Embedded newform data - 23.13.b.c.22.3

Formats: - HTML - YAML - JSON - 2024-05-14T23:21:07.593383

• 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': 3887, 'analytic_conductor': 21.021857797354567, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 23, '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': [23, 2, [5], [1]], 'cm_discs': [], 'conrey_index': 22, 'conrey_indexes': [22], 'dim': 20, 'field_poly': [2708707787738124609500305902915298085507964042734440369081759603145685551777502400, -4888930139228117053934659002514858864803852057089485939941207548974713342600640, 2377190267573030483458894159952368719674728986340398105981694428231002967376, -233898167710123853879870828485730417522747257713714973387426138036534400, 145239704441603674542910095981883943467863635482546791782438264269772, -4192488412085385429284373948564248993756540022283451136234513764, 3657295051317463159335448490390059763836829894401828863741077, -34284587309212637136431349575614673086269699858260744042, 47658267810007314724833617859245348674600894767076739, -125068945548217342185390941774282032763358152624, 344909219364621128810886345868491344790294425, -186283301865915032190511169614543430870, 1418248117882107931183860815497994519, -50075600880043830127484728724, 3379311419427059060814588431, 103983573203959814986, 4614029959265316185, 50192028136, 3347471347, -10, 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': [[2, [197647297989836800, -29710384763764736, 643017618898944, 34816326453248, -770340107392, -11974144512, 256814048, 1291520, -28530, -44, 1]]], 'hecke_orbit': 3, 'hecke_orbit_code': 9007268192321559, 'hecke_ring_generator_nbound': 23, 'hecke_ring_index': 407810546369298432, 'hecke_ring_index_factorization': [[2, 35], [3, 11], [67, 1]], 'hecke_ring_index_proved': False, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 23, 2, -1, 2, 0]], 'is_cm': False, 'is_polredabs': False, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '23.13.b.c', 'level': 23, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [23], 'level_radical': 23, 'minimal_twist': '23.13.b.c', 'prim_orbit_index': 2, 'qexp_display': 'q+(4+\\beta _{1})q^{2}+(15+2\\beta _{1}-\\beta _{3})q^{3}+\\cdots', 'related_objects': [], 'relative_dim': 20, 'rm_discs': [], 'sato_tate_group': '12.2.3.c2', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '23.13.b', 'trace_display': [88, 318, 0, 0], 'trace_hash': 493292793511684328, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.007', 'prec': 17}, {'__RealLiteral__': 0, 'data': '15.092', 'prec': 20}, {'__RealLiteral__': 0, 'data': '2.586', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1311.761', 'prec': 27}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '172790.583', 'prec': 34}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.508', 'prec': 17}, 'traces': [20, 88, 318, 36072, 0, 264240, 0, -767728, 1971426, 0, 0, 19833480, 8049118, 0, 0, 81743632, 0, 36238080, 0, 0, 0, 0, -367189708, 530348736, -1824317212, -2465696728, -1765163178, 0, -417897362, 0, -1574125298, 1240884960, 0, 0, 4723363152, 3607269840, 0, 0, 1926187110, 0, -132511250, 0, 0, 0, 0, 62599086544, -45052376402, 77275023312, -65534183260, -57446928200, 0, -20407259400, 0, -15082009344, -12572534832, 0, 0, 97529544392, -110336269112, 0, 0, 553127354432, 0, 13799515808, 0, 0, 0, 0, 7914588558, 590935322064, -40523102210, -539385055680, -449748966242, 0, 2570431278, 0, -345974135760, -48894418992, 0, 0, -2694979782144, -1210586085208, 0, 0, 1051198266576, 0, -2237359632618, 0, 0, 0, 0, 1936236755640, -116415989178, 3420883097024, 3777482201184, 3567911213376, 0, 3590387133208, 0, -6693905094792, 7856285333464, 0, 0, -8303561010320, 7820648966160, 0, 0, -1966601541240, 0, 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• mf_hecke_cc •

  Column	Type
  an_normalized	double precision[]
  angles	double precision[]
  char_orbit_index	smallint
  conrey_index	integer
  dual_conrey_index	integer
  dual_embedding_index	integer
  dual_embedding_m	integer
  embedding_index	integer
  embedding_m	integer
  embedding_root_imag	double precision
  embedding_root_real	double precision
  hecke_orbit	integer
  hecke_orbit_code	bigint
  label	text
  level	integer
  weight	smallint

  
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-0.4824048653572446, -0.17622836831870908, -0.2884908634875652], 'char_orbit_index': 2, 'conrey_index': 22, 'dual_conrey_index': 22, 'dual_embedding_index': 4, 'dual_embedding_m': 4, 'embedding_index': 3, 'embedding_m': 3, 'embedding_root_imag': 22106.639923745126, 'embedding_root_real': 726.0266476511158, 'hecke_orbit': 3, 'hecke_orbit_code': 9007268192321559, 'label': '23.13.b.c.22.3', 'level': 23, 'weight': 13}
• 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

  
