Newform data - 50.26.a.l

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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
  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_largest	boolean
  is_maximal	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_powerful	boolean
  level_is_prime	boolean
  level_is_prime_power	boolean
  level_is_prime_square	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': 33800, 'analytic_conductor': 197.99838997612162, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [5, -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': [50, 1, [27], [1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 6, 'field_disc': 1818445213985273294594891732362790421594221619079566917476432, 'field_disc_factorization': [[2, 4], [11, 1], [337, 1], [4898317, 1], [183239530742322589, 1], [34157933920053344760004247829047, 1]], 'field_poly': [-3018239644098422083113677808, -1479960352440847053525960, 180405425727179733780, 26487255863952, -27590779188, -2, 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': [[3, [47997561003883432668226052841548736, 602456820385913702282465513856, 1502885607639998242627440, -1452903674591134080, -2491466416860, 801416, 1]]], 'hecke_orbit': 12, 'hecke_orbit_code': 49539596337283122, 'hecke_ring_generator_nbound': 13, 'hecke_ring_index': 324000000000000000000, 'hecke_ring_index_factorization': [[2, 20], [3, 4], [5, 18]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': True, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '50.26.a.l', 'level': 50, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 5], 'level_radical': 10, 'minimal_twist': '10.26.b.a', 'prim_orbit_index': 1, 'qexp_display': 'q+2^{12}q^{2}+(-133569-\\beta _{1})q^{3}+2^{24}q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 6, 'rm_discs': [], 'sato_tate_group': '25.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '50.26.a', 'trace_display': [24576, -801416, 0, -34007705352], 'trace_hash': 2086268957291298765, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '5.732', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '90.196', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2160.235', 'prec': 27}], 'trace_zratio': 0, 'traces': [6, 24576, -801416, 100663296, 0, -3282599936, -34007705352, 412316860416, 541468782118, 0, 9861544614312, -13445529337856, -30787386783696, -139295561121792, 0, 1688849860263936, -3432836939805312, 2217856131555328, 2007656488916520, 0, -28181710291014728, 40392886740221952, -135711886432707576, -55072888167858176, 0, -126105136266018816, -788054364552235760, -570554618354860032, -2926032031655504820, 0, 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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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[16024139533817736600502159441985403084364548, -4418811520077752537433571086797317766, 6130608690053992616595285251649, 261971042926833337872763925302258, 64330548301172843540183121199821, 89530520830492586037175094972952], [13966440068845296827894175015594032929842271, -4394180922541240325114963627792425962, -308950905531480430733779684316040, -26928701323760369042832093519609, -102248726623886517464112620082804, 106678274396894569129076157094668], [-11481946969976583385505625641487869567317972, -1623395311479117983691477856614175700, -396637878691211274496710561053782, 145643082300980707947677967426350, -181539834079913789888291928116478, -460008954641274679005801620661918], [18929425511453774576574349555160509057949784, -9679497423341579257172889473782405868, -374078610192502146073454638883298, 137652165953911608768498847288132, 332809389108474115197269025474894, -41692948390996630142819032319352], [-5448813594193221333495558317244008885913380, 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-247724788902409575599430159592304, -70436360897645921619845804019612, 119741508746552876176416649472556]], 'char_orbit_index': 1, 'field_poly': [-3018239644098422083113677808, -1479960352440847053525960, 180405425727179733780, 26487255863952, -27590779188, -2, 1], 'hecke_orbit_code': 49539596337283122, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1, 1558300318463826379741128171111, 222614331209118054248732595873, 1558300318463826379741128171111, 