Newform data - 64.19.c.e

Formats: - HTML - YAML - JSON - 2025-01-30T02:02:38.671019

• 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': 23104, 'analytic_conductor': 131.44712813424874, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 4, 'char_degree': 1, 'char_is_minimal': False, 'char_is_real': True, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 2, 'char_parity': -1, 'char_values': [64, 2, [63, 5], [1, 2]], 'cm_discs': [], 'conrey_index': 63, 'dim': 8, 'field_disc': 21705681513084356667422349250760209350052220625, 'field_disc_factorization': [[3, 4], [5, 4], [7, 1], [11, 1], [13, 3], [17, 1], [19, 2], [20321967026604739, 2]], 'field_poly': [71754930984829630, 109263554839035, -2740871824195, -17082875145, 20786973, -835887, -10969, -3, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'has_non_self_twist': 1, 'hecke_cutters': [[3, [2490124129707690259281917824204800, 0, 164067554187992950568386560, 0, 1085323270307143680, 0, 1914452736, 0, 1]]], 'hecke_orbit': 5, 'hecke_orbit_code': 18014536267202624, 'hecke_ring_generator_nbound': 13, 'hecke_ring_index': 3785184409871889341198731824001449984, 'hecke_ring_index_factorization': [[2, 112], [3, 6]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 4, 2, -1, 2, 0]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '64.19.c.e', 'level': 64, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2], 'level_radical': 2, 'minimal_twist': '4.19.b.a', 'prim_orbit_index': 2, 'qexp_display': 'q-\\beta _{1}q^{3}+(-107610+\\beta _{2})q^{5}+(202\\beta _{1}+\\cdots)q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 8, 'rm_discs': [], 'sato_tate_group': '18.2.3.c2', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '64.19.c', 'trace_display': [0, 0, -860880, 0], 'trace_hash': 591840780078508029, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '7.255', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '287.144', 'prec': 24}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '17782.484', 'prec': 30}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.505', 'prec': 17}, 'traces': [8, 0, 0, 0, -860880, 0, 0, 0, -729541560, 0, 0, 0, 6658778288, 0, 0, 0, 213854181648, 0, 0, 0, 771822339072, 0, 0, 0, 528925732440, 0, 0, 0, -11238056568912, 0, 0, 0, -21541938424320, 0, 0, 0, 158886968816432, 0, 0, 0, 451509984725136, 0, 0, 0, -394282398204240, 0, 0, 0, -2251201133570680, 0, 0, 0, -1216384760086992, 0, 0, 0, 2661563378188800, 0, 0, 0, -184592915104336, 0, 0, 0, -5670291051587040, 0, 0, 0, 26839260584143872, 0, 0, 0, 31494366486758032, 0, 0, 0, -180811187963888640, 0, 0, 0, -260466732987857784, 0, 0, 0, 204660361893474400, 0, 0, 0, 162001265029847952, 0, 0, 0, -668158876340367360, 0, 0, 0, -1214976752903766512, 0, 0, 0, -2921301547349024976, 0, 0, 0, -4379088566249318400, 0, 0, 0, -1817514742683928912, 0, 0, 0, -3343670547647183088, 0, 0, 0, -13854231946277961168, 0, 0, 0, -17344749139403181112, 0, 0, 0, -19530071214820874400, 0, 0, 0, -48689956158081464832, 0, 0, 0, -72892016495315389440, 0, 0, 0, -81133805634971398512, 0, 0, 0, -134086780360872019968, 0, 0, 0, -156045413426500703200, 0, 0, 0, -148025608195400540112, 0, 0, 0, -253770652750054340208, 0, 0, 0, -341711019055790563408, 0, 0, 0, -478900300550303680512, 0, 0, 0, -690747416358913489920, 0, 0, 0, -657354036593849808936, 0, 0, 0, -872587882491064298832, 0, 0, 0, -1192011534921019752960, 0, 0, 0, -930652803462615652816, 0, 0, 0, -1180405666516444397280, 0, 0, 0, -1636438856515287791616, 0, 0, 0, -1320998634382435052528, 0, 0, 0, -1957362145440228400848, 0, 0, 0, -2529737375192034350592, 0, 0, 0, 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0, 0, 1334866381344472669977600, 0, 0, 0, 3427160544623753045480904, 0, 0, 0, 1458202247719433844100960, 0, 0, 0, 996220752655294478590992, 0, 0, 0, 5577128049127844483312640, 0, 0, 0, 4013331203404808307925648, 0, 0, 0, 234660481210696809638064, 0, 0, 0, 1404117541311426362204160, 0, 0, 0, 6718754748812665235899392, 0, 0, 0, 7663326912634155551808000, 0, 0, 0, 1171218427842475820214192, 0, 0, 0, 554465771152679895547424, 0, 0, 0, 7774765056651631492591200, 0, 0, 0, 9504774765902467519953408, 0, 0, 0, -2742376706326067793939104, 0, 0, 0, -4098953055538365980497920, 0, 0, 0, 6737286612573500964099072, 