Embedded newform data - 825.6.a.y.1.3

Formats: - HTML - YAML - JSON - 2024-04-25T15:30:49.516444

• 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': 29700, 'analytic_conductor': 132.31665134570903, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, -1], [5, -1], [11, -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': [825, 1, [551, 727, 376], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 13, 'field_disc': 1161945696535438595740806543874344753369588925907009536, 'field_disc_factorization': [[2, 16], [3472831, 1], [361168589, 1], [14135535939868315759439555065949189, 1]], 'field_poly': [522579400, 1518551280, -549984598, -448113518, 63733360, 42852537, -2591628, -1788312, 39928, 34574, -206, -306, 0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': -1, 'has_non_self_twist': 0, 'hecke_cutters': [[2, [-1145312512, -484005120, 1157491968, 125987072, -183538464, -3851488, 11270528, -348208, -292621, 16399, 3286, -228, -13, 1]]], 'hecke_orbit': 25, 'hecke_orbit_code': 108086391157556025, 'hecke_ring_generator_nbound': 17, 'hecke_ring_index': 360000000, 'hecke_ring_index_factorization': [[2, 9], [3, 2], [5, 7]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '825.6.a.y', 'level': 825, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 5, 11], 'level_radical': 165, 'minimal_twist': '165.6.c.b', 'prim_orbit_index': 1, 'qexp_display': 'q+(1-\\beta _{1})q^{2}+9q^{3}+(2^{4}-\\beta _{1}+\\beta _{2}+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 13, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '825.6.a', 'trace_display': [13, 117, 0, 304], 'trace_hash': 544961701336031884, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.205', 'prec': 17}, {'__RealLiteral__': 0, 'data': '11.076', 'prec': 20}, {'__RealLiteral__': 0, 'data': '2.779', 'prec': 17}, {'__RealLiteral__': 0, 'data': '350.024', 'prec': 24}, {'__RealLiteral__': 0, 'data': '161.822', 'prec': 24}, {'__RealLiteral__': 0, 'data': '17732.368', 'prec': 30}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 'traces': [13, 13, 117, 209, 0, 117, 304, 399, 1053, 0, 1573, 1881, 986, -610, 0, 3501, 1476, 1053, 270, 0, 2736, 1573, 9084, 3591, 0, 2652, 9477, 10920, 11952, 0, 19096, 11661, 14157, -1302, 0, 16929, 39964, 1574, 8874, 0, 35184, -5490, -96, 25289, 0, -4120, 34984, 31509, 14557, 0, 13284, 39002, 22984, 9477, 0, 59802, 2430, 18896, -9192, 0, 5438, 272, 24624, 106557, 0, 14157, 71508, 127948, 81756, 0, 101700, 32319, 77390, 13676, 0, 139966, 36784, 23868, 93954, 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'weight': 6, 'weight_parity': 1}
• 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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-0.15055357239899828, -0.21917932301745, -0.17774715426724752, -0.18639228124876348, -0.14914127143940897, -0.1732265620601259, -0.2612236151914554, -0.2727863852174957, -0.1534136932840981, -0.2811961308409996, -0.3784107455329441, -0.4552249868997976, -0.2177059795137492, -0.24573217673514103, -0.3932721210479534, -0.20122950281553334, -0.178955147466771, -0.33870640616362996, -0.29680450149981596, -0.19573378057937488, -0.2070630092619941, -0.2490756588552994], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 3, 'dual_embedding_m': 3, 'embedding_index': 3, 'embedding_m': 3, 'embedding_root_imag': 0.0, 'embedding_root_real': 8.398546478150767, 'hecke_orbit': 25, 'hecke_orbit_code': 108086391157556025, 'label': '825.6.a.y.1.3', 'level': 825, 'weight': 6}
• mf_newspaces •

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

  