1558300318463826379741128171111], 'hecke_ring_inverse_denominators': [1, 10, 100, 500, 5000, 5000], 'hecke_ring_inverse_numerators': [[1, 0, 0, 0, 0, 0], [3, 1, 0, 0, 0, 0], [919692644468, -14372, 3, 13, -4, -12], [-6608260467883444, 725677002001, 1964397, -1875956, -2305984, -137244], [667400220374960713797658, 33992105535671843, 2128491746925, 8072078940665, -5371928116730, -9828930820497], [3126288332771317837292091410, 110200417692738368705059, 498073254115346409, -473573002533279383, -590566996005869716, -145222206609362547]], 'hecke_ring_numerators': [[1, 0, 0, 0, 0, 0], [-3, 10, 0, 0, 0, 0], [-37826560775873049359818265227308359759427, -2365078596619064548844620151944144830, 56317040720464771498333643920800, -83636641994184795404932500, -3688310904565683880000, 17743254466940000], [-5925460406274220776630525315601395919461, -973986498702921680026478330999396490, 1367876859605250130010088170100, 183913061863031880308116500, 4350441543351970000, -7684058612030000], [-6956016474411168146496164296392426722673, 9091867876883306326672589471065250130, 40302331800936664817448299015100, -1569338953919052826454484000, -3176842460236282872500, 63333215059697500], [67357074545839251275135599637767318010607, -11026619800093826080244178450149215710, -1967620222054768409832254827500, 1896877876602463168970145000, 169860608974425760000, -74946035877725000]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 6, 'label': '50.26.a.l', 'level': 50, 'maxp': 2999, 'weight': 26}
• mf_newspaces •

  Column	Type
  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_powerful	boolean
  level_is_prime	boolean
  level_is_prime_power	boolean
  level_is_prime_square	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

  
  {'ALdims': [9, 11, 10, 10], 'Nk2': 33800, 'analytic_conductor': 197.99838997612162, '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': [50, 1, [27], [1]], 'conrey_index': 1, 'cusp_dim': 181, 'dim': 40, 'eis_dim': 12, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 436207666, 'hecke_orbit_dims': [1, 1, 2, 2, 2, 2, 4, 4, 5, 5, 6, 6], 'label': '50.26.a', 'level': 50, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 5], 'level_radical': 10, 'mf_dim': 193, 'mf_new_dim': 40, 'num_forms': 12, 'plus_dim': 19, 'prim_orbit_index': 1, 'relative_dim': 40, 'sturm_bound': 195, 'trace_bound': 3, 'trace_display': [0, -650200, 0, 70437967600], 'traces': [40, 0, -650200, 671088640, 0, 1224335360, 70437967600, 0, 10458624046970, 0, 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-36300434395438736803304499981156440300, 58265891045492258645635887362034892800, -100475910206637165675338402652200120500, 0], 'weight': 26, '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: 43492
    {'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 6, 'source_hecke_orbit': 12, 'source_is_minimal': False, 'source_label': '50.26.a.l', 'source_level': 50, 'target_char_orbit': 2, 'target_dim': 12, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '10.26.b.a', 'target_level': 10, 'twist_class_label': '10.26.b.a', 'twist_class_level': 10, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 26}
  • id: 43493
    {'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 6, 'source_hecke_orbit': 12, 'source_is_minimal': False, 'source_label': '50.26.a.l', 'source_level': 50, 'target_char_orbit': 1, 'target_dim': 6, 'target_hecke_orbit': 11, 'target_is_minimal': False, 'target_label': '50.26.a.k', 'target_level': 50, 'twist_class_label': '10.26.b.a', 'twist_class_level': 10, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 26}
  • id: 43494
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 6, 'source_hecke_orbit': 12, 'source_is_minimal': False, 'source_label': '50.26.a.l', 'source_level': 50, 'target_char_orbit': 1, 'target_dim': 6, 'target_hecke_orbit': 12, 'target_is_minimal': False, 'target_label': '50.26.a.l', 'target_level': 50, 'twist_class_label': '10.26.b.a', 'twist_class_level': 10, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 26}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 174375
    {'charpoly_factorization': [[[-4096, 1], 6]], 'hecke_orbit_code': 49539596337283122, 'p': 2}
  • id: 174376
