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mf_newforms • Show schema
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{'Nk2': 1850, 'analytic_conductor': 7.64937726820448, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 37, 'char_degree': 2, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 4, 'char_parity': -1, 'char_values': [74, 4, [39], [1]], 'cm_discs': [], 'conrey_indexes': [31, 43], 'dim': 14, 'field_disc': -238068464785061850427287647243561339669364281027239870464, 'field_disc_factorization': [[-1, 1], [2, 22], [3, 8], [93011353548265696998541, 2]], 'field_poly': [446074380544, 0, 220261242916, 0, 29089700589, 0, 1392846203, 0, 24875201, 0, 198453, 0, 727, 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': [[3, [226431319104, 0, 404504432361, 0, 45141045588, 0, 1725350400, 0, 27433122, 0, 207280, 0, 740, 0, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 206242316362, 'hecke_ring_generator_nbound': 5, 'hecke_ring_index': 2, 'hecke_ring_index_factorization': [[2, 1]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 37, 4, -1, 4, 0]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '74.5.d.a', 'level': 74, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 37], 'level_radical': 74, 'minimal_twist': '74.5.d.a', 'prim_orbit_index': 4, 'qexp_display': 'q+(-2+2\\beta _{5})q^{2}+(\\beta _{1}+\\beta _{5})q^{3}-8\\beta _{5}q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 7, 'rm_discs': [], 'sato_tate_group': '4.2.3.c4', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '74.5.d', 'trace_display': [-28, 0, -12, 48], 'trace_hash': 1308381093442093780, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__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': 1850, 'analytic_conductor': 7.64937726820448, 'char_conductor': 37, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 4, 'char_parity': -1, 'char_values': [74, 4, [39], [1]], 'conrey_indexes': [31, 43], 'cusp_dim': 72, 'dim': 28, 'eis_dim': 8, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 206242316362, 'hecke_orbit_dims': [14, 14], 'label': '74.5.d', 'level': 74, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 37], 'level_radical': 74, 'mf_dim': 80, 'mf_new_dim': 28, 'num_forms': 2, 'prim_orbit_index': 4, 'relative_dim': 14, 'sturm_bound': 47, 'trace_bound': 2, 'trace_display': [0, 0, 24, 0], 'traces': [28, 0, 0, 0, 24, 0, 0, 0, -692, 192, 0, 320, -160, -192, -756, -1792, 168, 0, -512, 192, 0, -640, -348, 0, 0, -192, 0, 0, 1212, 0, 3204, 0, 2736, 3456, 324, 0, 96, -576, -5324, 0, 0, -6208, 5552, 0, 3924, 2624, -1176, 0, 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mf_twists_cc • Show schema
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id: 2184461
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 31, 'source_dim': 14, 'source_embedding_index': 6, 'source_hecke_orbit_code': 206242316362, 'source_is_minimal': True, 'source_label': '74.5.d.a.31.6', 'source_level': 74, 'target_conrey_index': 31, 'target_dim': 14, 'target_embedding_index': 6, 'target_hecke_orbit_code': 206242316362, 'target_is_minimal': True, 'target_label': '74.5.d.a.31.6', 'target_level': 74, 'twist_class_label': '74.5.d.a.31.6', 'twist_class_level': 74, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 5}
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id: 2184462
{'conductor': 37, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 31, 'source_dim': 14, 'source_embedding_index': 6, 'source_hecke_orbit_code': 206242316362, 'source_is_minimal': True, 'source_label': '74.5.d.a.31.6', 'source_level': 74, 'target_conrey_index': 43, 'target_dim': 14, 'target_embedding_index': 2, 'target_hecke_orbit_code': 206242316362, 'target_is_minimal': True, 'target_label': '74.5.d.a.43.2', 'target_level': 74, 'twist_class_label': '74.5.d.a.31.6', 'twist_class_level': 74, 'twisting_char_label': '37.6', 'twisting_conrey_index': 6, 'weight': 5}
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mf_hecke_charpolys • Show schema
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id: 230025