0, 0, 0, 4453487684545123653896480, 0, 0, 0, -3385367440102704092687952, 0, 0, 0, -10248979309727134732508160, 0, 0, 0, 313306668448338763008000, 0, 0, 0, 839883417854364183946896, 0, 0, 0, -17981060418193073955148800, 0, 0, 0, -8982463904993176441987960, 0, 0, 0, 2567780661499628806456416, 0, 0, 0, -216001478998699278405120, 0, 0, 0, -18198297727076855184275536, 0, 0, 0, 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0, 0, 64206056317567991740011408, 0, 0, 0, -52636193947456348280272896, 0, 0, 0, -120978737380930971701924320, 0, 0, 0, 797450774351958581043394560, 0, 0, 0, 481782147983801455979878032, 0, 0, 0, 459517159773331514851370672, 0, 0, 0, 238696185241424073400866576, 0, 0, 0, 653470950963035688242426880, 0, 0, 0, 981987555900848895132991488, 0, 0, 0, 1079539702470040371138385920, 0, 0, 0, 1342205065582950173871851520, 0, 0, 0, 1007442858256457322773271136, 0, 0, 0, 1965977665301942653475738400, 0, 0, 0, 1382621719655948707481473200, 0, 0, 0, 1369546334451596209079877120, 0, 0, 0, 1230390744357392141978158080, 0, 0, 0, 200595161933371548355834368, 0, 0, 0, 1576229100218184070853805840, 0, 0, 0, 2736983931158434873014473232, 0, 0, 0, 572850431086772653339130880, 0, 0, 0, -1200147008880174349578438512, 0, 0, 0, 2833074967959757427164738224, 0, 0, 0, 2476575097339944207763353600, 0, 0, 0, -398951363214701783586946976, 0, 0, 0, 1307939271433372415169247632, 0, 0, 0, 2335803073665304070568944640, 0, 0, 0, 3007086749287807286790950408, 0, 0, 0, -292376903020342574748028320, 0, 0, 0, -1316309905961833137783782400, 0, 0, 0, 3383140410666166246940113920, 0, 0, 0, 4148552238749256654379365648, 0, 0, 0, -1762659568021138021241428944, 0, 0, 0, -3368825001584256554522733280, 0, 0, 0, 4106930744089092430622487552, 0, 0, 0, 1533337725256673647415784960, 0, 0, 0, -6100948497336866002171484368, 0, 0, 0], 'weight': 19, 'weight_parity': -1}
• 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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16286070028267403714012, 0, -6183507246594749055, 0, 0, -18026235745995747, 8881290447734279], [0, 7607814794560095856902, 0, 17421614747668416, 0, 0, -75362134241412497, 3840893543292485], [342122991394804359126809154, 0, -139568048662203769231, 0, 130151981942341881, -59467836571379910, 0, 0], [-150018376110021793697304814, 0, -26679073314909140515, 0, 1673467163717322093, -87713048396785816, 0, 0], [354134370994969678395592278, 0, 109615330649774463865, 0, 191613207302019600, -71570447101731000, 0, 0], [0, -19644752062692493263431, 0, -4148927160714298518, 0, 0, -123648332658201587, -7933898110986882], [163492408929171551896155954, 0, 132786976851364841082, 0, -1243675611183059758, -104366184990368054, 0, 0], [0, -41383813543943779714438, 0, 4450132833593462837, 0, 0, -17903076727943356, -17498960494990916], [0, 4979268687022398872841, 0, 7454561740008106260, 0, 0, -80351454225207536, 29373981782844692], [518569029843657081797420706, 0, -182356476638725864323, 0, -312952700862428827, 28541731217566234, 0, 0], [0, 23193891157011765882590, 0, -6134265268437382449, 0, 0, -143708456489314892, 7303807707058828], [0, -2547807073574020870920, 0, 2021769710123444724, 0, 0, -66077711508476520, 24144710683321224], [-762618562167108250271435546, 0, 230526171237994835141, 0, 1257522295673017092, -280132053220526569, 0, 0]], 'char_orbit_index': 3, 'field_poly': [71754930984829630, 109263554839035, -2740871824195, -17082875145, 20786973, -835887, -10969, -3, 1], 'hecke_orbit_code': 18014536267202624, 'hecke_ring_character_values': [[63, [-1, 0, 0, 0, 0, 0, 0, 0]], [5, [1, 0, 0, 0, 0, 0, 0, 0]]], 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 5772436045824, 120259084288, 1443109011456, 120259084288, 30064771072, 2886218022912, 2886218022912], 'hecke_ring_inverse_denominators': [1, 268435456, 268435456, 268435456, 268435456, 268435456, 268435456, 268435456], 'hecke_ring_inverse_numerators': [[1, 0, 0, 0, 0, 0, 0, 0], [100663296, 5444, -1872, -15, -16, -8, 1, 1], [736419119104, 13116196, 235696, 22633, -8208, -8, -1031, -7], [87456573554688, -4197800436, -213822704, 2464611, -678704, 4712, 78995, 1171], [5634313890562048, 1787126832884, 2686343536, -714478627, -98957904, -7867688, 6058669, -938323], [4455715642074464256, -111635355151892, 