  {'AL_dims': [[[[3, -1], [5, -1], [11, -1]], 23, 2], [[[3, 1], [5, -1], [11, -1]], 20, 2], [[[3, 1], [5, -1], [11, 1]], 22, 2], [[[3, -1], [5, 1], [11, -1]], 16, 5], [[[3, 1], [5, 1], [11, 1]], 18, 4], [[[3, -1], [5, -1], [11, 1]], 21, 2], [[[3, -1], [5, 1], [11, 1]], 19, 4], [[[3, 1], [5, 1], [11, -1]], 21, 4]], 'ALdims': [18, 21, 22, 20, 19, 16, 21, 23], 'Nk2': 29700, 'analytic_conductor': 132.31665134570903, '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': [825, 1, [551, 727, 376], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 588, 'dim': 160, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 100664121, 'hecke_orbit_dims': [1, 1, 2, 2, 2, 3, 3, 3, 3, 3, 5, 5, 7, 7, 7, 8, 8, 9, 9, 10, 10, 13, 13, 13, 13], 'label': '825.6.a', 'level': 825, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 5, 11], 'level_radical': 165, 'mf_dim': 612, 'mf_new_dim': 160, 'num_forms': 25, 'plus_dim': 75, 'prim_orbit_index': 1, 'relative_dim': 160, 'sturm_bound': 720, 'trace_bound': 4, 'trace_display': [-8, -18, 0, -36], 'traces': [160, -8, -18, 2644, 0, -180, -36, 108, 12960, 0, 0, -864, -544, -1508, 0, 45132, 2700, -648, -6856, 0, 2664, -968, 4896, -540, 0, -22324, -1458, 11240, 26148, 0, 18556, 16428, -2178, 46080, 0, 214164, 7872, 59320, -4896, 0, 32636, 13068, -50236, 4840, 0, 67416, -62360, -77040, 371972, 0, 23328, -33704, 94088, -14580, 0, -69732, 32220, -40704, -72608, 0, 56964, -156976, -2916, 865796, 0, 17424, -60648, 200344, 21096, 0, -60456, 8748, 162488, 179720, 0, 67192, 29524, -61740, -56420, 0, 1049760, 20568, 98992, 84240, 0, 202096, 95904, -161172, -454528, 0, 102588, -116724, -236376, -879944, 0, -491940, 380896, 233152, 0, 0, -834772, 96912, -206304, -554932, 0, -772448, -363040, -69984, -599148, 0, 665892, 692032, -280600, 722232, 0, -78160, 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• 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: 48556629
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 13, 'source_embedding_index': 3, 'source_hecke_orbit_code': 108086391157556025, 'source_is_minimal': False, 'source_label': '825.6.a.y.1.3', 'source_level': 825, 'target_conrey_index': 1, 'target_dim': 13, 'target_embedding_index': 3, 'target_hecke_orbit_code': 108086391157556025, 'target_is_minimal': False, 'target_label': '825.6.a.y.1.3', 'target_level': 825, 'twist_class_label': '165.6.c.b.34.6', 'twist_class_level': 165, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 6}
  • id: 48556630
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 13, 'source_embedding_index': 3, 'source_hecke_orbit_code': 108086391157556025, 'source_is_minimal': False, 'source_label': '825.6.a.y.1.3', 'source_level': 825, 'target_conrey_index': 34, 'target_dim': 26, 'target_embedding_index': 6, 'target_hecke_orbit_code': 4503737166987429, 'target_is_minimal': True, 'target_label': '165.6.c.b.34.6', 'target_level': 165, 'twist_class_label': '165.6.c.b.34.6', 'twist_class_level': 165, 'twisting_char_label': '5.2', 'twisting_conrey_index': 2, 'weight': 6}
  • id: 48556631
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 13, 'source_embedding_index': 3, 'source_hecke_orbit_code': 108086391157556025, 'source_is_minimal': False, 'source_label': '825.6.a.y.1.3', 'source_level': 825, 'target_conrey_index': 34, 'target_dim': 26, 'target_embedding_index': 21, 'target_hecke_orbit_code': 4503737166987429, 'target_is_minimal': True, 'target_label': '165.6.c.b.34.21', 'target_level': 165, 'twist_class_label': '165.6.c.b.34.6', 'twist_class_level': 165, 'twisting_char_label': '5.3', 'twisting_conrey_index': 3, 'weight': 6}
  • id: 48556632