  {'Nk2': 3887, 'analytic_conductor': 21.021857797354567, 'char_conductor': 23, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': -1, 'char_values': [23, 2, [5], [1]], 'conrey_index': 22, 'cusp_dim': 23, 'dim': 23, 'eis_dim': 2, 'eis_new_dim': 2, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 68937580567, 'hecke_orbit_dims': [1, 2, 20], 'label': '23.13.b', 'level': 23, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [23], 'level_radical': 23, 'mf_dim': 25, 'mf_new_dim': 25, 'num_forms': 3, 'prim_orbit_index': 2, 'relative_dim': 23, 'sturm_bound': 26, 'trace_bound': 1, 'trace_display': [88, 318, 0, 0], 'traces': [23, 88, 318, 48360, 0, 45651, 0, 665411, 3565749, 0, 0, 2474859, 8049118, 0, 0, 132075280, 0, 159082899, 0, 0, 0, 0, 76917959, -364991808, -1091895337, -764362597, -1698209844, 0, -417897362, 0, -1574125298, 7111022304, 0, 0, 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2772782956166592814, -2177417828204550576, -2165203464611780388, 3429980022623130976, 0, 4273713085284895947, 0, 3420351293827862592, 767142982923422472, 0, 0, 3428982716843681280, -1248231984840665499, 0, 0, -1271465624604769392, 0, -3054375026716931130, 0, 0, 0, 0, 1761570181975605552, 1796731386763534443, -3585246958873119122, -2742956064182844288, 1705480298580685536, 0, 722398201906407838, 0, 759414542863601758, 786351757822335648, 0, 0, 2299720682798724958, -5992497783685143453, 0, 0, -1811433095223942642, 0, 1111157496770435136, 0, 0, 0, 0, -1039828077942647136, 137236398912274176, -4864111245444596037, -2340461581024560242, 1111388311681995011, 0, 1607513440541231520, 0, 2646990988608148179, -392250643578689282, 0, 0, 173805095863473491, -3903293124354304802, 0, 0, 415486440867799584, 0, -1588881111535370496, 0, 0, 0, 0, -1472393166630312804, 2837901340597198736, 23272816953210044, 324164986528675107, -2122069379974257312, 0, -156327707601485280, 0, 3936225414531245616, 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-2324411145436579776, -5561859271879601856, 1604077185549456334, -3400210778377112157, 1037848278295614156, 0, -6387637320121649904, 0, -3251146078076969042, -301910473577324029, 0, 0], 'weight': 13, 'weight_parity': -1}
• mf_twists_cc •

  Column	Type
  conductor	integer
  degree	integer
  order	integer
  parity	smallint
  source_conrey_index	integer
  source_dim	integer
  source_embedding_index	integer
  source_hecke_orbit_code	bigint
  source_is_minimal	boolean
  source_label	text
  source_level	integer
  target_conrey_index	integer
  target_dim	integer
  target_embedding_index	integer
  target_hecke_orbit_code	bigint
  target_is_minimal	boolean
  target_label	text
  target_level	integer
  twist_class_label	text
  twist_class_level	integer
  twisting_char_label	text
  twisting_conrey_index	integer
  weight	smallint

  
  
  • id: 40627225
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 22, 'source_dim': 20, 'source_embedding_index': 3, 'source_hecke_orbit_code': 9007268192321559, 'source_is_minimal': True, 'source_label': '23.13.b.c.22.3', 'source_level': 23, 'target_conrey_index': 22, 'target_dim': 20, 'target_embedding_index': 3, 'target_hecke_orbit_code': 9007268192321559, 'target_is_minimal': True, 'target_label': '23.13.b.c.22.3', 'target_level': 23, 'twist_class_label': '23.13.b.c.22.3', 'twist_class_level': 23, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 13}
  • id: 40627226
    {'conductor': 23, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 22, 'source_dim': 20, 'source_embedding_index': 3, 'source_hecke_orbit_code': 9007268192321559, 'source_is_minimal': True, 'source_label': '23.13.b.c.22.3', 'source_level': 23, 'target_conrey_index': 22, 'target_dim': 20, 'target_embedding_index': 4, 'target_hecke_orbit_code': 9007268192321559, 'target_is_minimal': True, 'target_label': '23.13.b.c.22.4', 'target_level': 23, 'twist_class_label': '23.13.b.c.22.3', 'twist_class_level': 23, 'twisting_char_label': '23.22', 'twisting_conrey_index': 22, 'weight': 13}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 89275
    {'charpoly_factorization': [[[197647297989836800, -29710384763764736, 643017618898944, 34816326453248, -770340107392, -11974144512, 256814048, 1291520, -28530, -44, 1], 2]], 'hecke_orbit_code': 9007268192321559, 'p': 2}
  • id: 89276
    {'charpoly_factorization': [[[-9386756824576502105116965000, -28220876692339679239617900, 204759148923894357244710, 411176406623561526699, -1466625093864767451, -972598868466741, 3415670650809, 738050949, -3137421, -159, 1], 2]], 'hecke_orbit_code': 9007268192321559, 'p': 3}
  • id: 89277
    {'charpoly_factorization': [[[89039061303039222498567351398924736720107490686346587779107456000000000000000000, 0, 2299021590058582960797750110744862639706645745608856371729276800000000000000, 0, 145597742363528068195043678244075573046013392441336004548800000000000, 0, 3689951444641260481886522101169385311488214108603520000000000, 0, 48065801774861364239355214878412829664876872193600000, 0, 347145142090335712831526353558451315174016000, 0, 1425425090065484936563554672957498000, 0, 3393096619142870141091691680, 0, 4628382519495283848, 0, 3353564856, 0, 1], 1]], 'hecke_orbit_code': 9007268192321559, 'p': 5}
  • id: 89278