1011477244560, 100098903387, -4418474416, -1308895448, 765179403, -161202677], [686495826536462024704, 19569010040785524, -257559634006416, -498592258371, 439762740912, -179426196648, -104457993331, 10493167501], [41018050070719431180288, 666924688032548396, 24336306125655696, 709994261598315, -236172164611504, -8565850414808, 1854603989531, 4466073973275]], 'hecke_ring_numerators': [[1, 0, 0, 0, 0, 0, 0, 0], [-183524160977116930, -1862342586261691, -5640029463756, -9178232109, 212100462, 525867, 53248, 349], [32331435548100210, -142517595284445, -1984220300436, -88763350907, 118153602, 1893869, -24576, 203], [-104224999886983859390, -808518865001245157, -1690414361102772, 5429670825165, -147902791470, 1883223669, 21180416, 164099], [-9855166832108006678, -106797677251726345, -1792216960398532, -9322771666159, -70792780870, 155568089, 6627328, -1281], [13471894074972282238, -762870984582072315, -940760129993164, 11939137481747, -71155841554, -1446588053, -1875968, 103453], [-1677439805022069271510, -28173630976421209897, -522433687782171972, 1463180979799857, 9702533103354, 74463550713, -135335936, 10150111], [6774323677785624764630, 150452357897355346601, -1012788725136342204, 326045729382735, -91240663441914, -985551982713, 625807360, 81903265]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 8, 'label': '64.19.c.e', 'level': 64, 'maxp': 997, 'weight': 19}
• 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

  
  {'Nk2': 23104, 'analytic_conductor': 131.44712813424874, 'char_conductor': 4, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 2, 'char_parity': -1, 'char_values': [64, 2, [63, 5], [1, 2]], 'conrey_index': 63, 'cusp_dim': 138, 'dim': 35, 'eis_dim': 12, 'eis_new_dim': 2, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 137757720640, 'hecke_orbit_dims': [1, 2, 6, 8, 8, 10], 'label': '64.19.c', 'level': 64, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2], 'level_radical': 2, 'mf_dim': 150, 'mf_new_dim': 37, 'num_forms': 6, 'prim_orbit_index': 2, 'relative_dim': 35, 'sturm_bound': 152, 'trace_bound': 5, 'trace_display': [0, 0, 2, 0], 'traces': [35, 0, 0, 0, 2, 0, 0, 0, -4261625381, 0, 0, 0, -23036695918, 0, 0, 0, -113193708474, 0, 0, 0, -508874952256, 0, 0, 0, 26826321014529, 0, 0, 0, 4795741228402, 0, 0, 0, -514471562464, 0, 0, 0, -271303397239678, 0, 0, 0, -413142562308682, 0, 0, 0, 1194204792266962, 0, 0, 0, -6746284905629005, 0, 0, 0, -16034557445671902, 0, 0, 0, 4009692140601696, 0, 0, 0, -42519345005672206, 0, 0, 0, -9798544118056436, 0, 0, 0, -77235857024358592, 0, 0, 0, 5115931201801942, 0, 0, 0, 114453903732653632, 0, 0, 0, 763196766735051827, 0, 0, 0, 571676277197332228, 0, 0, 0, 380350225886649654, 0, 0, 0, -2520997721002653952, 0, 0, 0, 1919936847866923942, 0, 0, 0, -1858411465087140478, 0, 0, 0, 2726645499538713728, 0, 0, 0, 9826556314671107858, 0, 0, 0, -6616766209615572506, 0, 0, 0, 5005402382040920546, 0, 0, 0, -13475116603495560277, 0, 0, 0, -32694841206556918940, 0, 0, 0, 3192300350103853600, 0, 0, 0, 32485037793950501568, 0, 0, 0, -37516540138578612490, 0, 0, 0, 27338739096580144256, 0, 0, 0, 85735417517445788492, 0, 0, 0, 120538772262067503010, 0, 0, 0, -7442338159278111306, 0, 0, 0, 174935319738681189170, 0, 0, 0, 123086359219097681536, 0, 0, 0, 183082533236438192576, 0, 0, 0, 459775046122860639633, 0, 0, 0, -230373050092215578542, 0, 0, 0, 138267671300764125344, 0, 0, 0, -899865008615447939230, 0, 0, 0, -168941214030888005460, 0, 0, 0, -367359747160447122560, 0, 0, 0, -429827060516069381402, 0, 0, 0, -483040122223841913086, 0, 0, 0, 542785732555098113248, 0, 0, 0, 2866007617165543128484, 0, 0, 0, 746205426285158495904, 0, 0, 0, 5023761276840460657600, 0, 0, 0, -203295679345295110656, 0, 0, 0, -7485110447191717963740, 0, 0, 0, -1173439703078827554327, 0, 0, 0, -6682510320205896202174, 0, 0, 0, 4515652495590009486742, 0, 0, 0, 25966412014070629892992, 0, 0, 0, -3216795944095065606266, 0, 0, 0, 6319419826744180458594, 0, 0, 0, -9878382751694675671712, 0, 0, 0, -31916966187175084775232, 0, 0, 0, -12157210768174527631802, 0, 0, 0, -23772914467495771053118, 0, 0, 0, -9482607638061905634196, 0, 0, 0, 18956766142003280892114, 0, 0, 0, 4137109278616092108928, 0, 0, 0, 16903384097316489602786, 0, 0, 