    {'conductor': 5, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 13, 'source_embedding_index': 3, 'source_hecke_orbit_code': 108086391157556025, 'source_is_minimal': False, 'source_label': '825.6.a.y.1.3', 'source_level': 825, 'target_conrey_index': 1, 'target_dim': 13, 'target_embedding_index': 11, 'target_hecke_orbit_code': 94575592275444537, 'target_is_minimal': False, 'target_label': '825.6.a.v.1.11', 'target_level': 825, 'twist_class_label': '165.6.c.b.34.6', 'twist_class_level': 165, 'twisting_char_label': '5.4', 'twisting_conrey_index': 4, 'weight': 6}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 1379100
    {'charpoly_factorization': [[[-1145312512, -484005120, 1157491968, 125987072, -183538464, -3851488, 11270528, -348208, -292621, 16399, 3286, -228, -13, 1], 1]], 'hecke_orbit_code': 108086391157556025, 'p': 2}
  • id: 1379101
    {'charpoly_factorization': [[[-9, 1], 13]], 'hecke_orbit_code': 108086391157556025, 'p': 3}
  • id: 1379102
    {'charpoly_factorization': [[[0, 1], 13]], 'hecke_orbit_code': 108086391157556025, 'p': 5}
  • id: 1379103
    {'charpoly_factorization': [[[11192240237236501008930048, -1433959612676577143557632, 21688183303081364369664, 2035786138014888379584, -47882112719551424320, -338065837543138752, 10621799599588336, 5021043180272, -816139507760, 1346162340, 26257308, -70316, -304, 1], 1]], 'hecke_orbit_code': 108086391157556025, 'p': 7}
  • id: 1379104
    {'charpoly_factorization': [[[-121, 1], 13]], 'hecke_orbit_code': 108086391157556025, 'p': 11}
  • id: 1379105
    {'charpoly_factorization': [[[-519388179356855122619296977107712, -38630327329144799326233859053312, 23470776845969055975522896256, 4622704213606751488134679488, -17659508337416002894422016, -55617199854277101334976, 303625446985028293872, 68068664695624144, -1590938704624936, 1061014095828, 2369239244, -2155020, -986, 1], 1]], 'hecke_orbit_code': 108086391157556025, 'p': 13}
  • id: 1379106
    {'charpoly_factorization': [[[-48728715704537302040188983310269546496, -88460636755506843537587341094617088, 8612875778132128598488584705214464, -11772853769025260362060460127232, -44902705287413399980936882368, 48012692230201830844843584, 75387222440148071667840, -68677232424367390992, -52273797502422976, 42182620809712, 15326895580, -11140292, -1476, 1], 1]], 'hecke_orbit_code': 108086391157556025, 'p': 17}
  • id: 1379107
    {'charpoly_factorization': [[[58982443653194274976461698763304140800000, -309545253400755681773007746648391680000, 488029713389166528696590305598464000, 55018066631928573983331109273600, -788741754894131705033910295040, 403650867464297607096936704, 436884574190753756602624, -349405155628401864704, -105750723149091072, 117756230794784, 10448839856, -17772144, -270, 1], 1]], 'hecke_orbit_code': 108086391157556025, 'p': 19}
  • id: 1379108
    {'charpoly_factorization': [[[4456532597308357020126490793849648054272, -413834622517914860192851950642686853120, 1476537593539493998516302388827914240, 4047313329484741851016559542108160, -4959138919648073951188920467456, -5959724883730733948299304960, 4784409359370427790672384, 2150355175039425878144, -1480783803122093936, -235127711799644, 192149721488, -1242364, -9084, 1], 1]], 'hecke_orbit_code': 108086391157556025, 'p': 23}
  • id: 1379109
    {'charpoly_factorization': [[[3695411189982132027035128505238464692224000, -51862315108442464889772103169692021555200, 29572663631129247860285667548706570240, 121871327317476545379767488082853888, -93383753231777167895361907638272, -70918850577855882378805307392, 66828408139831523128980992, 4351707292931534887936, -10976853913465515776, 417959431975056, 657865583776, -38080456, -11952, 1], 1]], 'hecke_orbit_code': 108086391157556025, 'p': 29}