    {'charpoly_factorization': [[[47997561003883432668226052841548736, 602456820385913702282465513856, 1502885607639998242627440, -1452903674591134080, -2491466416860, 801416, 1], 1]], 'hecke_orbit_code': 49539596337283122, 'p': 3}
  • id: 174377
    {'charpoly_factorization': [[[0, 1], 6]], 'hecke_orbit_code': 49539596337283122, 'p': 5}
  • id: 174378
    {'charpoly_factorization': [[[-95116862751439117419328947895455563607932662438415493173256256, 23275443381589495402037192036582635106404128839236992, 1527964998645055297339069756691726270582640, -154164237169472224234028265651840, -4303084221407183827740, 34007705352, 1], 1]], 'hecke_orbit_code': 49539596337283122, 'p': 7}
  • id: 174379
    {'charpoly_factorization': [[[678124073645214242308753190416690654121070401768603924474384836224919998464, -1922339765996836029574365860595436529535409557974002105515681792, 834510164276619903645637241666013593446039602589440, 406655893273913171591417570853071965440, -58904460056523766676378640, -9861544614312, 1], 1]], 'hecke_orbit_code': 49539596337283122, 'p': 11}
  • id: 174380
    {'charpoly_factorization': [[[-187280300828721740690611481925462286782266456271664128562365227733446079731958288384, 5915301104232220461660605626350028755118506252826443835924592062918656, 165190393224911646961820551805158996347734616537631491840, -931858965743503523825383559821304815610880, -25260987322195433143843221360, 30787386783696, 1], 1]], 'hecke_orbit_code': 49539596337283122, 'p': 13}
  • id: 174381
    {'charpoly_factorization': [[[50203596907930355133756923951407441954897062110807047858692653795197835291334205190610878464, 112897540463618471756966874697777645031743102140966965148426845486914618785792, 14661792007094275286310223800002901837688632245731917998653440, -71749014702760728735074675018838608869374525440, -19475040328109218165945041584640, 3432836939805312, 1], 1]], 'hecke_orbit_code': 49539596337283122, 'p': 17}
  • id: 174382
    {'charpoly_factorization': [[[411587616043186737316673490426481675261359371655363452304895121004629832130230341091508800000000, -177975894415899187679650828028489231302427725765939383222693131957405067168000000, 16497261967412224694641761274766040528427235849396035417584480000, 1924127008381306510629610508036791758924095520000, -298942379389659579309101846941200, -2007656488916520, 1], 1]], 'hecke_orbit_code': 49539596337283122, 'p': 19}
  • id: 174383
    {'charpoly_factorization': [[[-475661650180902279888709215533735357213518060023993760121810769964980248888352881380020100930780887104, 26767505257712707944891337827347289883804646473286835655001691233157828357440859478656, 376379098763091665163846011975799323697739419690934864483810536413040, -4530795769498365253380425818821383559273818655044480, -39807947535125804366970376982556060, 135711886432707576, 1], 1]], 'hecke_orbit_code': 49539596337283122, 'p': 23}
  • id: 174384
    {'charpoly_factorization': [[[4913905125511515790495959078844543080819051246888464878519396412454014853001141790979210737288068895577000000, 4329394553993026412747213812231679014464209478148190446684297098192295834768260274053000000, -11029487569499806011819574597935745161584353716963531995556229519130250000, -15059325173525669768137195669624512421534905540371172000, -2671085656301904988904260728310911300, 2926032031655504820, 1], 1]], 'hecke_orbit_code': 49539596337283122, 'p': 29}
  • id: 174385
    {'charpoly_factorization': [[[-7575428069074044140152765717916131128965497468769379410537098680935188651821820609042946336945652943041578663936, -405647380619567446895757479766042305122317925881296235028711162006464155337930795827532398592, 1481851266012210423085472701832724876879563414200567903907937028326728663040, 51556028645565027376794153377753191828299565809915658240, -78285676664714978250262063414194186240, -79292935777014912, 1], 1]], 'hecke_orbit_code': 49539596337283122, 'p': 31}
  • id: 174386
    {'charpoly_factorization': [[[-3064082560888068449822939179605566301210258599694203393367442652403234390348842264134860045968911626452319863866986496, 110689532561665692209057834371916586136099782246724591134715906805238790769818422196576984352059392, 8617735545864361725784022844446438545734335238067411093202095793389667094071040, -99988532968595961033240335246799117662685038089929908720640, -6387690151364560538118177222058085923440, 3345885298190974032, 1], 1]], 'hecke_orbit_code': 49539596337283122, 'p': 37}