0, 12195915603510466939190, 0, 0, 0, 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-15546010096130187823885696, 0, 0, 0, 36977260799772980420128128, 0, 0, 0, -58509447861716088032498970, 0, 0, 0, -81722938253529914226952661, 0, 0, 0, 393129405057580323483162098, 0, 0, 0, -84547677574818798956211424, 0, 0, 0, -186799958486199117986657472, 0, 0, 0, 63612672875575068998974316, 0, 0, 0, -39600741617234920889433024, 0, 0, 0, -220948368852994928455854432, 0, 0, 0, -95244573154939929949120414, 0, 0, 0, 275635684729171917214992278, 0, 0, 0, 824284212822102061685324964, 0, 0, 0, 48859824153549007900807270, 0, 0, 0, 713382152817465725834865474, 0, 0, 0, -27849806495637738919598976, 0, 0, 0, -396159887887934133796369344, 0, 0, 0, 456876558701398198648869836, 0, 0, 0, -378175127126175265872196160, 0, 0, 0, -482374297290302554368309844, 0, 0, 0, 42727981316857711529147698, 0, 0, 0, 54393629364425522492508198, 0, 0, 0, 199038096884032594604778240, 0, 0, 0, -352958892287229443075410506, 0, 0, 0, -1258937107632866381104324224, 0, 0, 0, -365549622000742393091194464, 0, 0, 0, -817916503048000112136450398, 0, 0, 0, 278921883605746222464579168, 0, 0, 0, 996824423874944493797494898, 0, 0, 0, 383222899909586900909687142, 0, 0, 0, -138559012188143709021598208, 0, 0, 0, 378183704621645412108602673, 0, 0, 0, -333430631914635443281741962, 0, 0, 0, 436569514214438410484902304, 0, 0, 0, 1018033306197110586568420706, 0, 0, 0, 354064810662945823801622486, 0, 0, 0, 281212522128003562388334464, 0, 0, 0, 813523871467258021279982732, 0, 0, 0, 248832305454868512685022336, 0, 0, 0, -1203550988762853812052986858, 0, 0, 0, 14609367386483694786807698, 0, 0, 0, -741341355550531944503556762, 0, 0, 0, -45292382465515201262139712, 0, 0, 0, 805289981235922751492947968, 0, 0, 0, -20981666867242008052725120, 0, 0, 0, -1075597782705931899281164928, 0, 0, 0, 98622970424436011559398212, 0, 0, 0, 1777019562381670600099056108, 0, 0, 0, 68000448920811554973777490, 0, 0, 0, 1827731683815015493650543264, 0, 0, 0, -1726624236846355241637294656, 0, 0, 0, -1912858860219599648229910944, 0, 0, 0, -840432273796870731077252970, 0, 0, 0, -1163766822021004427238123994, 0, 0, 0, -824446596315589346007226816, 0, 0, 0, -3118876169907472140644247530, 0, 0, 0, 2052462466055154197603682962, 0, 0, 0, -3234903970725552703161231104, 0, 0, 0, 1482785048092906120411992964, 0, 0, 0, -85703436255102967056660714, 0, 0, 0, -2000553472909567668146596928, 0, 0, 0, -1179655860109604491420592797, 0, 0, 0, 1533261067575678582282616004, 0, 0, 0, 4333953960096386509725849792, 0, 0, 0, -1002291548537946668206085568, 0, 0, 0, 2441124719012511165987047110, 0, 0, 0, 2618529240401920984847351394, 0, 0, 0, -2292613589165274653089765972, 0, 0, 0, -2974338115840437120258809152, 0, 0, 0, 2250704699808046184762913056, 0, 0, 0, -3003441254062094835649361662, 0, 0, 0], 'weight': 19, '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: 56157
    {'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 8, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '64.19.c.e', 'source_level': 64, 'target_char_orbit': 2, 'target_dim': 8, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '4.19.b.a', 'target_level': 4, 'twist_class_label': '4.19.b.a', 'twist_class_level': 4, 'twisting_char_label': '8.b', 'twisting_char_orbit': 2, 'weight': 19}
  • id: 56158
    {'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 8, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '64.19.c.e', 'source_level': 64, 'target_char_orbit': 2, 'target_dim': 8, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '4.19.b.a', 'target_level': 4, 'twist_class_label': '4.19.b.a', 'twist_class_level': 4, 'twisting_char_label': '8.d', 'twisting_char_orbit': 4, 'weight': 19}
  • id: 56159
    {'conductor': 24, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 8, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '64.19.c.e', 'source_level': 64, 'target_char_orbit': 4, 'target_dim': 8, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '36.19.d.c', 'target_level': 36, 'twist_class_label': '4.19.b.a', 'twist_class_level': 4, 'twisting_char_label': '24.f', 'twisting_char_orbit': 6, 'weight': 19}
  • id: 56160
