Embedded newform data - 50.22.b.h.49.8

Formats: - HTML - YAML - JSON - 2026-10-09T22:39:28.405187

• 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': 24200, 'analytic_conductor': 139.73867214353106, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 5, 'char_degree': 1, 'char_is_minimal': False, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': 1, 'char_values': [50, 2, [27], [1]], 'cm_discs': [], 'conrey_index': 49, 'dim': 8, 'field_disc': 62053284948913536402075333311786121548268050370493251072256, 'field_disc_factorization': [[2, 8], [13, 4], [1559, 2], [59092122029631972825431, 2]], 'field_poly': [1950242865828513717112273670400, 0, 1509292444050779145008164, 0, 102381727891800129, 0, 631153566, 0, 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, [544232517515116607354987994818537753721, 0, 3810712996199781196841554721964, 0, 1177819478623513142766, 0, 65456174524, 0, 1]]], 'hecke_orbit': 8, 'hecke_orbit_code': 31525266480169010, 'hecke_ring_generator_nbound': 11, 'hecke_ring_index': 311169600000000000000, 'hecke_ring_index_factorization': [[2, 18], [3, 4], [5, 14], [7, 4]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 5, 2, 1, 2, 0]], 'is_cm': False, 'is_largest': True, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '50.22.b.h', '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': '50.22.a.i', 'prim_orbit_index': 2, 'qexp_display': 'q-2^{10}\\beta _{3}q^{2}+(-\\beta _{1}+24191\\beta _{3})q^{3}+\\cdots', 'related_objects': [], 'relative_dim': 8, 'rm_discs': [], 'sato_tate_group': '21.2.3.c2', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '50.22.b', 'trace_display': [0, 0, 0, 0], 'trace_hash': 1487755817876234760, 'trace_moments': [0, {'__RealLiteral__': 0, 'data': '7.302', 'prec': 14}, 0, {'__RealLiteral__': 0, 'data': '319.993', 'prec': 20}, 0, {'__RealLiteral__': 0, 'data': '21637.048', 'prec': 27}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.508', 'prec': 10}, 'traces': [8, 0, 0, -8388608, 0, 198172672, 0, 0, -47229523424, 0, 175118508216, 0, 0, -333333561344, 0, 8796093022208, 0, 0, -167026213839880, 0, -8313944227904, 0, 0, -207799107715072, 0, -200905406660608, 0, 0, 765238354195920, 0, 9999235204627696, 0, 0, 1601739378548736, 0, 49523744753844224, 0, 0, -382987550910575728, 0, -135551109096262104, 0, 0, -183625064871100416, 0, 193937735626309632, 0, 0, -1374666588623660136, 0, 90709707851727576, 0, 0, -482428310681804800, 0, 349525572419846144, 0, 0, 4694379942338733840, 0, 10304405280132513376, 0, 0, -9223372036854775808, 0, -22054843181369696256, 0, 0, 140810853389418663312, 0, -12901262837616271344, 0, 0, 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6928000982637224126872205393920, 0, 0, -47539519859407090170373730326000, 0, 59175161703453606102817922942776, 0, 0, 23117072680643391702486019473408, 0, -443662639744214102010093764608, 0, 0, -31637683783102365556259745201840, 0, -6355823996363762156143846386840, 0, 0, -1835719883840740148521526083584, 0, 41192285404118297163594702258176, 0, 0, -37758761714257475289241835995888, 0, 58919813574285837269735954413776, 0, 0, 5161525331799866264793215139840, 0, 16098208354700922676725765586944, 0, 0, -10349521286929877213865545907728, 0, 