Newform data - 7.20.a.a

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• mf_newforms •

  Column	Type
  Nk2	integer
  analytic_conductor	double precision
  analytic_rank	smallint
  analytic_rank_proved	boolean
  artin_degree	integer
  artin_field	numeric[]
  artin_field_label	text
  artin_image	text
  atkin_lehner_eigenvals	integer[]
  atkin_lehner_string	text
  char_conductor	integer
  char_degree	integer
  char_is_minimal	boolean
  char_is_real	boolean
  char_orbit_index	smallint
  char_orbit_label	text
  char_order	integer
  char_parity	smallint
  char_values	jsonb
  cm_discs	integer[]
  conrey_index	integer
  conrey_indexes	integer[]
  dim	integer
  embedded_related_objects	text[]
  field_disc	numeric
  field_disc_factorization	numeric[]
  field_poly	numeric[]
  field_poly_is_cyclotomic	boolean
  field_poly_is_real_cyclotomic	boolean
  field_poly_root_of_unity	integer
  fricke_eigenval	smallint
  has_non_self_twist	smallint
  hecke_cutters	jsonb
  hecke_orbit	integer
  hecke_orbit_code	bigint
  hecke_ring_generator_nbound	integer
  hecke_ring_index	numeric
  hecke_ring_index_factorization	numeric[]
  hecke_ring_index_proved	boolean
  inner_twist_count	integer
  inner_twists	integer[]
  is_cm	boolean
  is_polredabs	boolean
  is_rm	boolean
  is_self_dual	boolean
  is_self_twist	boolean
  is_twist_minimal	boolean
  label	text
  level	integer
  level_is_prime	boolean
  level_is_prime_power	boolean
  level_is_square	boolean
  level_is_squarefree	boolean
  level_primes	integer[]
  level_radical	integer
  minimal_twist	text
  nf_label	text
  prim_orbit_index	smallint
  projective_field	numeric[]
  projective_field_label	text
  projective_image	text
  projective_image_type	text
  qexp_display	text
  related_objects	text[]
  relative_dim	integer
  rm_discs	integer[]
  sato_tate_group	text
  self_twist_discs	integer[]
  self_twist_type	smallint
  space_label	text
  trace_display	numeric[]
  trace_hash	bigint
  trace_moments	numeric[]
  trace_zratio	numeric
  traces	numeric[]
  weight	smallint
  weight_parity	smallint

  
  {'Nk2': 2800, 'analytic_conductor': 16.017168758946653, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[7, -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': [7, 1, [3], [1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 4, 'field_disc': 60669124671351022905, 'field_disc_factorization': [[3, 1], [5, 1], [13, 1], [181, 1], [66797, 1], [25733424547, 1]], 'field_poly': [14876898628, -30288715, -330513, -1, 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': [[2, [207467274240, -467202816, -1278192, 342, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 335544327, 'hecke_ring_generator_nbound': 3, 'hecke_ring_index': 10080, 'hecke_ring_index_factorization': [[2, 5], [3, 2], [5, 1], [7, 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': '7.20.a.a', 'level': 7, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [7], 'level_radical': 7, 'minimal_twist': '7.20.a.a', 'prim_orbit_index': 1, 'qexp_display': 'q+(-86+\\beta _{1})q^{2}+(-7378-8\\beta _{1}+\\cdots)q^{3}+\\cdots', 'related_objects': [], 'relative_dim': 4, 'rm_discs': [], 'sato_tate_group': '19.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '7.20.a', 'trace_display': [-342, -29526, -2486610, 161414428], 'trace_hash': 183013570015448749, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '3.791', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '38.777', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '612.444', 'prec': 24}], 'trace_zratio': 0, 'traces': [4, -342, -29526, 576196, -2486610, -17324244, 161414428, 408794760, -335304432, -1397073720, -5232894012, -2652921096, -24071694934, -13800933594, -150674677560, -695063798768, -1122693554556, -2614443305094, -1689034371682, -6308977253040, -1191480600282, -16919940544224, -20343270469752, -9188544894480, -12146712350000, -5032107987984, 11404928663100, 23251586938972, 17794845083772, 274558228864560, 438619343652812, 172526736764448, 560272505144688, 582762872846028, -100343682702270, 218182607781732, 371101054682492, 269634109145940, -3445721278709808, -2289575448232800, -3519649536072516, -699095733948108, -4463367374178964, -6600729725725248, -1687781379790170, -6244953162457584, -12676380373106604, 4614181098145248, 6513654391641796, 23522915071245150, 8700163413214284, 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• mf_hecke_nf •