    {'conductor': 24, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 8, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '64.19.c.e', 'source_level': 64, 'target_char_orbit': 4, 'target_dim': 8, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '36.19.d.c', 'target_level': 36, 'twist_class_label': '4.19.b.a', 'twist_class_level': 4, 'twisting_char_label': '24.h', 'twisting_char_orbit': 8, 'weight': 19}
  • id: 56161
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 3, 'source_dim': 8, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '64.19.c.e', 'source_level': 64, 'target_char_orbit': 3, 'target_dim': 8, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '64.19.c.e', 'target_level': 64, 'twist_class_label': '4.19.b.a', 'twist_class_level': 4, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 19}
  • id: 56162
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 8, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '64.19.c.e', 'source_level': 64, 'target_char_orbit': 3, 'target_dim': 8, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '64.19.c.e', 'target_level': 64, 'twist_class_label': '4.19.b.a', 'twist_class_level': 4, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 19}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 209350
    {'charpoly_factorization': [[[0, 1], 8]], 'hecke_orbit_code': 18014536267202624, 'p': 2}
  • id: 209351
    {'charpoly_factorization': [[[2490124129707690259281917824204800, 0, 164067554187992950568386560, 0, 1085323270307143680, 0, 1914452736, 0, 1], 1]], 'hecke_orbit_code': 18014536267202624, 'p': 3}
  • id: 209352
    {'charpoly_factorization': [[[8004119036805021618250000, 1022055002686308000, -7668986667560, 430440, 1], 2]], 'hecke_orbit_code': 18014536267202624, 'p': 5}
  • id: 209353
    {'charpoly_factorization': [[[3281171419443909620442303369504724656656975192634949632000000, 0, 14584157526474928790758978634307230421221376000, 0, 17699248655874169060827709440000, 0, 7639254958427136, 0, 1], 1]], 'hecke_orbit_code': 18014536267202624, 'p': 7}
  • id: 209354
    {'charpoly_factorization': [[[1612956298413015554571871360922916166639722438348243230991153782084075520000, 0, 1234201284535410109607483175681019891942994348083956940800, 0, 313697860044877916110922557539674972160, 0, 30912043823670516480, 0, 1], 1]], 'hecke_orbit_code': 18014536267202624, 'p': 11}
  • id: 209355
    {'charpoly_factorization': [[[-57752794406539638395031653128268856560, -118629856404136652211555090016, -55029888719359807656, -3329389144, 1], 2]], 'hecke_orbit_code': 18014536267202624, 'p': 13}
  • id: 209356
    {'charpoly_factorization': [[[-5709746358487200936988122581265066519837680, 1761002373861825865109300392004064, -31272662623293716552936, -106927090824, 1], 2]], 'hecke_orbit_code': 18014536267202624, 'p': 17}
  • id: 209357
    {'charpoly_factorization': [[[116463862934450992562574941567889687308142540778505033198924784561510912406574617067520000, 0, 3539122147143049456856500894046328167910364384003291838219097813811200, 0, 83597641727689254469190124388902102223478415360, 0, 556092972313025917858560, 0, 1], 1]], 'hecke_orbit_code': 18014536267202624, 'p': 19}
  • id: 209358
    {'charpoly_factorization': [[[2177134852282426898131908756321389709479557839845061312617947433522083466690939488047893525299200, 0, 60538874462554796380633228004830680582616135527308245026853005987843932160, 0, 68005041928572066462038581595901925645975142400000, 0, 17467835592077581362195456, 0, 1], 1]], 'hecke_orbit_code': 18014536267202624, 'p': 23}
  • id: 209359
    {'charpoly_factorization': [[[-4868765916345711931098397292176793621513941980133616, -4727952808174172379702462990836571537504, -435747640491268824152974760, 5619028284456, 1], 2]], 'hecke_orbit_code': 18014536267202624, 'p': 29}
  • id: 209360
    {'charpoly_factorization': [[[5480074540869583647278073316997418450033128221632890392936529823229434205840485275057568933551800320000, 0, 10123419620146855302491039129789176732543601131797566202744224739223508562739200, 0, 380337484866703786687988971491353123321063800370626560, 0, 1292671105352276510761205760, 0, 1], 1]], 'hecke_orbit_code': 18014536267202624, 'p': 31}
  • id: 209361