    {'charpoly_factorization': [[[5267332320692700953956424168344667699947036494188679452309394370348710806676358981641830400000000, 0, 203354134252457221879365234763318347289952678565290343504918124482229077751023796224000000, 0, 1025426415612924157689673689258983332009082325177580926708234181017688183603200000, 0, 1153510320015216005912163017855649494820749336149277760321290707107840000, 0, 482635618015284559681688279006747915823858783766556888106624000, 0, 88163172178753214116059048973028562553092147349305600, 0, 8174183463315743102709804715901418312109200, 0, 415914020466797099708817831886176, 0, 11732739916639698356328, 0, 171179963640, 0, 1], 1]], 'hecke_orbit_code': 9007268192321559, 'p': 7}
  • id: 89279
    {'charpoly_factorization': [[[759502401455605091406601522126549884678431883958466953896299845615871371958881401673775078588817860189528064000000000000, 0, 260008035560827059242445735664780300639685321354472879800101317248727026273165853227075496240270230937600000000, 0, 4534335120345793905968511046009838867937824749784433333078271739858866820460799499816364658176000000, 0, 17848846852893850279240757098440558717810599018249709622147799406786558379326422630400000, 0, 29882887144577426825881825340087776731931157086445813868099020119905967680000, 0, 25573682623966004992788835495037399773291155493929623925000192000, 0, 12041788619240411769115404197946305814818984970061200, 0, 3181874298571997039716869231210282432480, 0, 461438313300378954976603464, 0, 34084535651496, 0, 1], 1]], 'hecke_orbit_code': 9007268192321559, 'p': 11}
  • id: 89280
    {'charpoly_factorization': [[[-14361109588416059720127653248379677106681857458261548419285401800, -45353712273325394257111033176082625505592816315180728574124, 8192260111522526520038269336789345831849766669519286, 51992127230982989961349639989530571764812022475, -12103186229274793436785957848317364049275, -9550990893198240753827301628128465, 2465488476882213003754718085, 377810638103421491553, -95567966818617, -4024559, 1], 2]], 'hecke_orbit_code': 9007268192321559, 'p': 13}
  • id: 89281
    {'charpoly_factorization': [[[129979364441862058617653087434207622937488394369652694873228398813983679717287174128209052755063701158386709923506761880785549382392374886400000000, 0, 16538622840899478283718948639324105594920785306383421339949213982910586250621307492136215131235118112094619326643796930539290624000000, 0, 285768314631984981280811215663589440670617178455437859428031516212714273555205256275640721875209391176810917239193600000, 0, 2188044629261031685460217461588133313506243335802529260289278740639192886841055397120517950768396165120000, 0, 9313378090413566242798522599969313015184207724863042305500397868621412556105971302034048000, 0, 23996942904684189704011916616056398214649060531188712669123729037665566956800, 0, 38573478877383734687228283790784866158911294251571245413970320, 0, 38527632553189956112004779735717006006957744416, 0, 23010649120376638185806846349480, 0, 7454199616909128, 0, 1], 1]], 'hecke_orbit_code': 9007268192321559, 'p': 17}
  • id: 89282
    {'charpoly_factorization': [[[12472776984049606458441387359773908495599889563503257988255165206663668780089687726687785688013803058305180778365085827785203644741718114304000000000000, 0, 4175709465870761156775130858760260455117790177640132567614103374200005083868450965320202084902665648785265161339074387119427708518400000000, 0, 29669133764894226148989210380203009333528513011637040126670424184039476352094920811809621702299428715822651908990959616000000, 0, 60033294138917975182379503148899421889125965130965825106966938154753443290159556226819303741924462768947200000, 0, 59895142270323018697812355461160314557677674734265110620880790645863247751667107052712099840000, 0, 34836603282504806831295309726863021451616842145266838065518433155274090184704000, 0, 12590791940683065347964445823593755415375266937628605428030259200, 0, 2863408796165799208643329323552818063092674147840, 0, 397428464750571525373487725006944, 0, 30625900366036464, 0, 1], 1]], 'hecke_orbit_code': 9007268192321559, 'p': 19}
  • id: 89283
    {'charpoly_factorization': [[[25547024360008320034716845003257365943632624968308007978003956631070331770034737801377170772800110738892953971818279672252777842139713519289874946645982858448971201, 428052255429665100145926240481567468121818373896868397508523863873699085287814942190934082191271980138379912631897315086610671270858514291184200073657135948, 2773995706320043880860396169969026806752606013612129525607198269504753768857029548187293122309840555227170221406921671601579057905045849714196642382, 12836688471380248197279169550364859753781129711928322999012320901956536553274911324342825985360484245773574061969352681615259836475100931308, 112347065333858478938149043850301962108664504756334541105635787516779106671550870735889476455718525911847286936696218659955802464941, 594594493520935412647796201663259128962510215275790048898466486117440786522701030644576743602429593529591567943872913850480, -799510034288824109854075449714814511660520200564649537271630300258286552084708224923867973246598860039146098884696, 10154850645743440891211059041294186402928854226847452087193049249472662732054563464299253366843183897973552, 451137969900035696904996906329544963712791278965861341534854775402387298400860231501421389948237778, 3341809023165519463251376564742717838227054357895734012251500149659387983068580055438901672, 17117891720776320067834231496359042069571273280225329332093107169458508418071630868, 152492187741199464125239800980780451288334628136195465157727715222197963432, 939380015027569367907174810884266519952961361510670611183580325458, 964875865918860099892794315457300956226091555254045232432, -3466472744840177239080065549645950847486715337816, 117638836874556333056823623663841699962480, 1014279246286378380860813002016621, 5288284071099659517082988, 52147504089309262, 367189708, 1], 1]], 'hecke_orbit_code': 9007268192321559, 'p': 23}