  • id: 174387
    {'charpoly_factorization': [[[-47896052527458518513112881083678482077310463806421851458374431370626738440620353577729830169090826108079778588529484736, -11219332277576505577366333445983108806060239162266028557123222192517010428992809135676947065551526592, 58329767774242655856048282073362985469957170245921149911363164908115155241869040, 6450958680687776650734681405833877413082982512594796441542240, -54566626497453162618446212128442301716740, -103229301719876244012, 1], 1]], 'hecke_orbit_code': 49539596337283122, 'p': 41}
  • id: 174388
    {'charpoly_factorization': [[[-174673523354030978016284802172579568984716030948220316747462479837575597774288591272504613965852981326739905296485511744, 26731770051520141310321392537926131828418748447964902731589331040283742479081063731519250970771753856, -398550993696152640618077416623793281028265668388325394889881436198122913603087760, -48120764839766514711866383474511742743265453092501997000324480, -195619868117060320408904222329949504889660, 166390524239317503336, 1], 1]], 'hecke_orbit_code': 49539596337283122, 'p': 43}
  • id: 174389
    {'charpoly_factorization': [[[59649348430146032380574646030061749742060402318638479068725215735496038576462261430026141569134050299306179724916990146124224, 481756719738072155784258475907961471633035495760601340029658473093850909102408841306497693217561757368192, 755952092029006531296693620204894008081875902492890128486217091229386941964288649840, -858369808716305160046936564314817799909938801402718219418202240, -1846465007820892240785910493729449457369340, 405906243391034677992, 1], 1]], 'hecke_orbit_code': 49539596337283122, 'p': 47}
  • id: 174390
    {'charpoly_factorization': [[[690913585065577923273218792553377020020233068036318422603162458628604655839053525832451393762900856062478118603495015748613697536, -501297803538597956145802598244787460168862572665240859448993049554696684869278176477384630932065604223135744, -864703410977843349002163132448622944699214825235893881483305202039507695313842622920960, -268113872210115643115317571379236163253503555779973703104340423680, -329609668571187399330715563163147164155760, 9772760301640799789616, 1], 1]], 'hecke_orbit_code': 49539596337283122, 'p': 53}
  • id: 174391
    {'charpoly_factorization': [[[-10249375503269090898071164639051378179295379038436268013489470492007184129972510674294093646599800449672253627708325737506752000000, 22028804966931047499248777485417805293060334628699415608950515780318069136702703705545830364354260490016000000, 8119664470876333841203608660773042202887207481898261470011266999194429386242465231200000, -2410702518601893447190364511050642121395570251183412411450710176000, -247125316034906706404954466051498176785261200, 12499075130880780168840, 1], 1]], 'hecke_orbit_code': 49539596337283122, 'p': 59}
  • id: 174392
    {'charpoly_factorization': [[[-456496763649186492394829439147377987723936552342608851728139620296350860240639734896598647162484262986767521898630165106554603839936, 25012908825221167383550852965493539640790181605790543012871302587918776633383620094054422640131529440271350208, 50310464684191175135041049012635995413907612826480970077492391559095766781479256149907440, 688743679617143162947326025802888931789273164044993362047315313440, -945567489260299631272054944962713641329719140, -3687285610311118296612, 1], 1]], 'hecke_orbit_code': 49539596337283122, 'p': 61}
  • id: 174393
    {'charpoly_factorization': [[[-80160229055337307996821882230980506977111511149577613118305446237193799279088349890741268468307616793777841630782096306388817920639926336, 1229898539639615482036436049100895107625954274574550628666759741688986348461268158783752325470703670631661033726592, 73397917620491641281253156850736070272760572975245085177147397404039355500105326831084573040, -401820612686606111643853480877582139470828263109592340286161410138240, -17771355393994494229451834202780788009384227740, 16759935062266648886712, 1], 1]], 'hecke_orbit_code': 49539596337283122, 'p': 67}
  • id: 174394