    {'charpoly_factorization': [[[-30379224491021136438292506770447133325001450382263129840, 1663951596935900837564601864415973353233056, -18855148053268624346776411176, -79443484408216, 1], 2]], 'hecke_orbit_code': 18014536267202624, 'p': 37}
  • id: 209362
    {'charpoly_factorization': [[[-2113959084412965748980372393070779051412862937507185640944, 29323803715688450775847007031285845997221088, -89817353107803354937246851176, -225754992362568, 1], 2]], 'hecke_orbit_code': 18014536267202624, 'p': 41}
  • id: 209363
    {'charpoly_factorization': [[[496575232523299525187582805961788298664498146203981479217364425110370347603869575177108443870715170967649517568000000, 0, 42975207966673548714793730011836668927629328231653900373408058858885478987132313665536000, 0, 474924328065440044143127618896202358179450588532700758630400, 0, 1276412676197337138455288384256, 0, 1], 1]], 'hecke_orbit_code': 18014536267202624, 'p': 43}
  • id: 209364
    {'charpoly_factorization': [[[70957216148369940614719537144750676462579195157952833146697375692181708535814587597653519976273940261656040594787532800, 0, 1744548184658003774833231915539718034552097301392022219474264396232207203789239202307112960, 0, 4974695717737988072969155159959258858199345416827786640752640, 0, 4039877971354659745835104874496, 0, 1], 1]], 'hecke_orbit_code': 18014536267202624, 'p': 47}
  • id: 209365
    {'charpoly_factorization': [[[18167584879021086724651509610721541173052017571814797161704720, -9730644339290656922299996041042428963027162976, -12909811458216522174227162542376, 608192380043496, 1], 2]], 'hecke_orbit_code': 18014536267202624, 'p': 53}
  • id: 209366
    {'charpoly_factorization': [[[6164332723066951770883136229010932385390170242620933493646687062726423794082558390055023800125703118647166566451354397573120000, 0, 987228670000868855526859434619410008770899387444794711294198506394193185914211917262126501068800, 0, 39861762466942015402438365700441481452353474428562619540600872960, 0, 372355632468773948305158094713600, 0, 1], 1]], 'hecke_orbit_code': 18014536267202624, 'p': 59}
  • id: 209367
    {'charpoly_factorization': [[[141049873100211471577118558471750726544788546132218541774442256, -7937139706035533088950340694601724822884795488, -45636386094166191299587520855976, 92296457552168, 1], 2]], 'hecke_orbit_code': 18014536267202624, 'p': 61}
  • id: 209368
    {'charpoly_factorization': [[[6660940463389417223517297996145597762902008917789245544574077615411984280454915501049271942721777070247025758208759870201318604800, 0, 233976899424666795365293236261952621741234344859255662815340224466986352873548582359234847267880960, 0, 2195012810764111122320052603072811926294871324802972273181880442880, 0, 2918909096566538820322624008051456, 0, 1], 1]], 'hecke_orbit_code': 18014536267202624, 'p': 67}
  • id: 209369
    {'charpoly_factorization': [[[847094661877057305505428738220288778530275398239163020525464786692207994465995094977065181183764828639158681067236821503699845120000, 0, 9649899355947669766267758003298413612659674927835050826682013396023071164829412595356136813835059200, 0, 19460746819372537200333066343131001335515598002185590820247562485760, 0, 8818792517474451897574225679354880, 0, 1], 1]], 'hecke_orbit_code': 18014536267202624, 'p': 71}
  • id: 209370
    {'charpoly_factorization': [[[160815952619860603019189081172826632554939079107101728803709510160, 16027021937238546952204880659822403996614834215136, -3363936369955401144064744242668136, -15747183243379016, 1], 2]], 'hecke_orbit_code': 18014536267202624, 'p': 73}
  • id: 209371
    {'charpoly_factorization': [[[26921573334839213770771106204461704158141780183986853134086167325522463754756814229232205183763161895482497122869720064712842936320000, 0, 77287065161050903229505550690337839206024789538973474764614719509983274436341588935580456129344307200, 0, 65102746186944961294580550709984566690898948322963192816243268648960, 0, 18546399127759610293109334492917760, 0, 1], 1]], 'hecke_orbit_code': 18014536267202624, 'p': 79}
  • id: 209372
    {'charpoly_factorization': [[[188707892071879114297098717747991055975721288324732113112692959595883609467565062177000984446933747983201262917671218573373387404266700800, 0, 44545501255514383700533685986181942678088848303574105534160878097072536363774844180031515878340621762560, 0, 3258366957830010603594323371560868774603805719020766516624178640936960, 0, 96131084756775858305509515155755776, 0, 1], 1]], 'hecke_orbit_code': 18014536267202624, 'p': 83}