  • id: 89284
    {'charpoly_factorization': [[[194841047362042732271205750454411393568835021322723385445876111512570166841000547512, 161941911434008101512110010371026695273547705029281297480118648822216081492692, -1523014149148519553485547781824916886480168657467871556007069536328714, -20672822031247592323829898466155301060718597088170630256802741, -26177487474822990634774433709350879464377877349446051, 184788668756772074972672549572911169411533303, 387531929992995488364661863673774661, -413986006470769653156702175, -1169825056767257169, 208948681, 1], 2]], 'hecke_orbit_code': 9007268192321559, 'p': 29}
  • id: 89285
    {'charpoly_factorization': [[[1465630698487744345915229625138439891473918906331501340692083159986230026069062046595000, -16769303627225980475158135890877829195207285147245444304612604599205696148311500, -313410804187475982855420146951407440101214487651771602930795515353689882, -1003900605213856595522588720148218333272585420633666613776833429, 91535589675175629140748187115609842447440725405563149, 3882536288805991906390218340922769393871390851, 2960969457879742948243758505417370409, -3318535803073731042318197547, -3409679663368713573, 787062649, 1], 2]], 'hecke_orbit_code': 9007268192321559, 'p': 31}
  • id: 89286
    {'charpoly_factorization': [[[291825559823416594676569293749292036085162045554408656272549628435932264842105046338401192553626739986685770019202334717511354426320231350878400857488114111992559209509221262950400000000, 0, 12739321515981040414007210239695228542839150575120361548452256708035426346687507916017987832224743789531094709960967407074690106203939801300797921904951833718349824000000, 0, 30357906203566067291790905024374785925650643866149143665316371048012733942253780686341736297648361266109136353418398238830231250062696722166995660800000, 0, 27741677626552328635943535236199832687280577953040664152373158810864734702966645521164701668159305915604965154359197694579080232960000, 0, 12577388109622546552303673293170696868341329713835253723288951796471913642216708663791627679259378886025130747456000, 0, 3216585819916921325069566413493649425676510741052858272136832025452214868436951447886105829196800, 0, 493281247916571051153191683718294354826193758194120664269323656281957724182160, 0, 46152957000443483398917111195614001213011498027171765440416, 0, 2572992911304293586472370551294153654920, 0, 78325585038677966328, 0, 1], 1]], 'hecke_orbit_code': 9007268192321559, 'p': 37}
  • id: 89287
    {'charpoly_factorization': [[[-51625195011094524542699570414577979120018936513327590202232562197251525173600906366243943688, -465242190210572361849000390749755201855791712880572390998725727806001583765655499788, 1100001046815562240298429353772792243602117740976088550654161792597592004950, 425329828817993165295491072002392220063744175766945394477937174219, -981251328523573596044584326405942119366316557576345575459, -114141015525473936478830035980945840553692188073, 276798982960884083942166058596355151525, 9000318827464001128940750561, -29936852645065536465, 66255625, 1], 2]], 'hecke_orbit_code': 9007268192321559, 'p': 41}
  • id: 89288
    {'charpoly_factorization': [[[34506554744552461365936345068898361160788980555469706553500711408990918212119484952683325804208312612287457298114814583019094069241570181609990988046756019692991555342556395827363840000000000, 0, 326153225369288120872395766053913318950298237897226212967940076776934168235264527050505331947133549563262555679371866559396635922040161141042300423385882790883034660864000000, 0, 362976695390440807699765497552909509530101287199721519473423545534387388327362371574889824964389850315566761595596007072304625648626510421706213739724800000, 0, 162111534975879593078485739811998212332463301893320357542477118183342130700339487242532175400054965069550169095346874253497410119270400000, 0, 35397130735789609009725685479284963969398534061463598899081489493029156150719701536979217578039346520297822223319040000, 0, 3983327029593924391712345685335339944028947938340151017420204129758484992157692202224832439771136000, 0, 225315801204684248519687802422786217388353643186676267088912649946455405513850880, 0, 5916094546534924518247643207025346528595227652687632451897856, 0, 74569714581889928672578751639155042456800, 0, 443162179463261440848, 0, 1], 1]], 'hecke_orbit_code': 9007268192321559, 'p': 43}
  • id: 89289