  • id: 1379110
    {'charpoly_factorization': [[[2200150769880941056377749706362491639955456, 24526398552206690102491816153925782339584, -41495476280902199871948073312901398528, -215360893852445573115058949469044736, 350724469208589967297760930951168, 136480505096861398753348024320, -342026153226553124946424832, 108776024972377723325696, 13034488179025805056, -10962034237605184, 1459613597776, 35365560, -19096, 1], 1]], 'hecke_orbit_code': 108086391157556025, 'p': 31}
  • id: 1379111
    {'charpoly_factorization': [[[-2980564299532706908238376786467560901562229850112, -4014016930108952506576815016645451053707558912, 6161553796902146620882456835247754126491648, -1445908058028023479872635864856187846656, -949405600722370052215796407890845696, 638072531373259937037282893639680, -151611425040600301132025560576, 14502260231011393486431744, 320555753003287356736, -176353703161265392, 10386182756288, 233953736, -39964, 1], 1]], 'hecke_orbit_code': 108086391157556025, 'p': 37}
  • id: 1379112
    {'charpoly_factorization': [[[321212244614654800765226601030824906967815320240128, -29178332506344490744942803880447037237907947520, -59724305540870034518989354954188223518081024, 11213279441632124410836732373775706488832, 2593963146030542544237908757720039424, -751610579093045807324439760273408, -8601228385476836260942704640, 15752346398953536146861056, -881441418673067697152, -109146680751323520, 11328777136480, 41930240, -35184, 1], 1]], 'hecke_orbit_code': 108086391157556025, 'p': 41}
  • id: 1379113
    {'charpoly_factorization': [[[-16580058974938760208460541180101533148316674560000, -848869066041058030205774777958214734638592000, 19418720206808321483183988420528637809868800, -993006272812806040238694974826971804160, -5373373781290110753266479871541495232, 178049647786274232312251483671680, 338054862017549164498495551744, -39212647814808779116702288, -1833654488016560029856, 341178837797807904, 2299234761964, -1021280528, 96, 1], 1]], 'hecke_orbit_code': 108086391157556025, 'p': 43}
  • id: 1379114
    {'charpoly_factorization': [[[1254280272252762521998622600972994827456924256960512, 1179965128498415541206881569179692054179573202944, 176339565804852283145452558824782391738499072, -79366536017395518145180924448903777259520, -16100402527677534122620680476027953152, 1838148394146291400451834789139456, 424478454209235182374639324800, -18212380971962168688313152, -4595165922562212196960, 98763946547974884, 20953473515744, -452916268, -34984, 1], 1]], 'hecke_orbit_code': 108086391157556025, 'p': 47}
  • id: 1379115
    {'charpoly_factorization': [[[4501024148691328676224615115810772377786268337042997248, -2168166868014732967933478863631438650636183128670208, 203084644430533663693237838361143471391393497088, 27297966239159422601384469737993924769197056, -4651681887978420479812060027057576296448, 8001113943584774416829791556051968, 24995790536878214521853759251776, -633895307814765716202689664, -56744786404367833570752, 1984384397151636708, 58821393849824, -2365215988, -22984, 1], 1]], 'hecke_orbit_code': 108086391157556025, 'p': 53}
  • id: 1379116
    {'charpoly_factorization': [[[-13720491983165447605765446366804273105472123402223616000, 588790313026272350762670050815940856503185126195200, 698986214832991521749458682587537396261645516800, -62640104718261037692555020873320816071622656, -6512644938583264063849764891573184188416, 723613768226861626010452162378788864, 19451579199222413395367371852800, -2931907418753722270520313088, -12586726440443468309760, 4914669653652158784, -10614678306416, -3642983280, 9192, 1], 1]], 'hecke_orbit_code': 108086391157556025, 'p': 59}