{'charpoly_factorization': [[[8, 4, 1], 7]], 'hecke_orbit_code': 206242316362, 'p': 2}
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id: 230026
{'charpoly_factorization': [[[226431319104, 0, 404504432361, 0, 45141045588, 0, 1725350400, 0, 27433122, 0, 207280, 0, 740, 0, 1], 1]], 'hecke_orbit_code': 206242316362, 'p': 3}
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id: 230027
{'charpoly_factorization': [[[620588620524423168, -273427801103532672, 60235363607807844, -3498264471565008, 74643350301216, 4872792793392, 467944112853, -20074895052, 496476072, 56651568, 2860027, 6720, 72, 12, 1], 1]], 'hecke_orbit_code': 206242316362, 'p': 5}
-
id: 230028
{'charpoly_factorization': [[[-100815033192, -11645344668, -161084388, 18014378, 294002, -10081, -24, 1], 2]], 'hecke_orbit_code': 206242316362, 'p': 7}
-
id: 230029
{'charpoly_factorization': [[[3555389679150663885298780224, 0, 30786729739276427459576649, 0, 11611310251665510105108, 0, 1765871760294107680, 0, 136813990467842, 0, 5685544208, 0, 119972, 0, 1], 1]], 'hecke_orbit_code': 206242316362, 'p': 11}
-
id: 230030
{'charpoly_factorization': [[[23318174372359129544166593868288, -615689477589945855996678405312, 8128284975523773947221183044, -32631621643472225882300520, 30656084696554543053704, -74224507890936394652, 14106130957302605221, -26340751501582612, 12641890448128, 259623679844, 7172640171, -4324272, 1568, 56, 1], 1]], 'hecke_orbit_code': 206242316362, 'p': 13}
-
id: 230031
{'charpoly_factorization': [[[10697846111759653183739233145069568, 140913421575491580754809933480960, 928064966193744919553123265600, 382529562914297608379001984, 619251038736636237027456, 47640256704300198744960, 580641257218188743296, -912226772476469792, 1377488646146624, 9293010049232, 42755476512, -38274032, 60552, 348, 1], 1]], 'hecke_orbit_code': 206242316362, 'p': 17}
-
id: 230032
{'charpoly_factorization': [[[53605240158173861470232477861888, -4112453988930873907821385327104, 157748363417178253556440036416, -691975380336593141767340288, 1241620307166973397053440, 9191265806071565640256, 107316641253439273216, -298547958083429056, 574513264458528, 5688400414208, 29086468352, -6359768, 16928, 184, 1], 1]], 'hecke_orbit_code': 206242316362, 'p': 19}
-
id: 230033
{'charpoly_factorization': [[[66257458850277198664195633709317474248, -972020185464860598610154865913754760, 7129938706872012616930591775048100, -12333327196623355825090670123712, 6347030384245182268690557738, 16475075976544935733234566, 223181451711099707512869, -168006820845655416432, 68238471433958742, 253811633961330, 875547485155, -319830472, 126002, 502, 1], 1]], 'hecke_orbit_code': 206242316362, 'p': 23}
-
id: 230034
{'charpoly_factorization': [[[14710170647216120027390308869192, -22694136659455758350425261142760, 17505705782397613936766228208900, -68943768824767913129919694992, 124295974405920218717148522, 8527276134713140336298670, 490388740821718665361021, -402216869967063640772, 178027246709927006, 779809485497234, 2036410149891, -272630864, 112338, 474, 1], 1]], 'hecke_orbit_code': 206242316362, 'p': 29}
-
id: 230035
{'charpoly_factorization': [[[170997009840785190286654387043526770688, 11078482839317621916319884858353123328, 358874059070773131856514202157507584, -851185415227789515086918375331648, 1122725604336273375538215934754, 3767754172790471800237023126, 6328827880915800922113513, -277654104371545337432, 722245154104056158, 2832887379233394, 5689071333439, -364752824, 198450, 630, 1], 1]], 'hecke_orbit_code': 206242316362, 'p': 31}
-
id: 230036
{'charpoly_factorization': [[[81217248802771228597652036390959994837496721, 110244894090875866882528651795978161356784, 160871419840598012617539147959884018559, 162366274771157448469767076257503264, 167281888057666067367348002883233, 130548828773821308083525744272, 110556556769158208173658031, 80233937132407653023680, 58989892954318336671, 37167143747442832, 25411378954193, 13160374304, 6957359, 2544, 1], 1]], 'hecke_orbit_code': 206242316362, 'p': 37}
-
id: 230037