    {'charpoly_factorization': [[[-145662393873720544349701407511027091567639292590351288725400476059411728821281218832515308319602880672518849377428173720533216110973812736, -6218775654209361327523997467380721943424154697275280681901409086161463816090579410010231340286067623900750816673792, 197523007291136078023418651398633390706501985959298367491772063149824257036024130856124477440, 4435519068445018128886693123570223358368010167742250754629615137085440, -53355272776537476496234018210399718227699352640, -74568876221253661649712, 1], 1]], 'hecke_orbit_code': 49539596337283122, 'p': 71}
  • id: 174395
    {'charpoly_factorization': [[[2955524347779070802130690100516528085487976613576168892274193799656543520984208208368382082282263963366626788595002327529664182677657092096, -271787607975977160287328230216749107626876733403821916109612459901010875183114916399689509820232086908906784329170944, -6609615902013060181767148534831060094899461572721185933195856879891718148074827092426079375360, -45714688905458236069828805378886943099432067250062693276782822187950080, -62824705006302001771913195532100016449439808960, 381797761857106829638176, 1], 1]], 'hecke_orbit_code': 49539596337283122, 'p': 73}
  • id: 174396
    {'charpoly_factorization': [[[2296490618721259547932345922922142864902359785215200707614193600782534764091791646797121844364732683938220393284049443157857369168543744000000, -53377490012107426885390156297974603952452399634249693836670644276370861558364764449251434121320505293331006088806400000, 262773566659378655942568843976633931183741624537665078657134007807746516169351104996866088960000, -116238892126567646568484008538735353064673945547415558348429133064192000, -992708100024704977991035251764908099219572691200, 400850316873811624799520, 1], 1]], 'hecke_orbit_code': 49539596337283122, 'p': 79}
  • id: 174397
    {'charpoly_factorization': [[[-30564704627560069128408799403573627594560536684184093139850345566292763735731448840428679149765871389364597465590802459494505073860479234473024, -498750725456180556000816285467509950255614847187296024391513750274545431924460286595369794816249626719471571403329455744, -263689135728306854287795177576248691339038888649010036726564247400118902632405494455740292233360, 2149308729298761408609511504684097652356240481653286387149043856511163520, 154682024241235505457804910496009917389360991140, -2423159733509985740001144, 1], 1]], 'hecke_orbit_code': 49539596337283122, 'p': 83}
  • id: 174398
    {'charpoly_factorization': [[[237448595506235310613096210839918952205386004577627279001236547902588727124167054682105057714781222037965383007479232818460704708338781901521000000, -487792127701645749894865705059822742508484066456278129131381218767844504321080046988940669112010308032585946285171959400000, 108035505566251524635841634899117084707751078759633470460579938422835470488740115127310087304150000, 83162129376787310473561403981185891931508648467172517240429219546564020000, -24611848176069206786370204513192775475519824918500, -2982172528060341024616740, 1], 1]], 'hecke_orbit_code': 49539596337283122, 'p': 89}
  • id: 174399
    {'charpoly_factorization': [[[4032297760698929338487733809052563752267240668170482759862391033526655510773412655732172020819452060473102071976013511232048875854549698755977805824, -4178051135419327750389298425929921920874748906122045445854022170369595566271305880582776335229947597273441215832821394833408, -90763826732836638277017525667105696655897996095224593584274171453359194220501767235452712043151360, 681985503715725408673075489230749440114663989804703287169727445440768655360, -104141033459869176401207985386994956810393953424640, -4960469410756873985567808, 1], 1]], 'hecke_orbit_code': 49539596337283122, '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': 12, 'label': '50.26.a.l', 'level': 50, 'portrait': 'data:image/png;base64,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', 'weight': 26}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 56805127
    {'hecke_orbit_code': 49539596337283122, 'n': 1, 'trace_an': 6}
  • id: 56805128
    {'hecke_orbit_code': 49539596337283122, 'n': 2, 'trace_an': 24576}
  • id: 56805129
    {'hecke_orbit_code': 49539596337283122, 'n': 3, 'trace_an': -801416}
  • id: 56805130
    {'hecke_orbit_code': 49539596337283122, 'n': 4, 'trace_an': 100663296}
  • id: 56805131
    {'hecke_orbit_code': 49539596337283122, 'n': 5, 'trace_an': 0}