  • id: 1379117
    {'charpoly_factorization': [[[212488168163883180228081353368217006268830603842193408, -14737569814399556251012504507445669305731850812416, -274709239394185958052045999518201907828504932352, 6824175199762383423113185253058712328443904, 15093233489347834156402764888412559039744, 1057040094639814127333931041198674560, -60782936374904044904156940760960, -6022250940194534391941732544, 34131159477819371654344, 9084835723768867620, 10354041096408, -5254106804, -5438, 1], 1]], 'hecke_orbit_code': 108086391157556025, 'p': 61}
  • id: 1379118
    {'charpoly_factorization': [[[1162328064468774062745160224429124480585377509193126248448, 686990828833707693170285639211742860338280160803422208, -178637670615375659348477011103479527107428840636416, 10623107705688969696099925430584336087479091200, 349294879829014872468551697241925184290816, -55914518806386882589585644744556199936, 1406498662227013383816987384844288, 34261927478010619441833243136, -1877665715904876192880832, 7013297259143232144, 671624760096448, -7177820472, -71508, 1], 1]], 'hecke_orbit_code': 108086391157556025, 'p': 67}
  • id: 1379119
    {'charpoly_factorization': [[[2782437437880983381572358000365161131159341888863509299200, -1911066178583088407379100433552017074454624430203699200, 177647517815375614041606283387210104974294037958656, 29988055982812028435852260405044717602859027456, -883780906335236197993426530183398549660672, -90224584067103603569486620716253471232, 2649245600667783350599582867926976, 87133551162483762813524356416, -3496382759736364008017392, -1443787289904955292, 1131401517184656, -7847498156, -101700, 1], 1]], 'hecke_orbit_code': 108086391157556025, 'p': 71}
  • id: 1379120
    {'charpoly_factorization': [[[28245002167919579244529033855402622292501756200722181409792, -6730720261538598775443997196707490224325281131908318208, -238432798019694396883137179560665432980792890199040, 129656184718666555053786438364162653749533826304, -6003828791734842118507618377766845605857088, -128263856344018937236179863507448799936, 10399074773061589574225873981218592, -18759907636191317067358062160, -5632661574068105090470800, 46459767351419681568, 1172225083487084, -13091604344, -77390, 1], 1]], 'hecke_orbit_code': 108086391157556025, 'p': 73}
  • id: 1379121
    {'charpoly_factorization': [[[-24355848386123303194322483770254205518314406436775680000, -20228945447124140914588413580868831047399513892326400, -1754261293781551551365064392344928840840324756480, 1482021786591775961880920287579114536277460992, 310417330583895450116979139730466476803072, 8008441348978952596719505354348205184, -2031163103998236394647306761498816, -135652175889268615411171659392, -1186668772241064093586664, 62461769772381267812, 748648789922840, -11653783820, -93954, 1], 1]], 'hecke_orbit_code': 108086391157556025, 'p': 79}
  • id: 1379122
    {'charpoly_factorization': [[[40927119862998082154938361178478345291313836091689065988096, -5796643916206763863320455269712138792256504898398044160, -361868546570796612118448345293074734223041702066176, 56362100447416987159570518498494622248786862080, 1163336240523794983750513093053483153655104, -171481765652796245119149362287741054272, -634197818111080987305858279866016, 213067434819550766131427491248, -1851674498472391866625328, -92921071564440046992, 1713489917390932, 724995776, -185918, 1], 1]], 'hecke_orbit_code': 108086391157556025, 'p': 83}