    {'charpoly_factorization': [[[26668822527715696890167410712112428435877919973556901983610549608020057907220945799302929480508600, -111874116200780962039787793043002040595164857579787053568270410395284380761654277640375916, -81597452373764388274180461554232969139058530347795930348634473998029279816666986, -11441160225018218603095337795912999137765972032148826062741167797091397, 2427121922072823552320998115807221978949454411306501791102333, 585280464767556923940033352864464296557627486644723, -5484388270648703387500904663172056259847, -7082403490644472890127518616315, -228346206379001452245, 22526188201, 1], 2]], 'hecke_orbit_code': 9007268192321559, 'p': 47}
  • id: 89290
    {'charpoly_factorization': [[[195550817875148730173075232020227203174561526391749289005050814405078684677218075069874370828461701712728047605203492057275747090045908488338790364409941780612677500270679685520981126934119317504000000000000, 0, 13350351876919917185890573987804538683332622346559565015676054483773047838288307497972294998037513210721114873619890480027536960937424818896732685635319697759310807562363653324800000000000, 0, 306980207085151164596697438048578608150894897780943499573634300600319577854550063669728270076875328118436078487827660785544165137534399205207272830303861945139200000000, 0, 2983214121285126477924264935034353128375109312680197483325314715621356044613335499648881708445825919743734956909945712855080065938778139754496000000, 0, 14051505668324969235195775692298287435752962512744894183583490534281425192814858218169662455684856770440318008720295483392000000, 0, 35912102400480269968658924632164875307889689143737313824786785311548742524435960667037275642785935482880000, 0, 53821644243701877464115777717827995509222781616369328030671261908517026609818138624000, 0, 48852656190738952660137217796544362254812767406804811183069401600, 0, 26483702586536517798572192611898246201384160, 0, 7902877298983803962064, 0, 1], 1]], 'hecke_orbit_code': 9007268192321559, 'p': 53}
  • id: 89291
    {'charpoly_factorization': [[[1169625483144036118007388489518539221137095026257729869821627002878446111630760650807322176978227342156800, 92523258962794632748507024182710041563333285761345478560011879184438242513603014784395926440960, -3378913754919214894402840410318146800609315135670785360715351455143592024420166809344, -405667505836302208470103122329405359869815649449708950517289213720073268224, -454214113253668499242162935412548783534158249504757948163590784, 569743150523364781095751849186799334424800550146542976, 6797625595192316395249149255888261485990240, -307521653456414648947606564980544, -4998534137498706861564, 55168134556, 1], 2]], 'hecke_orbit_code': 9007268192321559, 'p': 59}
  • id: 89292
    {'charpoly_factorization': [[[685422939720004383037958259090564058510250395467562224024990144662251988623117131779868324707942077664709691466622257436969954054695367485656456355519059296721541264224184539707832150404366336000000000000, 0, 6483577590836931536322961013177295605213989481736155105207972923436480388036515386304671928419859131379325880519330372646566559591555392372943011267350999617371778027493270120038400000000, 0, 3858900749672663405604971957345002560279861758980277137414791162530138676919450671208332739354913234339802122548567017214495302958390756950221682409394825745924096000000, 0, 72558991047851786393362515567463334721539527719500198929844847175174561979745223984835036310787664938746067666744076769369152001583809866760192000000, 0, 419664390558859207679624242189516193424310284468782565170544790767734087575353302666732878834465583026001010218123932131655680000, 0, 1084576050839053781125847617599707249029545543270673384185974231112517233239777451623606247707367238926336000, 0, 1365583799530369989210418052280450538395293805148487667606257666059961629292595403161600, 0, 815350024184153164996504520684598384038443825051348064475075786240, 0, 213933767619588388178257972875699146063566944, 0, 24505844737347288671664, 0, 1], 1]], 'hecke_orbit_code': 9007268192321559, 'p': 61}
  • id: 89293
    {'charpoly_factorization': [[[3728027134705915299233067829297909293108788379132606107949591781834753322758357900430351703362333460765858699791169441954316629962173394128571479698215285937983438995926287070891190666444992679782825236889600000000, 0, 276599200093239865738810459340980767336814410129296892837904146048515889314441763123721283143107088049692045076549790934896741575165706315382449075171027386609330666961116426707631426052808704000000, 0, 379579118273281675399811910836641184861242222663867558438796753043455576801935498323831145799846136258507576150611846082364498362833235364386103797384399467688080810130124800000, 0, 218261483939284593937382871436798830458963461387784019982904427554122084611852943384565311688913948542380344260010700522825219596636140610754799542149120000, 0, 68451108044348270361878082616636393664820682354657963224681244295006098269801383437671856262642609953658919296818721121256492809792000, 0, 12807212959883730067570317398882664621978601737980158046678487035793855118151144527777556906618881190908345804800, 0, 1476129947133531747634016098181609144043213065442095564178308686872755477898837952221425040, 0, 104940780286447734841607657565723906497410460837726259876781099490016, 0, 4457602047366158825266299320303502497186592840, 0, 103261644732943240851048, 0, 1], 1]], 'hecke_orbit_code': 9007268192321559, 'p': 67}