  • id: 56805132
    {'hecke_orbit_code': 49539596337283122, 'n': 6, 'trace_an': -3282599936}
  • id: 56805133
    {'hecke_orbit_code': 49539596337283122, 'n': 7, 'trace_an': -34007705352}
  • id: 56805134
    {'hecke_orbit_code': 49539596337283122, 'n': 8, 'trace_an': 412316860416}
  • id: 56805135
    {'hecke_orbit_code': 49539596337283122, 'n': 9, 'trace_an': 541468782118}
  • id: 56805136
    {'hecke_orbit_code': 49539596337283122, 'n': 10, 'trace_an': 0}
  • id: 56805137
    {'hecke_orbit_code': 49539596337283122, 'n': 11, 'trace_an': 9861544614312}
  • id: 56805138
    {'hecke_orbit_code': 49539596337283122, 'n': 12, 'trace_an': -13445529337856}
  • id: 56805139
    {'hecke_orbit_code': 49539596337283122, 'n': 13, 'trace_an': -30787386783696}
  • id: 56805140
    {'hecke_orbit_code': 49539596337283122, 'n': 14, 'trace_an': -139295561121792}
  • id: 56805141
    {'hecke_orbit_code': 49539596337283122, 'n': 15, 'trace_an': 0}
  • id: 56805142
    {'hecke_orbit_code': 49539596337283122, 'n': 16, 'trace_an': 1688849860263936}
  • id: 56805143
    {'hecke_orbit_code': 49539596337283122, 'n': 17, 'trace_an': -3432836939805312}
  • id: 56805144
    {'hecke_orbit_code': 49539596337283122, 'n': 18, 'trace_an': 2217856131555328}
  • id: 56805145
    {'hecke_orbit_code': 49539596337283122, 'n': 19, 'trace_an': 2007656488916520}
  • id: 56805146
    {'hecke_orbit_code': 49539596337283122, 'n': 20, 'trace_an': 0}
  • id: 56805147
    {'hecke_orbit_code': 49539596337283122, 'n': 21, 'trace_an': -28181710291014728}
  • id: 56805148
    {'hecke_orbit_code': 49539596337283122, 'n': 22, 'trace_an': 40392886740221952}
  • id: 56805149
    {'hecke_orbit_code': 49539596337283122, 'n': 23, 'trace_an': -135711886432707576}
  • id: 56805150
    {'hecke_orbit_code': 49539596337283122, 'n': 24, 'trace_an': -55072888167858176}
  • id: 56805151
    {'hecke_orbit_code': 49539596337283122, 'n': 25, 'trace_an': 0}
  • id: 56805152
    {'hecke_orbit_code': 49539596337283122, 'n': 26, 'trace_an': -126105136266018816}
  • id: 56805153
    {'hecke_orbit_code': 49539596337283122, 'n': 27, 'trace_an': -788054364552235760}
  • id: 56805154
    {'hecke_orbit_code': 49539596337283122, 'n': 28, 'trace_an': -570554618354860032}
  • id: 56805155
    {'hecke_orbit_code': 49539596337283122, 'n': 29, 'trace_an': -2926032031655504820}
  • id: 56805156
    {'hecke_orbit_code': 49539596337283122, 'n': 30, 'trace_an': 0}
  • id: 56805157
    {'hecke_orbit_code': 49539596337283122, 'n': 31, 'trace_an': 79292935777014912}
  • id: 56805158
    {'hecke_orbit_code': 49539596337283122, 'n': 32, 'trace_an': 6917529027641081856}
  • id: 56805159
    {'hecke_orbit_code': 49539596337283122, 'n': 33, 'trace_an': 6844843638395003168}
  • id: 56805160
    {'hecke_orbit_code': 49539596337283122, 'n': 34, 'trace_an': -14060900105442557952}
  • id: 56805161
    {'hecke_orbit_code': 49539596337283122, 'n': 35, 'trace_an': 0}
  • id: 56805162
    {'hecke_orbit_code': 49539596337283122, 'n': 36, 'trace_an': 9084338714850623488}
  • id: 56805163
    {'hecke_orbit_code': 49539596337283122, 'n': 37, 'trace_an': -3345885298190974032}
  • id: 56805164
    {'hecke_orbit_code': 49539596337283122, 'n': 38, 'trace_an': 8223360978602065920}
  • id: 56805165
    {'hecke_orbit_code': 49539596337283122, 'n': 39, 'trace_an': 124726636622561793456}
  • id: 56805166
    {'hecke_orbit_code': 49539596337283122, 'n': 40, 'trace_an': 0}
  • id: 56805167
    {'hecke_orbit_code': 49539596337283122, 'n': 41, 'trace_an': 103229301719876244012}
  • id: 56805168
    {'hecke_orbit_code': 49539596337283122, 'n': 42, 'trace_an': -115432285351996325888}
  • id: 56805169
    {'hecke_orbit_code': 49539596337283122, 'n': 43, 'trace_an': -166390524239317503336}
  • id: 56805170
    {'hecke_orbit_code': 49539596337283122, 'n': 44, 'trace_an': 165449264087949115392}
  • id: 56805171
    {'hecke_orbit_code': 49539596337283122, 'n': 45, 'trace_an': 0}
  • id: 56805172
    {'hecke_orbit_code': 49539596337283122, 'n': 46, 'trace_an': -555875886828370231296}
  • id: 56805173
    {'hecke_orbit_code': 49539596337283122, 'n': 47, 'trace_an': -405906243391034677992}
  • id: 56805174
    {'hecke_orbit_code': 49539596337283122, 'n': 48, 'trace_an': -225578549935547088896}
  • id: 56805175