101590897846928760947863154103456, 0, 0, -68928171078813480100169744449536, 0, -2507457857876538231298468085760, 0, 0, -112117415305212040722963690580512, 0, 36522357818790726136589680921704, 0, 0, 10041598953880339205872852926464, 0, 38094405675362736019600760438784, 0, 0, 12386409672378867308929657859640, 0, 1398616761784301048900907685176, 0, 0, -90324625952208804573465226625024, 0, 11329813422822109055027853131776, 0, 0, -82904879132129755667240939411640, 0, 74163203070770976081209601063520, 0, 0, 75360232641411849878958438875136, 0, 35309926682126211359306415882240, 0, 0, 79710896493285884944663209186912, 0, -6110785852669626284551452498464, 0, 0, -110439312322405128659215734571008, 0, -88522080295420831296490781540352, 0, 0, 93314584413504841158196803946400, 0], 'weight': 22, '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

  
  {'an_normalized': [[1.0, 0.0], [0.0, 0.7071067811865476], [0.0, 1.6024668298051548], [-0.5, 0.0], [0.0, 0.0], [-1.1331151619817341, 0.0], [0.0, 0.17028276667752312], [0.0, -0.3535533905932738], [-1.567899940625783, 0.0], [0.0, 0.0], [0.14701804304018615, 0.0], [0.0, -0.8012334149025774], [0.0, 0.7845187450717152], [-0.12040809903688328, 0.0], [0.0, 0.0], [0.25, 0.0], [0.0, -0.7398125424669881], [0.0, -1.1086726802384763], [-1.7653171538379302, 0.0], [0.0, 0.0], [-0.27287248528818137, 0.0], [0.0, 0.10395745519049134], [0.0, -1.121660541706627], [0.5665575809908671, 0.0], [0.0, 0.0], [-0.5547385246081701, 0.0], [0.0, -0.9100408175011341], [0.0, -0.08514138333876156], [0.6742006631159879, 0.0], [0.0, 0.0], [-1.3093362944413047, 0.0], [0.0, 0.1767766952966369], [0.0, 0.2355915373547649], [0.523126465585268, 0.0], [0.0, 0.0], [0.7839499703128915, 0.0], [0.0, -1.4809478766061783], [0.0, -1.2482677304237362], [-1.2571652663377897, 0.0], [0.0, 0.0], [0.8751839600944122, 0.0], [0.0, -0.19294998474649946], [0.0, 1.1491740225055684], [-0.07350902152009307, 0.0], [0.0, 0.0], [0.7931337752301323, 0.0], [0.0, -0.6698914913450572], [0.0, 0.4006167074512887], [0.9710037793726483, 0.0], [0.0, 0.0], [1.185525059577166, 0.0], [0.0, -0.3922593725358576], [0.0, -0.34597340264520765], [0.6434960332116012, 0.0], [0.0, 0.0], [0.06020404951844164, 0.0], [0.0, -2.8288621831113265], [0.0, 0.47673186076978213], [1.350128869187001, 0.0], [0.0, 0.0], [0.9949649616711925, 0.0], [0.0, -0.9258405726531126], [0.0, -0.26698633976328257], [-0.125, 0.0], [0.0, 0.0], [-0.1665883736537181, 0.0], [0.0, 0.3087790257174682], [0.0, 0.36990627123349407], [1.7974238123861512, 0.0], [0.0, 0.0], [1.060671364529088, 0.0], [0.0, 0.5543363401192382], [0.0, 0.5849427580628332], [1.0471882861320472, 0.0], [0.0, 0.0], [0.8826585769189651, 0.0], [0.0, 0.025034639120398074], [0.0, -0.8889500848996432], [-1.772694213139877, 0.0], [0.0, 0.0], [-0.10958971681144919, 0.0], [0.0, 0.6188485129684557], [0.0, -1.8972730935956006], [0.13643624264409068, 0.0], [0.0, 0.0], [-0.8125887440771097, 0.0], [0.0, 1.0803841992760104], [0.0, -0.05197872759524567], [-0.4404309470504734, 0.0], [0.0, 0.0], [-0.1335900224211901, 0.0], [0.0, 0.5608302708533135], [0.0, -2.0981679809021863], [0.47368481618925934, 0.0], [0.0, 0.0], [-0.28327879049543353, 0.0], [0.0, 1.026541956792535], [0.0, 