  • id: 1379123
    {'charpoly_factorization': [[[-977341093898240849496772552601218974476596515369469824000000, 1051484443866601588777319450469406027234699964240666112000, -228746655891592175888822232512560435675050428742512640, -9727534229203571563357895636963434033983653658624, 447965973316680493353150321466673658371106304, 13321423151602868369545432403000252925696, -153198011136542644232873839443614720, -4650889051328414568050963479296, 19859131174722496989939040, 670336104659398163024, -1057469451003024, -42778594448, 18418, 1], 1]], 'hecke_orbit_code': 108086391157556025, 'p': 89}
  • id: 1379124
    {'charpoly_factorization': [[[-8789356185056720646549192188970906551751549335181717355364352, 2611494441877006258739354133566157264785234752644405264384, -303402618139178352118302661053858508054511193144950784, 16548320469637935223161166799362818940462042447872, -342876152698248598049589501736683255054663680, -4402102673688707093042832225226317873152, 270229511894595594663302240556181504, -1321141116362387754772380473344, -54127719144204693752276608, 451550238985070750480, 3951712010186944, -38447744328, -94312, 1], 1]], 'hecke_orbit_code': 108086391157556025, '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': 25, 'label': '825.6.a.y', 'level': 825, 'portrait': 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', 'weight': 6}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 258501000
    {'hecke_orbit_code': 108086391157556025, 'n': 1, 'trace_an': 13}
  • id: 258501001
    {'hecke_orbit_code': 108086391157556025, 'n': 2, 'trace_an': 13}
  • id: 258501002
    {'hecke_orbit_code': 108086391157556025, 'n': 3, 'trace_an': 117}
  • id: 258501003
    {'hecke_orbit_code': 108086391157556025, 'n': 4, 'trace_an': 209}
  • id: 258501004
    {'hecke_orbit_code': 108086391157556025, 'n': 5, 'trace_an': 0}
  • id: 258501005
    {'hecke_orbit_code': 108086391157556025, 'n': 6, 'trace_an': 117}
  • id: 258501006
    {'hecke_orbit_code': 108086391157556025, 'n': 7, 'trace_an': 304}
  • id: 258501007
    {'hecke_orbit_code': 108086391157556025, 'n': 8, 'trace_an': 399}
  • id: 258501008
    {'hecke_orbit_code': 108086391157556025, 'n': 9, 'trace_an': 1053}
  • id: 258501009
    {'hecke_orbit_code': 108086391157556025, 'n': 10, 'trace_an': 0}
  • id: 258501010
    {'hecke_orbit_code': 108086391157556025, 'n': 11, 'trace_an': 1573}
  • id: 258501011
    {'hecke_orbit_code': 108086391157556025, 'n': 12, 'trace_an': 1881}
  • id: 258501012
    {'hecke_orbit_code': 108086391157556025, 'n': 13, 'trace_an': 986}
  • id: 258501013
    {'hecke_orbit_code': 108086391157556025, 'n': 14, 'trace_an': -610}
  • id: 258501014
    {'hecke_orbit_code': 108086391157556025, 'n': 15, 'trace_an': 0}
  • id: 258501015
    {'hecke_orbit_code': 108086391157556025, 'n': 16, 'trace_an': 3501}
  • id: 258501016
    {'hecke_orbit_code': 108086391157556025, 'n': 17, 'trace_an': 1476}
  • id: 258501017
    {'hecke_orbit_code': 108086391157556025, 'n': 18, 'trace_an': 1053}
  • id: 258501018
    {'hecke_orbit_code': 108086391157556025, 'n': 19, 'trace_an': 270}
  • id: 258501019
    {'hecke_orbit_code': 108086391157556025, 'n': 20, 'trace_an': 0}
  • id: 258501020
    {'hecke_orbit_code': 108086391157556025, 'n': 21, 'trace_an': 2736}
  • id: 258501021
    {'hecke_orbit_code': 108086391157556025, 'n': 22, 'trace_an': 1573}
  • id: 258501022
    {'hecke_orbit_code': 108086391157556025, 'n': 23, 'trace_an': 9084}
  • id: 258501023
    {'hecke_orbit_code': 108086391157556025, 'n': 24, 'trace_an': 3591}