    {'hecke_orbit_code': 49539596337283122, 'n': 49, 'trace_an': 1716280748139027694542}
  • id: 56805176
    {'hecke_orbit_code': 49539596337283122, 'n': 50, 'trace_an': 0}
  • id: 56805177
    {'hecke_orbit_code': 49539596337283122, 'n': 51, 'trace_an': -1516225893661962013568}
  • id: 56805178
    {'hecke_orbit_code': 49539596337283122, 'n': 52, 'trace_an': -516526638145613070336}
  • id: 56805179
    {'hecke_orbit_code': 49539596337283122, 'n': 53, 'trace_an': -9772760301640799789616}
  • id: 56805180
    {'hecke_orbit_code': 49539596337283122, 'n': 54, 'trace_an': -3227870677205957672960}
  • id: 56805181
    {'hecke_orbit_code': 49539596337283122, 'n': 55, 'trace_an': 0}
  • id: 56805182
    {'hecke_orbit_code': 49539596337283122, 'n': 56, 'trace_an': -2336991716781506691072}
  • id: 56805183
    {'hecke_orbit_code': 49539596337283122, 'n': 57, 'trace_an': -26174725126915157341920}
  • id: 56805184
    {'hecke_orbit_code': 49539596337283122, 'n': 58, 'trace_an': -11985027201660947742720}
  • id: 56805185
    {'hecke_orbit_code': 49539596337283122, 'n': 59, 'trace_an': -12499075130880780168840}
  • id: 56805186
    {'hecke_orbit_code': 49539596337283122, 'n': 60, 'trace_an': 0}
  • id: 56805187
    {'hecke_orbit_code': 49539596337283122, 'n': 61, 'trace_an': 3687285610311118296612}
  • id: 56805188
    {'hecke_orbit_code': 49539596337283122, 'n': 62, 'trace_an': 324783864942653079552}
  • id: 56805189
    {'hecke_orbit_code': 49539596337283122, 'n': 63, 'trace_an': -93007818034972665339656}
  • id: 56805190
    {'hecke_orbit_code': 49539596337283122, 'n': 64, 'trace_an': 28334198897217871282176}
  • id: 56805191
    {'hecke_orbit_code': 49539596337283122, 'n': 65, 'trace_an': 0}
  • id: 56805192
    {'hecke_orbit_code': 49539596337283122, 'n': 66, 'trace_an': 28036479542865932976128}
  • id: 56805193
    {'hecke_orbit_code': 49539596337283122, 'n': 67, 'trace_an': -16759935062266648886712}
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  • id: 56805353
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  • id: 56805354
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  • id: 56805355
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  • id: 56805356
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  • id: 56805357
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  • id: 56805358
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  • id: 56805359
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  • id: 56805360
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  • id: 56805361
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  • id: 56805362
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  • id: 56805363
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  • id: 56805364
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  • id: 56805365
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  • id: 56805366
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  • id: 56805367
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  • id: 56805368
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  • id: 56805369
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  • id: 56805370
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  • id: 56805371
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  • id: 56805372
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  • id: 56805373
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  • id: 56805374
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  • id: 56805375
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  • id: 56805376
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  • id: 56805377
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  • id: 56805378
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  • id: 56805379
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  • id: 56805380
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  • id: 56805381
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  • id: 56805382
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  • id: 56805383
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  • id: 56805384
    {'hecke_orbit_code': 49539596337283122, 'n': 997, 'trace_an': 102162991282937415313893437345549655408}