  • id: 89294
    {'charpoly_factorization': [[[95946629361390005292623571876167276796698320569542351582155461458575593136019542465213258746999399238862392, -278016959018244697651538663272167102216066332233889743110549786129433037267298596286645285609836588, -20613813558320088897816916613607617275951914199874044611517304080580338003137663647684970, -425250699811055108319981914666910180425898890079583737702104080583539032692821, 422813607345267754641497832740993762918842473786276139345372828661, 103012838432920633663899138865527364001093545530512583147, 811837587464605288569552769592314344981014345, -3951333557101952637731560197992059, -54600582678851632742685, 20261551105, 1], 2]], 'hecke_orbit_code': 9007268192321559, 'p': 71}
  • id: 89295
    {'charpoly_factorization': [[[-65442964138340060716867756377101449642965458841635394385716159150445896177957245315614945610061482275992200, 204496341645300875051565252269955315352353286710923034675577442442948703329527922666612852810617716, 23382436079131299753518386000378775416288734748936039923346896649605247568025103064897046, -334407496913530804352149426487907492037890125667197428175347508875761809135925, -18741769389758486679005050724403230397638031931151288526220387947675, 189804333662233905061958003344900095712839585428323110255, 1685260607848179696018448821264135805753924005, -12522091854516185901672301246157727, -65711607308675689080537, 224874483121, 1], 2]], 'hecke_orbit_code': 9007268192321559, 'p': 73}
  • id: 89296
    {'charpoly_factorization': [[[1362101272791644376014573534330069548467839887678198717493150694959255663828046562426065981027802032372997393130757962794184006221335495796935638374882756975237929420459932454415793696612100374069238518479589474304000000000000, 0, 10854532756211407812098092555577986797868217055576170436085036942220496046118662248903663151923352254067010014200429813567275134333458311630602268841945674473806935770644441418239055089978476750438400000000, 0, 9868845165805843837733928831629876409660405023272731333467937905805885069548514024671091240186889252345679575842133201616687862326168948298422393029921293375867027985327473033216000000, 0, 948317049991473631379526754288461151493286600288362689329655085467008141678200159996894407647935635910739573393414926543422203558539650651241807517024308428800000, 0, 37477497847928517644536293888679004782340944986495931866831726207313003191904062344260952628386140801005265211584055130895771556370186240000, 0, 796781032792266052330254145834094197273039897915135143821551543764282349614253114585731789385428160677731010871296000, 0, 10068009651399652136802200980406721163766011041654951185941383945694477404454190647941124915200, 0, 77928871057617671678901177458641691168804079487954556909492995859496960, 0, 362202816073868474537204412452607563585833065984, 0, 926377751331644960901504, 0, 1], 1]], 'hecke_orbit_code': 9007268192321559, 'p': 79}
  • id: 89297
    {'charpoly_factorization': [[[83007406317333856864570225737466984505154674517606474341395137855227415676340333322153572715339740019752994611564264427555516803460906210046165018396029827919274155907286530890566182060659747660309360061436366085488640000000000, 0, 32273124647004742627597913462384552333103700419351365685632241935332377958371477400359072234868376265515446753629666162578606605834248773359332317349904463982888462367271387873146729866653030094004224000000, 0, 4754396475965320894845825291018525691476725329149845165965192869048546443235982551216111754448703295079919912862956877600704174574221579315978543319488831412449646392271939574476800000, 0, 363094146169379178238947054572852173310788055734344902050803532695197502371026122078749544072476664310158211203578036056564033660778283633246283179794177064960000, 0, 16136133862751773444902616141584716930209112978518065243631566426031704496277482692082134587301193061890177758367707078384583408941281856000, 0, 436689320075969847674627740389242307189640765627075033085790907713168482736047896630904663171927548576745504019916800, 0, 7228969465694961336594054024127247722499459979589921773359310063008268082869371715141666153360, 0, 70945301773520201568060508710314976860265707409808118244416536890288096, 0, 383845266524115619159434209192620207322131533768, 0, 1009940210265218215306920, 0, 1], 1]], 'hecke_orbit_code': 9007268192321559, 'p': 83}
  • id: 89298