  • id: 209373
    {'charpoly_factorization': [[[4578094686670045809402180022611257703693645093879840110008076310578704, 3564235037834761841982077743208567807287752808399584, -172145371010834081229525625312724840, -81000632514923976, 1], 2]], 'hecke_orbit_code': 18014536267202624, 'p': 89}
  • id: 209374
    {'charpoly_factorization': [[[26424434551587191813205148003252429232789992285784653407407711987595280, -262037067245898769285321315892800940455930432565474336, -629660680894200615248618543864931816, 607488376451883256, 1], 2]], 'hecke_orbit_code': 18014536267202624, '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': 3, 'hecke_orbit': 5, 'label': '64.19.c.e', 'level': 64, 'portrait': 'data:image/png;base64,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', 'weight': 19}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 40678579
    {'hecke_orbit_code': 18014536267202624, 'n': 1, 'trace_an': 8}
  • id: 40678580
    {'hecke_orbit_code': 18014536267202624, 'n': 2, 'trace_an': 0}
  • id: 40678581
    {'hecke_orbit_code': 18014536267202624, 'n': 3, 'trace_an': 0}
  • id: 40678582
    {'hecke_orbit_code': 18014536267202624, 'n': 4, 'trace_an': 0}
  • id: 40678583
    {'hecke_orbit_code': 18014536267202624, 'n': 5, 'trace_an': -860880}
  • id: 40678584
    {'hecke_orbit_code': 18014536267202624, 'n': 6, 'trace_an': 0}
  • id: 40678585
    {'hecke_orbit_code': 18014536267202624, 'n': 7, 'trace_an': 0}
  • id: 40678586
    {'hecke_orbit_code': 18014536267202624, 'n': 8, 'trace_an': 0}
  • id: 40678587
    {'hecke_orbit_code': 18014536267202624, 'n': 9, 'trace_an': -729541560}
  • id: 40678588
    {'hecke_orbit_code': 18014536267202624, 'n': 10, 'trace_an': 0}
  • id: 40678589
    {'hecke_orbit_code': 18014536267202624, 'n': 11, 'trace_an': 0}
  • id: 40678590
    {'hecke_orbit_code': 18014536267202624, 'n': 12, 'trace_an': 0}
  • id: 40678591
    {'hecke_orbit_code': 18014536267202624, 'n': 13, 'trace_an': 6658778288}
  • id: 40678592
    {'hecke_orbit_code': 18014536267202624, 'n': 14, 'trace_an': 0}
  • id: 40678593
    {'hecke_orbit_code': 18014536267202624, 'n': 15, 'trace_an': 0}
  • id: 40678594
    {'hecke_orbit_code': 18014536267202624, 'n': 16, 'trace_an': 0}
  • id: 40678595
    {'hecke_orbit_code': 18014536267202624, 'n': 17, 'trace_an': 213854181648}
  • id: 40678596
    {'hecke_orbit_code': 18014536267202624, 'n': 18, 'trace_an': 0}
  • id: 40678597
    {'hecke_orbit_code': 18014536267202624, 'n': 19, 'trace_an': 0}
  • id: 40678598
    {'hecke_orbit_code': 18014536267202624, 'n': 20, 'trace_an': 0}
  • id: 40678599
    {'hecke_orbit_code': 18014536267202624, 'n': 21, 'trace_an': 771822339072}
  • id: 40678600
    {'hecke_orbit_code': 18014536267202624, 'n': 22, 'trace_an': 0}
  • id: 40678601
    {'hecke_orbit_code': 18014536267202624, 'n': 23, 'trace_an': 0}
  • id: 40678602
    {'hecke_orbit_code': 18014536267202624, 'n': 24, 'trace_an': 0}
  • id: 40678603
    {'hecke_orbit_code': 18014536267202624, 'n': 25, 'trace_an': 528925732440}
  • id: 40678604
    {'hecke_orbit_code': 18014536267202624, 'n': 26, 'trace_an': 0}
  • id: 40678605
    {'hecke_orbit_code': 18014536267202624, 'n': 27, 'trace_an': 0}
  • id: 40678606
    {'hecke_orbit_code': 18014536267202624, 'n': 28, 'trace_an': 0}
  • id: 40678607
    {'hecke_orbit_code': 18014536267202624, 'n': 29, 'trace_an': -11238056568912}
  • id: 40678608
    {'hecke_orbit_code': 18014536267202624, 'n': 30, 'trace_an': 0}
  • id: 40678609
    {'hecke_orbit_code': 18014536267202624, 'n': 31, 'trace_an': 0}
  • id: 40678610
    {'hecke_orbit_code': 18014536267202624, 'n': 32, 'trace_an': 0}
  • id: 40678611
    {'hecke_orbit_code': 18014536267202624, 'n': 33, 'trace_an': -21541938424320}
  • id: 40678612
    {'hecke_orbit_code': 18014536267202624, 'n': 34, 'trace_an': 0}
  • id: 40678613
    {'hecke_orbit_code': 18014536267202624, 'n': 35, 'trace_an': 0}
  • id: 40678614
    {'hecke_orbit_code': 18014536267202624, 'n': 36, 'trace_an': 0}
  • id: 40678615
    {'hecke_orbit_code': 18014536267202624, 'n': 37, 'trace_an': 158886968816432}
  • id: 40678616