  Column	Type
  an	jsonb
  ap	jsonb
  char_orbit_index	smallint
  field_poly	numeric[]
  hecke_orbit_code	bigint
  hecke_ring_character_values	jsonb
  hecke_ring_cyclotomic_generator	integer
  hecke_ring_denominators	numeric[]
  hecke_ring_inverse_denominators	numeric[]
  hecke_ring_inverse_numerators	numeric[]
  hecke_ring_numerators	numeric[]
  hecke_ring_power_basis	boolean
  hecke_ring_rank	integer
  label	text
  level	integer
  maxp	integer
  weight	smallint

  
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[-6172390976735158567145184428, -2823727090625096289032884, 62183401942607823939768, -105521043511973080759433], [-3716524999712665449540718966, 21355516944049050793119832, -327797835778256975707819, 54692589575977930106428], [1733516162654984961386392682, 19521228193910906587970240, -158520409840675348834284, 105081065567911555799400], [12353545547322754386393676692, -16669413066563600405786200, 188035147370874107902310, 2900903649942706857190], [883142475505658605801627088, 10433980886063862057956544, -405936279015975007805736, 17570043824823989417760], [-10268752485390620961479866096, -22037917362103493891099652, 770894727307106986908729, -89772652897034125505559]], 'char_orbit_index': 1, 'field_poly': [14876898628, -30288715, -330513, -1, 1], 'hecke_orbit_code': 335544327, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1, 336, 1], 'hecke_ring_inverse_denominators': [1, 2, 2, 2], 'hecke_ring_inverse_numerators': [[1, 0, 0, 0], [0, 1, 0, 0], [330444, 139, 0, 1], [45808640, 241077, 672, 366]], 'hecke_ring_numerators': [[1, 0, 0, 0], [0, 2, 0, 0], [37566932, -190203, -366, 1], [-330444, -278, 2, 0]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 4, 'label': '7.20.a.a', 'level': 7, 'maxp': 997, 'weight': 20}
• mf_newspaces •

  Column	Type
  AL_dims	jsonb
  ALdims	integer[]
  Nk2	integer
  a4_dim	integer
  a5_dim	integer
  analytic_conductor	double precision
  char_conductor	integer
  char_degree	integer
  char_is_real	boolean
  char_orbit_index	smallint
  char_orbit_label	text
  char_order	integer
  char_parity	smallint
  char_values	jsonb
  conrey_index	integer
  cusp_dim	integer
  dihedral_dim	integer
  dim	integer
  eis_dim	integer
  eis_new_dim	integer
  hecke_cutter_primes	integer[]
  hecke_orbit_code	bigint
  hecke_orbit_dims	integer[]
  label	text
  level	integer
  level_is_prime	boolean
  level_is_prime_power	boolean
  level_is_square	boolean
  level_is_squarefree	boolean
  level_primes	integer[]
  level_radical	integer
  mf_dim	integer
  mf_new_dim	integer
  num_forms	smallint
  plus_dim	integer
  prim_orbit_index	smallint
  relative_dim	integer
  s4_dim	integer
  sturm_bound	integer
  trace_bound	integer
  trace_display	numeric[]
  traces	numeric[]
  weight	smallint
  weight_parity	smallint