{'charpoly_factorization': [[[7246177360907520125384695287920279554753536, 0, 107855855905919811318243474673601080017, 0, 413072715224163746852208767392848, 0, 620636551438065138669236032, 0, 425351276396550680754, 0, 137732853458320, 0, 20036256, 0, 1], 1]], 'hecke_orbit_code': 206242316362, 'p': 41}
-
id: 230038
{'charpoly_factorization': [[[975439171252886215934733192876987561369673728, -1906231840177355453760685589738699721077760, 1862607087963607886240673190450878849600, 142036801401617996520395226188150016, 1044845766122580113005071318875648, -2163840099992369545365755496640, 2243841601639030653719613376, 362872525701628326626112, 135440804290890244384, -158897944552397600, 101285827755248, 5937825624, 1874048, -1936, 1], 1]], 'hecke_orbit_code': 206242316362, 'p': 43}
-
id: 230039
{'charpoly_factorization': [[[35088683333141650499352, -66447747299264662188, -171855164490193008, 82020699224100, 44808697206, -17455037, -2858, 1], 2]], 'hecke_orbit_code': 206242316362, 'p': 47}
-
id: 230040
{'charpoly_factorization': [[[159460813575796303673448, 851433391106932916316, -159782108392779924, -598334419801778, -188622671030, 9018197, 10114, 1], 2]], 'hecke_orbit_code': 206242316362, 'p': 53}
-
id: 230041
{'charpoly_factorization': [[[18644808608104127786086775254482780001752586518528, 6610615145365394007209724131242144220386148352, 1171914218018297173260730645997921743094784, 146253909237775099909124753058425922816, 765827404400944075723256599599887136, 289460564778832937120463460126560, 55067525460403522122300027408, 3493264501040773578323328, 8413628297688870612624, 3354145944778251312, 672858080714056, 16248593168, 10134002, 4502, 1], 1]], 'hecke_orbit_code': 206242316362, 'p': 59}
-
id: 230042
{'charpoly_factorization': [[[49507886153480710747990130458458832184356537049088, 63424747444974573612953666531752246616393659392, 40626846559232342630730194046863304479206464, -38959315005496510972456889340500049968208, 19656318375580235702789102670531807026, 506880700086132826853973990398918, -151720016976357961129865666927, 3308780057125467434373740, 92300458075058152972470, 12776968110218817698, 854663900936535, 38817306632, 70876418, 11906, 1], 1]], 'hecke_orbit_code': 206242316362, 'p': 61}
-
id: 230043
{'charpoly_factorization': [[[15831639880010305288816568770363230893717583888384, 0, 12291447108735262800136605958026518269322496, 0, 3937008247905972287163731339380568644, 0, 670300970651140918007651067849, 0, 64961452844638437031198, 0, 3536450867395315, 0, 97715094, 0, 1], 1]], 'hecke_orbit_code': 206242316362, 'p': 67}
-
id: 230044
{'charpoly_factorization': [[[-29917430741912711275023072, -27689917844807739490416, 3215160885128645688, 4279448363023780, -372011918398, -116981019, 5612, 1], 2]], 'hecke_orbit_code': 206242316362, 'p': 71}
-
id: 230045
{'charpoly_factorization': [[[1986783413999087114352765324330652871626507480278016, 0, 1967689132627383186778286521897523587597892545, 0, 481765948808389604967406388550145077432, 0, 45464531561607509056788947471864, 0, 1826717794075754533156706, 0, 34439410891823880, 0, 302534824, 0, 1], 1]], 'hecke_orbit_code': 206242316362, 'p': 73}
-
id: 230046
{'charpoly_factorization': [[[2184656274179713892590083294602678205290848982901248, 196210747423217516772580166401455114449218588608, 8811147515375841719627828054966109718758084, -26764321428539040868602778285879560137616, 92542485208999418655204849608119987488, 7260365851483915893396440084182280, 442779389997159263545236575637, -1273729745523834667600320488, 608734009467049796414272, -44965322539290485904, 2419025219292139, -624799566984, 209879072, -20488, 1], 1]], 'hecke_orbit_code': 206242316362, 'p': 79}
-
id: 230047
{'charpoly_factorization': [[[88875182989874780560689888, 111713676139822486756656, 39001629908430900648, 903065800676956, -1281008043862, -106929595, 10112, 1], 2]], 'hecke_orbit_code': 206242316362, 'p': 83}
-
id: 230048
