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mf_newforms • Show schema
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{'Nk2': 23232, 'analytic_conductor': 134.14912525778982, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 12, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 2, 'char_parity': 1, 'char_values': [48, 2, [31, 37, 17], [1, 2, 1]], 'cm_discs': [], 'conrey_index': 47, 'conrey_indexes': [47], 'dim': 12, 'field_disc': 22422890407571698862419369426623368844055290244553033065806006976305641616685000303664842698877155297374762849639934920294400, 'field_disc_factorization': [[2, 16], [3, 2], [5, 2], [41, 2], [79, 4], [3361, 2], [42727, 4], [6794977967, 2], [1911866587644217, 4]], 'field_poly': [19712403329393476880677174731487464005719014685725602860466895919544911300998405793425, -1920946563324098556535606567058433273738820068657811948770593657954959590, 1920946563324157816614046813331801092034051013576929032751993118806159193, -118520156880493228736268429816616214081899513055279731372122, 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'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '48.22.c.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': '48.22.c.b', 'prim_orbit_index': 2, 'qexp_display': 'q+\\beta _{1}q^{3}-\\beta _{5}q^{5}+(3727\\beta _{1}+2\\beta _{3}+\\cdots)q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 12, 'rm_discs': [], 'sato_tate_group': '21.2.3.c2', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '48.22.c', 'trace_display': [0, 0, 0, 0], 'trace_hash': 1474051397356317187, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '10.289', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1206.969', 'prec': 27}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '218417.157', 'prec': 34}], 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mf_hecke_nf • Show schema
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mf_newspaces • Show schema
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{'Nk2': 23232, 'analytic_conductor': 134.14912525778982, 'char_conductor': 12, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 2, 'char_parity': 1, 'char_values': [48, 2, [31, 37, 17], [1, 2, 1]], 'conrey_index': 47, 'cusp_dim': 162, 'dim': 42, 'eis_dim': 12, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 137808052272, 'hecke_orbit_dims': [2, 12, 28], 'label': '48.22.c', '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': 174, 'mf_new_dim': 42, 'num_forms': 3, 'prim_orbit_index': 2, 'relative_dim': 42, 'sturm_bound': 176, 'trace_bound': 1, 'trace_display': [0, 0, 0, 0], 'traces': [42, 0, 0, 0, 0, 0, 0, 0, -14588273310, 0, 0, 0, -532697931828, 0, 0, 0, 0, 0, 0, 0, -18973734323748, 0, 0, 0, -4548801844546638, 0, 0, 0, 0, 0, 0, 0, -10307998436142528, 0, 0, 0, 116108139301888572, 0, 0, 0, 0, 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mf_twists_nf • Show schema
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id: 39515
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 3, 'source_dim': 12, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '48.22.c.b', 'source_level': 48, 'target_char_orbit': 3, 'target_dim': 12, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '48.22.c.b', 'target_level': 48, 'twist_class_label': '48.22.c.b', 'twist_class_level': 48, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 22}
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id: 39516
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 12, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '48.22.c.b', 'source_level': 48, 'target_char_orbit': 3, 'target_dim': 12, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '48.22.c.b', 'target_level': 48, 'twist_class_label': '48.22.c.b', 'twist_class_level': 48, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 22}
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id: 39517
{'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 12, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '48.22.c.b', 'source_level': 48, 'target_char_orbit': 3, 'target_dim': 12, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '48.22.c.b', 'target_level': 48, 'twist_class_label': '48.22.c.b', 'twist_class_level': 48, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 22}
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id: 39518