    {'charpoly_factorization': [[[176749876961128384142745661711088819973757030271000006434643452678059665071532705320367312069297884409968599807121114231480057823989422713900484741725431283535820317487507326011736700588963090445209659270290315673600000000000000, 0, 1336906902602212391064739945455388446660068089464334270554768860866848102643441594529741094011420639332361532711539445067302608908436294532798909095856855393596265505270773164836156460050842680033280000000000, 0, 191117484382550593028084543540679045386716226839285250473359637611352484372089940662264094430920468312841648696326886516750842240178790639288284835067835217732004393632706315943936000000, 0, 11071735418316953209743412841213781464369471228161417506007908733647741632739443073305670729224638165843964244937760869101680670973908582458713745004514875801600000, 0, 333145936775080571697062700211595284970651290683308465672790967394724265071469990056351610358815017795309613120896604110810126366281564160000, 0, 5630868608494355828824826752638770933550131365190849705712592286798397082808534137995330805518069789919483830435840000, 0, 54815696875968628263104998222173004782019078729991662993331904560996153178973472211686368972800, 0, 308601692302018941993775252382265648637099262167317925914773064274237440, 0, 975900027402101017853720384371652089672728027264, 0, 1580792818023516585135456, 0, 1], 1]], 'hecke_orbit_code': 9007268192321559, 'p': 89}
  • id: 89299
    {'charpoly_factorization': [[[3813531959773640454058659876132337036594067730516721968033835680180151535615445525483749765125302805177566831199932636263703360653215417745198051323182994385115769725878886239442728033988735771501919855965465830209676512749158400000000, 0, 501262139783730722136845938829057588364147220594669754741651529788116627314567997002241264672590902222648725683460246947129325621277467356303710129929485157917082512639649575395687792672785251754228699889664000000, 0, 17077125879660721959434182556997349892347870377699640625538398575713946912539572868226280912141573881183594875901290090298700833091890686317175310322605389367095340356451971185590665216000000, 0, 208522065959827754954609562112972935061086764013858943580698348773197762685306731088186694581358314648201973153871063696013170181656540865659629733955170194328739840000, 0, 1291055204046286392148531135304710350688746193018060224633715463191241619484076065804052175786151237717824413136243821202234278574836911960704000, 0, 4639930220400133640720126317334540917213979086300435026706842937641784846462221547228319376617571899327472385571842233600, 0, 10226152123302680182784281890875827741254315526593495492174278557487391181569939965789116863979920, 0, 13973146816154681832372384760866433231517132938005241883979345627941369376, 0, 11509174398798246915312667799205291013761471236520, 0, 5221417935970131925667208, 0, 1], 1]], 'hecke_orbit_code': 9007268192321559, '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': 2, 'hecke_orbit': 3, 'label': '23.13.b.c', 'level': 23, 'portrait': 'data:image/png;base64,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', 'weight': 13}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 115457000
    {'hecke_orbit_code': 9007268192321559, 'n': 1, 'trace_an': 20}
  • id: 115457001
    {'hecke_orbit_code': 9007268192321559, 'n': 2, 'trace_an': 88}
  • id: 115457002
    {'hecke_orbit_code': 9007268192321559, 'n': 3, 'trace_an': 318}
  • id: 115457003
    {'hecke_orbit_code': 9007268192321559, 'n': 4, 'trace_an': 36072}
  • id: 115457004
    {'hecke_orbit_code': 9007268192321559, 'n': 5, 'trace_an': 0}
  • id: 115457005
    {'hecke_orbit_code': 9007268192321559, 'n': 6, 'trace_an': 264240}
  • id: 115457006
    {'hecke_orbit_code': 9007268192321559, 'n': 7, 'trace_an': 0}
  • id: 115457007
    {'hecke_orbit_code': 9007268192321559, 'n': 8, 'trace_an': -767728}
  • id: 115457008
    {'hecke_orbit_code': 9007268192321559, 'n': 9, 'trace_an': 1971426}
  • id: 115457009
    {'hecke_orbit_code': 9007268192321559, 'n': 10, 'trace_an': 0}
  • id: 115457010
    {'hecke_orbit_code': 9007268192321559, 'n': 11, 'trace_an': 0}
  • id: 115457011
    {'hecke_orbit_code': 9007268192321559, 'n': 12, 'trace_an': 19833480}
  • id: 115457012
    {'hecke_orbit_code': 9007268192321559, 'n': 13, 'trace_an': 8049118}
  • id: 115457013
    {'hecke_orbit_code': 9007268192321559, 'n': 14, 'trace_an': 0}
  • id: 115457014
    {'hecke_orbit_code': 9007268192321559, 'n': 15, 'trace_an': 0}
  • id: 115457015
    {'hecke_orbit_code': 9007268192321559, 'n': 16, 'trace_an': 81743632}
  • id: 115457016
    {'hecke_orbit_code': 9007268192321559, 'n': 17, 'trace_an': 0}
  • id: 115457017
    {'hecke_orbit_code': 9007268192321559, 'n': 18, 'trace_an': 36238080}
  • id: 115457018
    {'hecke_orbit_code': 9007268192321559, 'n': 19, 'trace_an': 0}
  • id: 115457019
    {'hecke_orbit_code': 9007268192321559, 'n': 20, 'trace_an': 0}
  • id: 115457020
    {'hecke_orbit_code': 9007268192321559, 'n': 21, 'trace_an': 0}
  • id: 115457021
    {'hecke_orbit_code': 9007268192321559, 'n': 22, 'trace_an': 0}
  • id: 115457022
    {'hecke_orbit_code': 9007268192321559, 'n': 23, 'trace_an': -367189708}
  • id: 115457023
    {'hecke_orbit_code': 9007268192321559, 'n': 24, 'trace_an': 530348736}
  • id: 115457024
    {'hecke_orbit_code': 9007268192321559, 'n': 25, 'trace_an': -1824317212}
  • id: 115457025
    {'hecke_orbit_code': 9007268192321559, 'n': 26, 'trace_an': -2465696728}
  • id: 115457026
    {'hecke_orbit_code': 9007268192321559, 'n': 27, 'trace_an': -1765163178}
  • id: 115457027
    {'hecke_orbit_code': 9007268192321559, 'n': 28, 'trace_an': 0}
  • id: 115457028
    {'hecke_orbit_code': 9007268192321559, 'n': 29, 'trace_an': -417897362}
  • id: 115457029