  • id: 258501024
    {'hecke_orbit_code': 108086391157556025, 'n': 25, 'trace_an': 0}
  • id: 258501025
    {'hecke_orbit_code': 108086391157556025, 'n': 26, 'trace_an': 2652}
  • id: 258501026
    {'hecke_orbit_code': 108086391157556025, 'n': 27, 'trace_an': 9477}
  • id: 258501027
    {'hecke_orbit_code': 108086391157556025, 'n': 28, 'trace_an': 10920}
  • id: 258501028
    {'hecke_orbit_code': 108086391157556025, 'n': 29, 'trace_an': 11952}
  • id: 258501029
    {'hecke_orbit_code': 108086391157556025, 'n': 30, 'trace_an': 0}
  • id: 258501030
    {'hecke_orbit_code': 108086391157556025, 'n': 31, 'trace_an': 19096}
  • id: 258501031
    {'hecke_orbit_code': 108086391157556025, 'n': 32, 'trace_an': 11661}
  • id: 258501032
    {'hecke_orbit_code': 108086391157556025, 'n': 33, 'trace_an': 14157}
  • id: 258501033
    {'hecke_orbit_code': 108086391157556025, 'n': 34, 'trace_an': -1302}
  • id: 258501034
    {'hecke_orbit_code': 108086391157556025, 'n': 35, 'trace_an': 0}
  • id: 258501035
    {'hecke_orbit_code': 108086391157556025, 'n': 36, 'trace_an': 16929}
  • id: 258501036
    {'hecke_orbit_code': 108086391157556025, 'n': 37, 'trace_an': 39964}
  • id: 258501037
    {'hecke_orbit_code': 108086391157556025, 'n': 38, 'trace_an': 1574}
  • id: 258501038
    {'hecke_orbit_code': 108086391157556025, 'n': 39, 'trace_an': 8874}
  • id: 258501039
    {'hecke_orbit_code': 108086391157556025, 'n': 40, 'trace_an': 0}
  • id: 258501040
    {'hecke_orbit_code': 108086391157556025, 'n': 41, 'trace_an': 35184}
  • id: 258501041
    {'hecke_orbit_code': 108086391157556025, 'n': 42, 'trace_an': -5490}
  • id: 258501042
    {'hecke_orbit_code': 108086391157556025, 'n': 43, 'trace_an': -96}
  • id: 258501043
    {'hecke_orbit_code': 108086391157556025, 'n': 44, 'trace_an': 25289}
  • id: 258501044
    {'hecke_orbit_code': 108086391157556025, 'n': 45, 'trace_an': 0}
  • id: 258501045
    {'hecke_orbit_code': 108086391157556025, 'n': 46, 'trace_an': -4120}
  • id: 258501046
    {'hecke_orbit_code': 108086391157556025, 'n': 47, 'trace_an': 34984}
  • id: 258501047
    {'hecke_orbit_code': 108086391157556025, 'n': 48, 'trace_an': 31509}
  • id: 258501048
    {'hecke_orbit_code': 108086391157556025, 'n': 49, 'trace_an': 14557}
  • id: 258501049
    {'hecke_orbit_code': 108086391157556025, 'n': 50, 'trace_an': 0}
  • id: 258501050
    {'hecke_orbit_code': 108086391157556025, 'n': 51, 'trace_an': 13284}
  • id: 258501051
    {'hecke_orbit_code': 108086391157556025, 'n': 52, 'trace_an': 39002}
  • id: 258501052
    {'hecke_orbit_code': 108086391157556025, 'n': 53, 'trace_an': 22984}
  • id: 258501053
    {'hecke_orbit_code': 108086391157556025, 'n': 54, 'trace_an': 9477}
  • id: 258501054
    {'hecke_orbit_code': 108086391157556025, 'n': 55, 'trace_an': 0}
  • id: 258501055
    {'hecke_orbit_code': 108086391157556025, 'n': 56, 'trace_an': 59802}
  • id: 258501056
    {'hecke_orbit_code': 108086391157556025, 'n': 57, 'trace_an': 2430}
  • id: 258501057
    {'hecke_orbit_code': 108086391157556025, 'n': 58, 'trace_an': 18896}
  • id: 258501058
    {'hecke_orbit_code': 108086391157556025, 'n': 59, 'trace_an': -9192}
  • id: 258501059
    {'hecke_orbit_code': 108086391157556025, 'n': 60, 'trace_an': 0}
  • id: 258501060
    {'hecke_orbit_code': 108086391157556025, 'n': 61, 'trace_an': 5438}
  • id: 258501061
    {'hecke_orbit_code': 108086391157556025, 'n': 62, 'trace_an': 272}
  • id: 258501062
    {'hecke_orbit_code': 108086391157556025, 'n': 63, 'trace_an': 24624}
  • id: 258501063
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