  
  {'AL_dims': [[[[7, -1]], 4, 1], [[[7, 1]], 5, 1]], 'ALdims': [5, 4], 'Nk2': 2800, 'analytic_conductor': 16.017168758946653, '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': [7, 1, [3], [1]], 'conrey_index': 1, 'cusp_dim': 11, 'dim': 9, 'eis_dim': 2, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 335544327, 'hecke_orbit_dims': [4, 5], 'label': '7.20.a', 'level': 7, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [7], 'level_radical': 7, 'mf_dim': 13, 'mf_new_dim': 9, 'num_forms': 2, 'plus_dim': 5, 'prim_orbit_index': 1, 'relative_dim': 9, 'sturm_bound': 13, 'trace_bound': 1, 'trace_display': [-457, -61940, 6998986, -40353607], 'traces': [9, -457, -61940, 2365625, 6998986, -33082306, -40353607, 158802903, -320733899, 2020550164, 3711008020, 12443940278, -23169459110, -9160268789, 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103859088171707268468604475756, 12328936667321012597251483216, -13651839647441477216901904220, -139925116816364426275168068410, -53071230590406306526114447992, 36883978507719507721992815562, -50713279687826797482743038054, -37493123951633514412707394926, 30706116756459253425814353152, 20574264546372086701955135352, -104444563860645787204923704576, 39786128793267738762753591644, -3993697443834169675826508342, -40052238721304523314388006176, 50870164678795228546566773641, 208178480237034457537411955952, -30775905879415320680262481820, -50075741350239656895534274010, -94902548197549574159763360172, 7360117609208969939249059200, 2270914913615691859800810712, 66302852109328926591738900651, 891980645308094828763415056, 139382317658613148899055922856, -68397226058766835991453015196, -24306158657541663673372622062, 34386081010304913246357613088, -137506580498700249919875592240, 114539165217467155374803903624, -16127249311900938783675901704, 40809105162009680638715715666, -110814983753067167598283516048, -69099947879321970440944730296, -592510318306350922263928408, 51333365547098741399482053414, 22552475412749929886710973204, 47150834183171602194687815400, 48699747913462749736133772012, -58003941209399102756125438996, 31259719586954851931025324948, 56398021318231049848252627584, -17991131429321893461634549576, 24903301338846384731883146208, -7723216888823353187265624784, -5979253364152331201758702800, -127274065525999670057853085740, 53173222174480891751875021760, 40789562558094093952252938096, -101720207397139010356366422480, 20046697730268262261711578012, -39432559434866047319441871590, 42191514094901445908613520604, -40640970861009418225483270128, 59915799245529519669426125760], 'weight': 20, 'weight_parity': 1}
• mf_twists_nf •

  Column	Type
  conductor	integer
  degree	integer
  multiplicity	smallint
  order	integer
  parity	smallint
  self_twist_disc	integer
  source_char_orbit	smallint
  source_dim	integer
  source_hecke_orbit	integer
  source_is_minimal	boolean
  source_label	text
  source_level	integer
  target_char_orbit	smallint
  target_dim	integer
  target_hecke_orbit	integer
  target_is_minimal	boolean
  target_label	text
  target_level	integer
  twist_class_label	text
  twist_class_level	integer
  twisting_char_label	text
  twisting_char_orbit	smallint
  weight	smallint

  
  