{'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 12, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '48.22.c.b', 'source_level': 48, 'target_char_orbit': 3, 'target_dim': 12, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '48.22.c.b', 'target_level': 48, 'twist_class_label': '48.22.c.b', 'twist_class_level': 48, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 22}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 161850
{'charpoly_factorization': [[[0, 1], 12]], 'hecke_orbit_code': 4503737435422768, 'p': 2}
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id: 161851
{'charpoly_factorization': [[[1310020508637620352391208095712502073964245732475093456566329, 0, -37253548148710007055309262909759633466603149270254, 0, 6596035545052280533302605381881937659263, 0, 742966831940131258332995648988, 0, 60282365953174767207, 0, -3111589134, 0, 1], 1]], 'hecke_orbit_code': 4503737435422768, 'p': 3}
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id: 161852
{'charpoly_factorization': [[[90570694515423374488074569298677468160000000, 0, 1019682397753142987729349504000, 0, 2013998593162176, 0, 1], 2]], 'hecke_orbit_code': 4503737435422768, 'p': 5}
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id: 161853
{'charpoly_factorization': [[[9859468284779075440683285700194101155189042714507968, 0, 354369870722522382386246590730826672, 0, 2060004866502394980, 0, 1], 2]], 'hecke_orbit_code': 4503737435422768, 'p': 7}
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id: 161854
{'charpoly_factorization': [[[-536961215236981115821441831797015713911484641971824428074835968000, 0, 217425290687478398094504706446540031577558016, 0, -27213562023093075532608, 0, 1], 2]], 'hecke_orbit_code': 4503737435422768, 'p': 11}
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id: 161855
{'charpoly_factorization': [[[-32331277704878882601631157143078840, -289209453400324280200884, 389524907670, 1], 4]], 'hecke_orbit_code': 4503737435422768, 'p': 13}
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id: 161856
{'charpoly_factorization': [[[754133881211269378573978686367628264182860720936939057050792071799400038400000, 0, 31918233888287943414232420563451728354325209205702656, 0, 338709399914423962704632832, 0, 1], 2]], 'hecke_orbit_code': 4503737435422768, 'p': 17}
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id: 161857
{'charpoly_factorization': [[[4102369083561153586788746167879193983805444730419302861662039403358734434436800, 0, 256993349578863535708248537439830223662411516512093616, 0, 2451895788634457603902716708, 0, 1], 2]], 'hecke_orbit_code': 4503737435422768, 'p': 19}
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id: 161858
{'charpoly_factorization': [[[-34137163840271837249762377047314757032439724890679698855856158804955797012432814080, 0, 96422340379250212722004264826600432400558152745907961856, 0, -41304897001549010000146205952, 0, 1], 2]], 'hecke_orbit_code': 4503737435422768, 'p': 23}
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id: 161859
{'charpoly_factorization': [[[78332293366988342091952803916170900749728436047993659189729691940155430491609929600000000000, 0, 65370155527797773133892805774370119027411212683856419273600000, 0, 15595340209212041653854954778560, 0, 1], 2]], 'hecke_orbit_code': 4503737435422768, 'p': 29}
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id: 161860
{'charpoly_factorization': [[[14030948568257183323375473508194205251427749251147371785079676392383153332252819785708099396800, 0, 2237567157007230078474894017567162388350059157164151453831872176, 0, 95355877064448509596918789691652, 0, 1], 2]], 'hecke_orbit_code': 4503737435422768, 'p': 31}
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id: 161861
{'charpoly_factorization': [[[6895694426226706420644067990808765349762015031720, 341546354384626778319391875374316, -49642916057957490, 1], 4]], 'hecke_orbit_code': 4503737435422768, 'p': 37}
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id: 161862
{'charpoly_factorization': [[[3645074700427110072430629337191381440685458199690464560010662603076614736737484250724885193702768640, 0, 14785260605114525166753187167475290261390698784916698839321274925056, 0, 14027673357289695590878968706459392, 0, 1], 2]], 'hecke_orbit_code': 4503737435422768, 'p': 41}
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id: 161863