{'charpoly_factorization': [[[17577399809006235007474457869895088714625200561604608, -24533411305055534465920516341441287648396367026688, 17121083800876899159634048684575124217821214784, -6796555827090527243943280561028210272524288, 1676403606833920617675220861184040924672, -246957030426974099036672159977130880, 25796609609516623529429041231408, -3641881073467540113385489920, 870014230536610066597248, -125089852535241930208, 9893404705681932, -416116877312, 96105248, -13864, 1], 1]], 'hecke_orbit_code': 206242316362, 'p': 89}
-
id: 230049
{'charpoly_factorization': [[[327403091817872880924449219267698076378271449088, -3933788011777090191792685135637434779539324928, 23632470963666677876062658922492552746025984, -56200097889458038344610705453815189867264, 73567917598389691527591657696916464416, -41301342540860987849812844396361184, 9482351040932861514299900128912, 2542641310512518507842835616, 533071891293350744164920, -48712689037267508824, 2311131043175708, 292033537784, 138145442, -16622, 1], 1]], 'hecke_orbit_code': 206242316362, 'p': 97}
-
mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 4, 'hecke_orbit': 1, 'label': '74.5.d.a', 'level': 74, 'portrait': 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', 'weight': 5}
-
mf_hecke_traces • Show schema
Hide schema
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id: 26948000
{'hecke_orbit_code': 206242316362, 'n': 1, 'trace_an': 14}
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id: 26948001
{'hecke_orbit_code': 206242316362, 'n': 2, 'trace_an': -28}
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id: 26948002
{'hecke_orbit_code': 206242316362, 'n': 3, 'trace_an': 0}
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id: 26948003
{'hecke_orbit_code': 206242316362, 'n': 4, 'trace_an': 0}
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id: 26948004
{'hecke_orbit_code': 206242316362, 'n': 5, 'trace_an': -12}
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id: 26948005
{'hecke_orbit_code': 206242316362, 'n': 6, 'trace_an': -40}
-
id: 26948006
{'hecke_orbit_code': 206242316362, 'n': 7, 'trace_an': 48}
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id: 26948007
{'hecke_orbit_code': 206242316362, 'n': 8, 'trace_an': 224}
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id: 26948008
{'hecke_orbit_code': 206242316362, 'n': 9, 'trace_an': -346}
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id: 26948009
{'hecke_orbit_code': 206242316362, 'n': 10, 'trace_an': 48}
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id: 26948010
{'hecke_orbit_code': 206242316362, 'n': 11, 'trace_an': 0}
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id: 26948011
{'hecke_orbit_code': 206242316362, 'n': 12, 'trace_an': 160}
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id: 26948012
{'hecke_orbit_code': 206242316362, 'n': 13, 'trace_an': -56}
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id: 26948013
{'hecke_orbit_code': 206242316362, 'n': 14, 'trace_an': -96}
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id: 26948014
{'hecke_orbit_code': 206242316362, 'n': 15, 'trace_an': -378}
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id: 26948015
{'hecke_orbit_code': 206242316362, 'n': 16, 'trace_an': -896}
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id: 26948016
{'hecke_orbit_code': 206242316362, 'n': 17, 'trace_an': -348}
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id: 26948017
{'hecke_orbit_code': 206242316362, 'n': 18, 'trace_an': 692}
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id: 26948018
{'hecke_orbit_code': 206242316362, 'n': 19, 'trace_an': -184}
-
id: 26948019
{'hecke_orbit_code': 206242316362, 'n': 20, 'trace_an': -96}
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id: 26948020
{'hecke_orbit_code': 206242316362, 'n': 21, 'trace_an': 0}
-
id: 26948021
{'hecke_orbit_code': 206242316362, 'n': 22, 'trace_an': -320}
-
id: 26948022
{'hecke_orbit_code': 206242316362, 'n': 23, 'trace_an': -502}
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id: 26948023
{'hecke_orbit_code': 206242316362, 'n': 24, 'trace_an': -320}
-
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