2}
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id: 9376
{'charpoly_factorization': [[[30903154382632612361920641803529, -85350094092253585553796270, -781828131100557606561, 5953529396511900, -24914013129, -86670, 1], 1]], 'hecke_orbit_code': 69105352707, 'p': 3}
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id: 9377
{'charpoly_factorization': [[[63897686213727155349321495037624320000000000, 0, 9744370606438839458678707200000, 0, 6454272741180480, 0, 1], 1]], 'hecke_orbit_code': 69105352707, 'p': 5}
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id: 9378
{'charpoly_factorization': [[[-42228025734084859434336200, -2305749223118242356, 1723531530, 1], 2]], 'hecke_orbit_code': 69105352707, 'p': 7}
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id: 9379
{'charpoly_factorization': [[[20053005048177212484347091249590112684571241861796061623987732480000, 0, 26790732770494129829211674242522055131783372800, 0, 335898058626726348202560, 0, 1], 1]], 'hecke_orbit_code': 69105352707, 'p': 11}
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id: 9380
{'charpoly_factorization': [[[-23779019734975126635511300366339880, -3904914621510524615368596, -1012566248430, 1], 2]], 'hecke_orbit_code': 69105352707, 'p': 13}
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id: 9381
{'charpoly_factorization': [[[637031815708570973299217107801463918007998782786108579970535087214997172702412800, 0, 10068520115687784670130976217873506364948465300442972160, 0, 6392500011878068428093858816, 0, 1], 1]], 'hecke_orbit_code': 69105352707, 'p': 17}
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id: 9382
{'charpoly_factorization': [[[73391021718107120917577293922142133413592, -2876187569609953007577629844, -50242844334318, 1], 2]], 'hecke_orbit_code': 69105352707, 'p': 19}
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id: 9383
{'charpoly_factorization': [[[2065496837882801872247454452139074316638171659181298613739814047080657128370063054523596800, 0, 5639833578482595893138201881515498764072120596676217319587840, 0, 4535618852854995346052731443456, 0, 1], 1]], 'hecke_orbit_code': 69105352707, 'p': 23}
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id: 9384
{'charpoly_factorization': [[[15086411028937541747918635272712328680074923060960414994558568634529861349550891643064811520000, 0, 19526197467659336258883151259476629166350166562574938215948492800, 0, 281570186197577620658272447909440, 0, 1], 1]], 'hecke_orbit_code': 69105352707, 'p': 29}
-
id: 9385
{'charpoly_factorization': [[[-6645772892741369852345265105399279342131689820168, 1071857657591742539019766402863372, -57054831200576646, 1], 2]], 'hecke_orbit_code': 69105352707, 'p': 31}
-
id: 9386
{'charpoly_factorization': [[[1748564403761918131968374866541728717418367351671320, 18147257585359538839240270041045804, -341891437040330910, 1], 2]], 'hecke_orbit_code': 69105352707, 'p': 37}
-
id: 9387
{'charpoly_factorization': [[[35348983021820934211936746384671581580260690897210931079963963578503626394908367859377554904143133409280000, 0, 338360787921115059580971832882662899531068845928338768608968456146124800, 0, 1034365210776517683474365801951381760, 0, 1], 1]], 'hecke_orbit_code': 69105352707, 'p': 41}
-
id: 9388
{'charpoly_factorization': [[[106461514237603426527778812882425268584857714578376600, -391211028539951667199065154422826836, -136636665084884670, 1], 2]], 'hecke_orbit_code': 69105352707, 'p': 43}
-
id: 9389
{'charpoly_factorization': [[[536802973430903430242785071786040378310227971488316256947569803669129065832825917237514489360590417218764800, 0, 4876225735422761668566255505824101540037258624431891048783198841691176960, 0, 7252745897903712724795590282504324096, 0, 1], 1]], 'hecke_orbit_code': 69105352707, 'p': 47}
-
id: 9390
{'charpoly_factorization': [[[46902550790697988267281901926818399278575402375699990292520211766080418586689842657711339449894589704821329100800, 0, 7616678816883387289308477014976558779294607906886601959801246802086749020160, 0, 214765125561018813344249520814784901696, 0, 1], 1]], 'hecke_orbit_code': 69105352707, 'p': 53}
-
id: 9391