  • id: 3770
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '7.20.a.a', 'source_level': 7, 'target_char_orbit': 1, 'target_dim': 4, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '7.20.a.a', 'target_level': 7, 'twist_class_label': '7.20.a.a', 'twist_class_level': 7, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 20}
  • id: 3771
    {'conductor': 7, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '7.20.a.a', 'source_level': 7, 'target_char_orbit': 1, 'target_dim': 4, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '49.20.a.c', 'target_level': 49, 'twist_class_label': '7.20.a.a', 'twist_class_level': 7, 'twisting_char_label': '7.b', 'twisting_char_orbit': 2, 'weight': 20}
  • id: 3772
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '7.20.a.a', 'source_level': 7, 'target_char_orbit': 1, 'target_dim': 4, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '63.20.a.b', 'target_level': 63, 'twist_class_label': '7.20.a.a', 'twist_class_level': 7, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 20}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 29450
    {'charpoly_factorization': [[[207467274240, -467202816, -1278192, 342, 1], 1]], 'hecke_orbit_code': 335544327, 'p': 2}
  • id: 29451
    {'charpoly_factorization': [[[-118383501061125216, -40317400600344, -1720978380, 29526, 1], 1]], 'hecke_orbit_code': 335544327, 'p': 3}
  • id: 29452
    {'charpoly_factorization': [[[116896524056111225784960000, -61128774196034076000, -28982001835200, 2486610, 1], 1]], 'hecke_orbit_code': 335544327, 'p': 5}
  • id: 29453
    {'charpoly_factorization': [[[-40353607, 1], 4]], 'hecke_orbit_code': 335544327, 'p': 7}
  • id: 29454
    {'charpoly_factorization': [[[258798685813957479714445903971906994176, -25428732774111963840547187712, -82417580393224161216, 5232894012, 1], 1]], 'hecke_orbit_code': 335544327, 'p': 11}
  • id: 29455
    {'charpoly_factorization': [[[1462106862922252840841512245568846438996480, -32120653260100733021783016531968, -3085449716721417113208, 24071694934, 1], 1]], 'hecke_orbit_code': 335544327, 'p': 13}
  • id: 29456
    {'charpoly_factorization': [[[202061459595782164726187401114702675294914096, 51939410518087633003370981285043216, 417241428079462998374256, 1122693554556, 1], 1]], 'hecke_orbit_code': 335544327, 'p': 17}
  • id: 29457
    {'charpoly_factorization': [[[687502105641389963138515475026313461888657352800, -1151911945789112059720307138166044360, -1363043446460527355661180, 1689034371682, 1], 1]], 'hecke_orbit_code': 335544327, 'p': 19}
  • id: 29458
    {'charpoly_factorization': [[[-14137501369188638713056283619841755450382241973059584, -3478828836538767637376972832218314747392, -89110558297294230854980416, 20343270469752, 1], 1]], 'hecke_orbit_code': 335544327, 'p': 23}
  • id: 29459
    {'charpoly_factorization': [[[55731129180736630018113860232773646862584840692616078000, -249837305112788888126672140672830146547600, -21820112182124584602835158000, -17794845083772, 1], 1]], 'hecke_orbit_code': 335544327, 'p': 29}
  • id: 29460
    {'charpoly_factorization': [[[-39621225690445770317077081067752170021496760083586051072, 771293163989689043016926047699673242006720, 45353259197074107479673022128, -438619343652812, 1], 1]], 'hecke_orbit_code': 335544327, 'p': 31}
  • id: 29461
    {'charpoly_factorization': [[[295065933680331393930076200292411675736057224706816324075824, 440096814344466791248846047284386913446684912, -1478566256499823594951358919120, -371101054682492, 1], 1]], 'hecke_orbit_code': 335544327, 'p': 37}
  • id: 29462