    {'hecke_orbit_code': 18014536267202624, 'n': 38, 'trace_an': 0}
  • id: 40678617
    {'hecke_orbit_code': 18014536267202624, 'n': 39, 'trace_an': 0}
  • id: 40678618
    {'hecke_orbit_code': 18014536267202624, 'n': 40, 'trace_an': 0}
  • id: 40678619
    {'hecke_orbit_code': 18014536267202624, 'n': 41, 'trace_an': 451509984725136}
  • id: 40678620
    {'hecke_orbit_code': 18014536267202624, 'n': 42, 'trace_an': 0}
  • id: 40678621
    {'hecke_orbit_code': 18014536267202624, 'n': 43, 'trace_an': 0}
  • id: 40678622
    {'hecke_orbit_code': 18014536267202624, 'n': 44, 'trace_an': 0}
  • id: 40678623
    {'hecke_orbit_code': 18014536267202624, 'n': 45, 'trace_an': -394282398204240}
  • id: 40678624
    {'hecke_orbit_code': 18014536267202624, 'n': 46, 'trace_an': 0}
  • id: 40678625
    {'hecke_orbit_code': 18014536267202624, 'n': 47, 'trace_an': 0}
  • id: 40678626
    {'hecke_orbit_code': 18014536267202624, 'n': 48, 'trace_an': 0}
  • id: 40678627
    {'hecke_orbit_code': 18014536267202624, 'n': 49, 'trace_an': -2251201133570680}
  • id: 40678628
    {'hecke_orbit_code': 18014536267202624, 'n': 50, 'trace_an': 0}
  • id: 40678629
    {'hecke_orbit_code': 18014536267202624, 'n': 51, 'trace_an': 0}
  • id: 40678630
    {'hecke_orbit_code': 18014536267202624, 'n': 52, 'trace_an': 0}
  • id: 40678631
    {'hecke_orbit_code': 18014536267202624, 'n': 53, 'trace_an': -1216384760086992}
  • id: 40678632
    {'hecke_orbit_code': 18014536267202624, 'n': 54, 'trace_an': 0}
  • id: 40678633
    {'hecke_orbit_code': 18014536267202624, 'n': 55, 'trace_an': 0}
  • id: 40678634
    {'hecke_orbit_code': 18014536267202624, 'n': 56, 'trace_an': 0}
  • id: 40678635
    {'hecke_orbit_code': 18014536267202624, 'n': 57, 'trace_an': 2661563378188800}
  • id: 40678636
    {'hecke_orbit_code': 18014536267202624, 'n': 58, 'trace_an': 0}
  • id: 40678637
    {'hecke_orbit_code': 18014536267202624, 'n': 59, 'trace_an': 0}
  • id: 40678638
    {'hecke_orbit_code': 18014536267202624, 'n': 60, 'trace_an': 0}
  • id: 40678639
    {'hecke_orbit_code': 18014536267202624, 'n': 61, 'trace_an': -184592915104336}
  • id: 40678640
    {'hecke_orbit_code': 18014536267202624, 'n': 62, 'trace_an': 0}
  • id: 40678641
    {'hecke_orbit_code': 18014536267202624, 'n': 63, 'trace_an': 0}
  • id: 40678642
    {'hecke_orbit_code': 18014536267202624, 'n': 64, 'trace_an': 0}
  • id: 40678643
    {'hecke_orbit_code': 18014536267202624, 'n': 65, 'trace_an': -5670291051587040}
  • id: 40678644
    {'hecke_orbit_code': 18014536267202624, 'n': 66, 'trace_an': 0}
  • id: 40678645
    {'hecke_orbit_code': 18014536267202624, 'n': 67, 'trace_an': 0}
  • id: 40678646
    {'hecke_orbit_code': 18014536267202624, 'n': 68, 'trace_an': 0}
  • id: 40678647
    {'hecke_orbit_code': 18014536267202624, 'n': 69, 'trace_an': 26839260584143872}
  • id: 40678648
    {'hecke_orbit_code': 18014536267202624, 'n': 70, 'trace_an': 0}
  • id: 40678649
    {'hecke_orbit_code': 18014536267202624, 'n': 71, 'trace_an': 0}
  • id: 40678650
    {'hecke_orbit_code': 18014536267202624, 'n': 72, 'trace_an': 0}
  • id: 40678651
    {'hecke_orbit_code': 18014536267202624, 'n': 73, 'trace_an': 31494366486758032}
  • id: 40678652
    {'hecke_orbit_code': 18014536267202624, 'n': 74, 'trace_an': 0}
  • id: 40678653
    {'hecke_orbit_code': 18014536267202624, 'n': 75, 'trace_an': 0}
  • id: 40678654
    {'hecke_orbit_code': 18014536267202624, 'n': 76, 'trace_an': 0}
  • id: 40678655
    {'hecke_orbit_code': 18014536267202624, 'n': 77, 'trace_an': -180811187963888640}
  • id: 40678656
    {'hecke_orbit_code': 18014536267202624, 'n': 78, 'trace_an': 0}
  • id: 40678657
    {'hecke_orbit_code': 18014536267202624, 'n': 79, 'trace_an': 0}
  • id: 40678658
    {'hecke_orbit_code': 18014536267202624, 'n': 80, 'trace_an': 0}
  • id: 40678659
    {'hecke_orbit_code': 18014536267202624, 'n': 81, 'trace_an': -260466732987857784}
  • id: 40678660
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    {'hecke_orbit_code': 18014536267202624, 'n': 983, 'trace_an': 0}
  • id: 40678835
    {'hecke_orbit_code': 18014536267202624, 'n': 991, 'trace_an': 0}
  • id: 40678836
    {'hecke_orbit_code': 18014536267202624, 'n': 997, 'trace_an': -6100948497336866002171484368}