    {'hecke_orbit_code': 9007268192321559, 'n': 30, 'trace_an': 0}
  • id: 115457030
    {'hecke_orbit_code': 9007268192321559, 'n': 31, 'trace_an': -1574125298}
  • id: 115457031
    {'hecke_orbit_code': 9007268192321559, 'n': 32, 'trace_an': 1240884960}
  • id: 115457032
    {'hecke_orbit_code': 9007268192321559, 'n': 33, 'trace_an': 0}
  • id: 115457033
    {'hecke_orbit_code': 9007268192321559, 'n': 34, 'trace_an': 0}
  • id: 115457034
    {'hecke_orbit_code': 9007268192321559, 'n': 35, 'trace_an': 4723363152}
  • id: 115457035
    {'hecke_orbit_code': 9007268192321559, 'n': 36, 'trace_an': 3607269840}
  • id: 115457036
    {'hecke_orbit_code': 9007268192321559, 'n': 37, 'trace_an': 0}
  • id: 115457037
    {'hecke_orbit_code': 9007268192321559, 'n': 38, 'trace_an': 0}
  • id: 115457038
    {'hecke_orbit_code': 9007268192321559, 'n': 39, 'trace_an': 1926187110}
  • id: 115457039
    {'hecke_orbit_code': 9007268192321559, 'n': 40, 'trace_an': 0}
  • id: 115457040
    {'hecke_orbit_code': 9007268192321559, 'n': 41, 'trace_an': -132511250}
  • id: 115457041
    {'hecke_orbit_code': 9007268192321559, 'n': 42, 'trace_an': 0}
  • id: 115457042
    {'hecke_orbit_code': 9007268192321559, 'n': 43, 'trace_an': 0}
  • id: 115457043
    {'hecke_orbit_code': 9007268192321559, 'n': 44, 'trace_an': 0}
  • id: 115457044
    {'hecke_orbit_code': 9007268192321559, 'n': 45, 'trace_an': 0}
  • id: 115457045
    {'hecke_orbit_code': 9007268192321559, 'n': 46, 'trace_an': 62599086544}
  • id: 115457046
    {'hecke_orbit_code': 9007268192321559, 'n': 47, 'trace_an': -45052376402}
  • id: 115457047
    {'hecke_orbit_code': 9007268192321559, 'n': 48, 'trace_an': 77275023312}
  • id: 115457048
    {'hecke_orbit_code': 9007268192321559, 'n': 49, 'trace_an': -65534183260}
  • id: 115457049
    {'hecke_orbit_code': 9007268192321559, 'n': 50, 'trace_an': -57446928200}
  • id: 115457050
    {'hecke_orbit_code': 9007268192321559, 'n': 51, 'trace_an': 0}
  • id: 115457051
    {'hecke_orbit_code': 9007268192321559, 'n': 52, 'trace_an': -20407259400}
  • id: 115457052
    {'hecke_orbit_code': 9007268192321559, 'n': 53, 'trace_an': 0}
  • id: 115457053
    {'hecke_orbit_code': 9007268192321559, 'n': 54, 'trace_an': -15082009344}
  • id: 115457054
    {'hecke_orbit_code': 9007268192321559, 'n': 55, 'trace_an': -12572534832}
  • id: 115457055
    {'hecke_orbit_code': 9007268192321559, 'n': 56, 'trace_an': 0}
  • id: 115457056
    {'hecke_orbit_code': 9007268192321559, 'n': 57, 'trace_an': 0}
  • id: 115457057
    {'hecke_orbit_code': 9007268192321559, 'n': 58, 'trace_an': 97529544392}
  • id: 115457058
    {'hecke_orbit_code': 9007268192321559, 'n': 59, 'trace_an': -110336269112}
  • id: 115457059
    {'hecke_orbit_code': 9007268192321559, 'n': 60, 'trace_an': 0}
  • id: 115457060
    {'hecke_orbit_code': 9007268192321559, 'n': 61, 'trace_an': 0}
  • id: 115457061
    {'hecke_orbit_code': 9007268192321559, 'n': 62, 'trace_an': 553127354432}
  • id: 115457062
    {'hecke_orbit_code': 9007268192321559, 'n': 63, 'trace_an': 0}
  • id: 115457063
    {'hecke_orbit_code': 9007268192321559, 'n': 64, 'trace_an': 13799515808}
  • id: 115457064
    {'hecke_orbit_code': 9007268192321559, 'n': 65, 'trace_an': 0}
  • id: 115457065
    {'hecke_orbit_code': 9007268192321559, 'n': 66, 'trace_an': 0}
  • id: 115457066
    {'hecke_orbit_code': 9007268192321559, 'n': 67, 'trace_an': 0}
  • id: 115457067
    {'hecke_orbit_code': 9007268192321559, 'n': 68, 'trace_an': 0}
  • id: 115457068
    {'hecke_orbit_code': 9007268192321559, 'n': 69, 'trace_an': 7914588558}
  • id: 115457069
    {'hecke_orbit_code': 9007268192321559, 'n': 70, 'trace_an': 590935322064}
  • id: 115457070
    {'hecke_orbit_code': 9007268192321559, 'n': 71, 'trace_an': -40523102210}
  • id: 115457071
    {'hecke_orbit_code': 9007268192321559, 'n': 72, 'trace_an': -539385055680}
  • id: 115457072
    {'hecke_orbit_code': 9007268192321559, 'n': 73, 'trace_an': -449748966242}
  • id: 115457073
    {'hecke_orbit_code': 9007268192321559, 'n': 74, 'trace_an': 0}
  • id: 115457074
    {'hecke_orbit_code': 9007268192321559, 'n': 75, 'trace_an': 2570431278}
  • id: 115457075
    {'hecke_orbit_code': 9007268192321559, 'n': 76, 'trace_an': 0}
  • id: 115457076
    {'hecke_orbit_code': 9007268192321559, 'n': 77, 'trace_an': -345974135760}
  • id: 115457077
    {'hecke_orbit_code': 9007268192321559, 'n': 78, 'trace_an': -48894418992}
  • id: 115457078
    {'hecke_orbit_code': 9007268192321559, 'n': 79, 'trace_an': 0}
  • id: 115457079
    {'hecke_orbit_code': 9007268192321559, 'n': 80, 'trace_an': 0}
  • id: 115457080
    {'hecke_orbit_code': 9007268192321559, 'n': 81, 'trace_an': -2694979782144}
  • id: 115457081
    {'hecke_orbit_code': 9007268192321559, 'n': 82, 'trace_an': -1210586085208}
  • id: 115457082
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    {'hecke_orbit_code': 9007268192321559, 'n': 998, 'trace_an': -3932297557380784288}
  • id: 115457998
    {'hecke_orbit_code': 9007268192321559, 'n': 999, 'trace_an': 0}
  • id: 115457999
    {'hecke_orbit_code': 9007268192321559, 'n': 1000, 'trace_an': 0}