    {'charpoly_factorization': [[[2891890242867490244505684983571944489299647625105207847616624, -13875127897397691534757588135350228721068126864, -5112111016944463511430755508960, 3519649536072516, 1], 1]], 'hecke_orbit_code': 335544327, 'p': 41}
  • id: 29463
    {'charpoly_factorization': [[[1664380385326732241961838951599201426617371374275716420003840, -7718345784262137398933394953084147076808855808, -1711042552098831493078276296288, 4463367374178964, 1], 1]], 'hecke_orbit_code': 335544327, 'p': 43}
  • id: 29464
    {'charpoly_factorization': [[[7286973213386618993223877840437031671022954088781471717458239488, -1080069096515646624588446700825958953201977085120, -130947159103817302587986111656848, 12676380373106604, 1], 1]], 'hecke_orbit_code': 335544327, 'p': 47}
  • id: 29465
    {'charpoly_factorization': [[[-28970949214118295217427817979328786880230771739262494113239788912, 18537344208277919237202113069916802931442126981600, -1025052483224369274717588928236552, -15595612222940712, 1], 1]], 'hecke_orbit_code': 335544327, 'p': 53}
  • id: 29466
    {'charpoly_factorization': [[[4811768325740160499203382926959408878534075786136624678652086868000, -355921337257057835502952290899456874816200756997000, -2802069780748689910468171271107980, 128722843456786530, 1], 1]], 'hecke_orbit_code': 335544327, 'p': 59}
  • id: 29467
    {'charpoly_factorization': [[[87412507341638180998370531105660924975051144914286922842028946994944, -971140838028117689569421906235830052054153499741664, -18348064126864745231510061677125680, 99854565167649586, 1], 1]], 'hecke_orbit_code': 335544327, 'p': 61}
  • id: 29468
    {'charpoly_factorization': [[[-264497207601649617478446772930094513600562371454289141479299467205888, 1343193870340869074215678920529522564000205299835008, 81808137530237960366848562151121344, 559752529353715960, 1], 1]], 'hecke_orbit_code': 335544327, 'p': 67}
  • id: 29469
    {'charpoly_factorization': [[[-5516364239818941413376300977089637319386100621707790855318987960483840, -103597458631311215923494117354794186289632321513422848, -219227392385482776623841753077234688, 431823453358672584, 1], 1]], 'hecke_orbit_code': 335544327, 'p': 71}
  • id: 29470
    {'charpoly_factorization': [[[128724685704745350979631023201898098545131284162638382192029813632741968, -125228969529838465684841774026457677495127938550641280, -839937501272919075989773395087536952, 141778013178404848, 1], 1]], 'hecke_orbit_code': 335544327, 'p': 73}
  • id: 29471
    {'charpoly_factorization': [[[-119546510920312823941650890690435984482677609261904517189230086155264000, -1658421781019399480115573545564749675715037259441318400, -3722377736455265609464816304993300160, 278647331872313704, 1], 1]], 'hecke_orbit_code': 335544327, 'p': 79}
  • id: 29472
    {'charpoly_factorization': [[[9835640699929577916116067083102124287454479469146943114125731122220436448, -10249129132197458021046956325912560532956339967297695400, -6398319934575990480405709619613846972, 2246245523526488778, 1], 1]], 'hecke_orbit_code': 335544327, 'p': 83}
  • id: 29473
    {'charpoly_factorization': [[[366711873130361556861981303139783819562383827124873030333537574703747600, 3786810474175522392947062981415296224039688289602614240, 9876981476087651962772307139523250840, 7106866925026829688, 1], 1]], 'hecke_orbit_code': 335544327, 'p': 89}
  • id: 29474
    {'charpoly_factorization': [[[4498225079068166320838980162112082847350960658346498559794377895346097477168, -64474023125778916689395299175569773463253691693154033520, -140721807609188609200541191998356882448, 237692331127149724, 1], 1]], 'hecke_orbit_code': 335544327, 'p': 97}
• mf_newform_portraits •