{'charpoly_factorization': [[[362901965493169234517929130244823435863705511134146005216809034314621449125825021847616136044748992, 0, 3818259106108224696358349554675281207081006083895852943201999857840, 0, 6555943412238949650126699082761924, 0, 1], 2]], 'hecke_orbit_code': 4503737435422768, 'p': 43}
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id: 161864
{'charpoly_factorization': [[[-3498332431253861111692304138212169215322978188664659041017523505883368339473996070817610186720333004800000, 0, 82453801457298534204586038503181268014725851471146345985134249345024000, 0, -533338768065733486639284911492551680, 0, 1], 2]], 'hecke_orbit_code': 4503737435422768, 'p': 47}
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id: 161865
{'charpoly_factorization': [[[21051835628662559119536059790583064509272237308459733526020888188279276121528178735647528104277426897936384000, 0, 23560207853457490869637386613077613703310748599506477077405668929905929216, 0, 8507199640722928053406930927786041792, 0, 1], 2]], 'hecke_orbit_code': 4503737435422768, 'p': 53}
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id: 161866
{'charpoly_factorization': [[[-1148136271611932461753932112931940583056517691567605255940926761668993718290813984046624685003077427200000, 0, 61128871019594995947000867498911039658756469329215889934043068513176576, 0, -482479407563097218780719082098988352, 0, 1], 2]], 'hecke_orbit_code': 4503737435422768, 'p': 59}
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id: 161867
{'charpoly_factorization': [[[-6717446222515449393863819906389365071301165669577634168, -41703222359569005139204098758374644084, -4705862677377220698, 1], 4]], 'hecke_orbit_code': 4503737435422768, 'p': 61}
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id: 161868
{'charpoly_factorization': [[[5320700865607254952475411307247002574539963720217924180193656981577525283304944445876969148330452644798214964928, 0, 69902016769732061327334351269658429023171621916501280747271868214417696417200, 0, 763335705837938048674908101026719240996, 0, 1], 2]], 'hecke_orbit_code': 4503737435422768, 'p': 67}
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id: 161869
{'charpoly_factorization': [[[-84667161375530314043476916310149758899232519814889093924390869642493631553996801802467875163536466493430578020352000, 0, 720985205727005790607830731635499267314744765610469658051489416288281727123456, 0, -1580788716113793164664590723810597799168, 0, 1], 2]], 'hecke_orbit_code': 4503737435422768, 'p': 71}
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id: 161870
{'charpoly_factorization': [[[-44198637734428042465382099575065766278231811762767527557480, -1350731053509581624742250219220455011156, 35440604943281097090, 1], 4]], 'hecke_orbit_code': 4503737435422768, 'p': 73}
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id: 161871
{'charpoly_factorization': [[[1568907186847600511594308054040992974090288543605136389487310162832009025752184116970186047018465380643228077191184939200, 0, 465199069710633264260892179457505937832190700666758193255732549107200012688092336, 0, 41545924972924125968728414397546727147588, 0, 1], 2]], 'hecke_orbit_code': 4503737435422768, 'p': 79}
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id: 161872
{'charpoly_factorization': [[[-968498426942479448992105323863578980629018742951574315576238099057616482305636047320248935709067526255042101416316436480, 0, 364273304685665874162285432099243394016116764780752119260988453122513542087740416, 0, -38196206290381081413731430190639834859328, 0, 1], 2]], 'hecke_orbit_code': 4503737435422768, 'p': 83}
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id: 161873
{'charpoly_factorization': [[[340075025076401983028419720226798451213969526952518063501173391594184677045629127852492822465871623822932472967375817277440, 0, 53942803358008883999748785306239850963117289990773754554165942668508242641447469056, 0, 462081656322586392634775586245576854134528, 0, 1], 2]], 'hecke_orbit_code': 4503737435422768, 'p': 89}
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id: 161874
{'charpoly_factorization': [[[-19126263821404262090595653702551090267469939325601863543805000, 108430030313921475165944385288956748909900, 1179986463484917830250, 1], 4]], 'hecke_orbit_code': 4503737435422768, 'p': 97}