{'charpoly_factorization': [[[153318681663677326796068647201728581623079757494811887576851647387399519916754599448765456730986792726957239828480000, 0, 931641011007624647072892061960384256221681607916416933418076495753942737100800, 0, 1718237873968680879381461181200644944960, 0, 1], 1]], 'hecke_orbit_code': 69105352707, 'p': 59}
-
id: 9392
{'charpoly_factorization': [[[56651968122313644027146413860687292437334738901305596659032, -1439511356045116514125533121741053188628, -60824625194072746446, 1], 2]], 'hecke_orbit_code': 69105352707, 'p': 61}
-
id: 9393
{'charpoly_factorization': [[[-384365593676242600560612530592583262565960137902062963982760, -24889188959125077816561987067150644860436, -37850785543087630350, 1], 2]], 'hecke_orbit_code': 69105352707, 'p': 67}
-
id: 9394
{'charpoly_factorization': [[[21016691389313928484046746575060054967288607134795982547608726428151100684845262106542628477926853139890450334660689920000, 0, 6293628719923283721194837579756190105159520716047261230319892454424858105875660800, 0, 203107671796324982316917156529307242819840, 0, 1], 1]], 'hecke_orbit_code': 69105352707, 'p': 71}
-
id: 9395
{'charpoly_factorization': [[[7667782134081863116296754840346207355736568730311852711594680, -133408143585783617059446662393382857784756, 28589240654766993450, 1], 2]], 'hecke_orbit_code': 69105352707, 'p': 73}
-
id: 9396
{'charpoly_factorization': [[[164263334908566758143951990313805889457194792822424569384375672, -1167184562672658831630554366817153439694964, -192268697945663868198, 1], 2]], 'hecke_orbit_code': 69105352707, 'p': 79}
-
id: 9397
{'charpoly_factorization': [[[102892022801887463989314683514258791171302148623505346501268312464006087254395871651357178762296232750085596116638551244800, 0, 591763289001341787532387832280012006064311300276039649924388245691860693582917672960, 0, 2152310084639832601551231591672812557386816, 0, 1], 1]], 'hecke_orbit_code': 69105352707, 'p': 83}
-
id: 9398
{'charpoly_factorization': [[[211503335125511338406707433309746259040877683396624408769890999143027768896205009895206547803263591814291902093251292692480000, 0, 3478078148696193943271279538757338329915526281060290357790887162307726626523843788800, 0, 6121052824348250995569795071476622660655360, 0, 1], 1]], 'hecke_orbit_code': 69105352707, 'p': 89}
-
id: 9399
{'charpoly_factorization': [[[-29051643872581582834454816867345680847720267880076415816615692040, -20298645008342536347980405682588637914601716, -782615844253494972870, 1], 2]], 'hecke_orbit_code': 69105352707, 'p': 97}
-
mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 2, 'hecke_orbit': 1, 'label': '3.23.b.a', 'level': 3, 'portrait': 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', 'weight': 23}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 20414000
{'hecke_orbit_code': 69105352707, 'n': 1, 'trace_an': 6}
-
id: 20414001
{'hecke_orbit_code': 69105352707, 'n': 2, 'trace_an': 0}
-
id: 20414002
{'hecke_orbit_code': 69105352707, 'n': 3, 'trace_an': 86670}
-
id: 20414003
{'hecke_orbit_code': 69105352707, 'n': 4, 'trace_an': -11258688}
-
id: 20414004
{'hecke_orbit_code': 69105352707, 'n': 5, 'trace_an': 0}
-
id: 20414005
{'hecke_orbit_code': 69105352707, 'n': 6, 'trace_an': 293575104}
-
id: 20414006
{'hecke_orbit_code': 69105352707, 'n': 7, 'trace_an': -3447063060}
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id: 20414007
{'hecke_orbit_code': 69105352707, 'n': 8, 'trace_an': 0}
-
id: 20414008
{'hecke_orbit_code': 69105352707, 'n': 9, 'trace_an': 57339715158}
-
id: 20414009
{'hecke_orbit_code': 69105352707, 'n': 10, 'trace_an': -186869600640}
-
id: 20414010
{'hecke_orbit_code': 69105352707, 'n': 11, 'trace_an': 0}
-
id: 20414011
{'hecke_orbit_code': 69105352707, 'n': 12, 'trace_an': -1325972980800}
-
id: 20414012
{'hecke_orbit_code': 69105352707, 'n': 13, 'trace_an': 2025132496860}
-
id: 20414013
{'hecke_orbit_code': 69105352707, 'n': 14, 'trace_an': 0}
-
id: 20414014
{'hecke_orbit_code': 69105352707, 'n': 15, 'trace_an': 2628031314240}
-
id: 20414015
{'hecke_orbit_code': 69105352707, 'n': 16, 'trace_an': -9703467227136}
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