  Column	Type
  char_orbit_index	smallint
  hecke_orbit	integer
  label	text
  level	integer
  portrait	text
  weight	smallint

  
  {'char_orbit_index': 1, 'hecke_orbit': 1, 'label': '7.20.a.a', 'level': 7, 'portrait': 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', 'weight': 20}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 15372000
    {'hecke_orbit_code': 335544327, 'n': 1, 'trace_an': 4}
  • id: 15372001
    {'hecke_orbit_code': 335544327, 'n': 2, 'trace_an': -342}
  • id: 15372002
    {'hecke_orbit_code': 335544327, 'n': 3, 'trace_an': -29526}
  • id: 15372003
    {'hecke_orbit_code': 335544327, 'n': 4, 'trace_an': 576196}
  • id: 15372004
    {'hecke_orbit_code': 335544327, 'n': 5, 'trace_an': -2486610}
  • id: 15372005
    {'hecke_orbit_code': 335544327, 'n': 6, 'trace_an': -17324244}
  • id: 15372006
    {'hecke_orbit_code': 335544327, 'n': 7, 'trace_an': 161414428}
  • id: 15372007
    {'hecke_orbit_code': 335544327, 'n': 8, 'trace_an': 408794760}
  • id: 15372008
    {'hecke_orbit_code': 335544327, 'n': 9, 'trace_an': -335304432}
  • id: 15372009
    {'hecke_orbit_code': 335544327, 'n': 10, 'trace_an': -1397073720}
  • id: 15372010
    {'hecke_orbit_code': 335544327, 'n': 11, 'trace_an': -5232894012}
  • id: 15372011
    {'hecke_orbit_code': 335544327, 'n': 12, 'trace_an': -2652921096}
  • id: 15372012
    {'hecke_orbit_code': 335544327, 'n': 13, 'trace_an': -24071694934}
  • id: 15372013
    {'hecke_orbit_code': 335544327, 'n': 14, 'trace_an': -13800933594}
  • id: 15372014
    {'hecke_orbit_code': 335544327, 'n': 15, 'trace_an': -150674677560}
  • id: 15372015
    {'hecke_orbit_code': 335544327, 'n': 16, 'trace_an': -695063798768}
  • id: 15372016
    {'hecke_orbit_code': 335544327, 'n': 17, 'trace_an': -1122693554556}
  • id: 15372017
    {'hecke_orbit_code': 335544327, 'n': 18, 'trace_an': -2614443305094}
  • id: 15372018
    {'hecke_orbit_code': 335544327, 'n': 19, 'trace_an': -1689034371682}
  • id: 15372019
    {'hecke_orbit_code': 335544327, 'n': 20, 'trace_an': -6308977253040}
  • id: 15372020
    {'hecke_orbit_code': 335544327, 'n': 21, 'trace_an': -1191480600282}
  • id: 15372021
    {'hecke_orbit_code': 335544327, 'n': 22, 'trace_an': -16919940544224}
  • id: 15372022
    {'hecke_orbit_code': 335544327, 'n': 23, 'trace_an': -20343270469752}
  • id: 15372023
    {'hecke_orbit_code': 335544327, 'n': 24, 'trace_an': -9188544894480}
  • id: 15372024
    {'hecke_orbit_code': 335544327, 'n': 25, 'trace_an': -12146712350000}
  • id: 15372025
    {'hecke_orbit_code': 335544327, 'n': 26, 'trace_an': -5032107987984}
  • id: 15372026
    {'hecke_orbit_code': 335544327, 'n': 27, 'trace_an': 11404928663100}
  • id: 15372027
    {'hecke_orbit_code': 335544327, 'n': 28, 'trace_an': 23251586938972}
  • id: 15372028
    {'hecke_orbit_code': 335544327, 'n': 29, 'trace_an': 17794845083772}
  • id: 15372029
    {'hecke_orbit_code': 335544327, 'n': 30, 'trace_an': 274558228864560}
  • id: 15372030
    {'hecke_orbit_code': 335544327, 'n': 31, 'trace_an': 438619343652812}
  • id: 15372031
    {'hecke_orbit_code': 335544327, 'n': 32, 'trace_an': 172526736764448}
  • id: 15372032
    {'hecke_orbit_code': 335544327, 'n': 33, 'trace_an': 560272505144688}
  • id: 15372033
    {'hecke_orbit_code': 335544327, 'n': 34, 'trace_an': 582762872846028}
  • id: 15372034
    {'hecke_orbit_code': 335544327, 'n': 35, 'trace_an': -100343682702270}
  • id: 15372035
    {'hecke_orbit_code': 335544327, 'n': 36, 'trace_an': 218182607781732}
  • id: 15372036
    {'hecke_orbit_code': 335544327, 'n': 37, 'trace_an': 371101054682492}
  • id: 15372037
    {'hecke_orbit_code': 335544327, 'n': 38, 'trace_an': 269634109145940}
  • id: 15372038
    {'hecke_orbit_code': 335544327, 'n': 39, 'trace_an': -3445721278709808}
  • id: 15372039
    {'hecke_orbit_code': 335544327, 'n': 40, 'trace_an': -2289575448232800}
  • id: 15372040
    {'hecke_orbit_code': 335544327, 'n': 41, 'trace_an': -3519649536072516}
  • id: 15372041
    {'hecke_orbit_code': 335544327, 'n': 42, 'trace_an': -699095733948108}
  • id: 15372042
    {'hecke_orbit_code': 335544327, 'n': 43, 'trace_an': -4463367374178964}
  • id: 15372043
    {'hecke_orbit_code': 335544327, 'n': 44, 'trace_an': -6600729725725248}
  • id: 15372044
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