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 3, 'hecke_orbit': 2, 'label': '48.22.c.b', 'level': 48, 'portrait': 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', 'weight': 22}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 82782000
{'hecke_orbit_code': 4503737435422768, 'n': 1, 'trace_an': 12}
-
id: 82782001
{'hecke_orbit_code': 4503737435422768, 'n': 2, 'trace_an': 0}
-
id: 82782002
{'hecke_orbit_code': 4503737435422768, 'n': 3, 'trace_an': 0}
-
id: 82782003
{'hecke_orbit_code': 4503737435422768, 'n': 4, 'trace_an': 0}
-
id: 82782004
{'hecke_orbit_code': 4503737435422768, 'n': 5, 'trace_an': 0}
-
id: 82782005
{'hecke_orbit_code': 4503737435422768, 'n': 6, 'trace_an': 0}
-
id: 82782006
{'hecke_orbit_code': 4503737435422768, 'n': 7, 'trace_an': 0}
-
id: 82782007
{'hecke_orbit_code': 4503737435422768, 'n': 8, 'trace_an': 0}
-
id: 82782008
{'hecke_orbit_code': 4503737435422768, 'n': 9, 'trace_an': 6223178268}
-
id: 82782009
{'hecke_orbit_code': 4503737435422768, 'n': 10, 'trace_an': 0}
-
id: 82782010
{'hecke_orbit_code': 4503737435422768, 'n': 11, 'trace_an': 0}
-
id: 82782011
{'hecke_orbit_code': 4503737435422768, 'n': 12, 'trace_an': 0}
-
id: 82782012
{'hecke_orbit_code': 4503737435422768, 'n': 13, 'trace_an': -1558099630680}
-
id: 82782013
{'hecke_orbit_code': 4503737435422768, 'n': 14, 'trace_an': 0}
-
id: 82782014
{'hecke_orbit_code': 4503737435422768, 'n': 15, 'trace_an': 0}
-
id: 82782015
{'hecke_orbit_code': 4503737435422768, 'n': 16, 'trace_an': 0}
-
id: 82782016
{'hecke_orbit_code': 4503737435422768, 'n': 17, 'trace_an': 0}
-
id: 82782017
{'hecke_orbit_code': 4503737435422768, 'n': 18, 'trace_an': 0}
-
id: 82782018
{'hecke_orbit_code': 4503737435422768, 'n': 19, 'trace_an': 0}
-
id: 82782019
{'hecke_orbit_code': 4503737435422768, 'n': 20, 'trace_an': 0}
-
id: 82782020
{'hecke_orbit_code': 4503737435422768, 'n': 21, 'trace_an': -467668605656952}
-
id: 82782021
{'hecke_orbit_code': 4503737435422768, 'n': 22, 'trace_an': 0}
-
id: 82782022
{'hecke_orbit_code': 4503737435422768, 'n': 23, 'trace_an': 0}
-
id: 82782023
{'hecke_orbit_code': 4503737435422768, 'n': 24, 'trace_an': 0}
-
id: 82782024
{'hecke_orbit_code': 4503737435422768, 'n': 25, 'trace_an': -2333948474211204}
-
id: 82782025
{'hecke_orbit_code': 4503737435422768, 'n': 26, 'trace_an': 0}
-
id: 82782026
{'hecke_orbit_code': 4503737435422768, 'n': 27, 'trace_an': 0}
-
id: 82782027
{'hecke_orbit_code': 4503737435422768, 'n': 28, 'trace_an': 0}
-
id: 82782028
{'hecke_orbit_code': 4503737435422768, 'n': 29, 'trace_an': 0}
-
id: 82782029
{'hecke_orbit_code': 4503737435422768, 'n': 30, 'trace_an': 0}
-
id: 82782030
{'hecke_orbit_code': 4503737435422768, 'n': 31, 'trace_an': 0}
-
id: 82782031
{'hecke_orbit_code': 4503737435422768, 'n': 32, 'trace_an': 0}
-
id: 82782032
{'hecke_orbit_code': 4503737435422768, 'n': 33, 'trace_an': -2878569233493120}
-
id: 82782033
{'hecke_orbit_code': 4503737435422768, 'n': 34, 'trace_an': 0}
-
id: 82782034
{'hecke_orbit_code': 4503737435422768, 'n': 35, 'trace_an': 0}
-
id: 82782035
{'hecke_orbit_code': 4503737435422768, 'n': 36, 'trace_an': 0}
-
id: 82782036
{'hecke_orbit_code': 4503737435422768, 'n': 37, 'trace_an': 198571664231829960}
-
id: 82782037
{'hecke_orbit_code': 4503737435422768, 'n': 38, 'trace_an': 0}
-
id: 82782038
{'hecke_orbit_code': 4503737435422768, 'n': 39, 'trace_an': 0}
-
id: 82782039
{'hecke_orbit_code': 4503737435422768, 'n': 40, 'trace_an': 0}
-
id: 82782040
{'hecke_orbit_code': 4503737435422768, 'n': 41, 'trace_an': 0}
-
id: 82782041
{'hecke_orbit_code': 4503737435422768, 'n': 42, 'trace_an': 0}
-
id: 82782042
{'hecke_orbit_code': 4503737435422768, 'n': 43, 'trace_an': 0}
-
id: 82782043
{'hecke_orbit_code': 4503737435422768, 'n': 44, 'trace_an': 0}
-
id: 82782044
{'hecke_orbit_code': 4503737435422768, 'n': 45, 'trace_an': -520853659458386688}
-
id: 82782045
{'hecke_orbit_code': 4503737435422768, 'n': 46, 'trace_an': 0}
-
id: 82782046
{'hecke_orbit_code': 4503737435422768, 'n': 47, 'trace_an': 0}
-
id: 82782047
{'hecke_orbit_code': 4503737435422768, 'n': 48, 'trace_an': 0}
-
id: 82782048
{'hecke_orbit_code': 4503737435422768, 'n': 49, 'trace_an': -1537469097010171836}
-
id: 82782049
{'hecke_orbit_code': 4503737435422768, 'n': 50, 'trace_an': 0}
-
id: 82782050
{'hecke_orbit_code': 4503737435422768, 'n': 51, 'trace_an': 0}
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