0.6866033569521658], [-0.23050958095362667, 0.0], [0.0, 0.0]], 'angles': [None, 0.14791124095834665, None, 0.01356709725180982, -0.23829011379519793, 0.06415321500273738, -0.4396948974858293, -0.4221242999536565, -0.4052410111957414, -0.19527692016700965, -0.3635958108563501, -0.3673005458265151, -0.1779157204457337, 0.09741865408342475, -0.44564100332885226, -0.47232911720146187, -0.1320579052217683, -0.16712894006736484, 0.02467053257544238, -0.16103294908026117, 0.047238810983930526, -0.4233826535439847, -0.30123171549639594, -0.2853380252829479, 0.08578320736266248, -0.19932082697770803, -0.4805853028611282, -0.41174859462516267, -0.32322022146488016, -0.499787747616412, -0.34684876119471164, -0.12107283808568967, 0.10767646666670826, -0.3690507935752082, -0.3364252159479813, -0.29009186004636217, 0.16273381337249823, 0.0467452719811038, -0.40663760204156674, 0.07296031739380295, -0.11674649899703478, -0.07463993225552691, -0.11549622154129179, -0.4569235227044409, 0.03238915744563363, -0.32039058930574144, -0.33510589728447626, 0.009329873006154338, 0.0005303680102929431, -0.34647294277582075, -0.44055732611544096, -0.30392473363335337, -0.17296578703164528, -0.2734876092074989, -0.4674991761106524, -0.4453180647513415, -0.34655908504038546, -0.29816197318200316, 0.0632424993675443, -0.26852059508513487, -0.43883943818546944, -0.4915170156395293, -0.386734128332058, -0.184616520478936, 0.023335768122718384, -0.3999772692099834, -0.1263800800549014, 0.06743561298826574, -0.46003186174534105, -0.3053783787988889, -0.34107415561472476, -0.24039865765692223, 0.064941212342019, 0.08304506995357964, -0.25470621952477673, 0.015044418409096537, -0.1305934555011985, -0.4325691572846922, -0.20690553016137722, -0.14038116012137813, -0.14092908718609906, -0.1898317825528026, -0.3848366511639009, 0.04952714107827087, -0.19632888127470624, -0.33240799830985596, -0.3505506072440175, 0.17800246669239372, -0.23759765015936632, -0.40407920845799844, -0.3485195654658224, -0.10108022393594375, -0.436034884253646, -0.14115096201825278, -0.22956149567987175, -0.399837585433337, -0.3424922920033971, -0.1376234946629896, -0.3779511753435514, -0.25458221826409455], 'char_orbit_index': 2, 'conrey_index': 49, 'dual_conrey_index': 49, 'dual_embedding_index': 1, 'dual_embedding_m': 1, 'embedding_index': 8, 'embedding_m': 8, 'embedding_root_imag': -18808.468617768172, 'embedding_root_real': 0.0, 'hecke_orbit': 8, 'hecke_orbit_code': 31525266480169010, 'label': '50.22.b.h.49.8', 'level': 50, 'weight': 22}
• mf_newspaces •

  Column	Type
  ALdims	integer[]
  ALdims_eis_new	integer[]
  ALdims_eis_old	integer[]
  ALdims_old	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': 24200, 'analytic_conductor': 139.73867214353106, 'char_conductor': 5, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': 1, 'char_values': [50, 2, [27], [1]], 'conrey_index': 49, 'cusp_dim': 152, 'dim': 32, 'eis_dim': 12, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 69088575538, 'hecke_orbit_dims': [2, 2, 2, 4, 4, 4, 6, 8], 'label': '50.22.b', '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': 164, 'mf_new_dim': 32, 'num_forms': 8, 'prim_orbit_index': 2, 'relative_dim': 32, 'sturm_bound': 165, 'trace_bound': 6, 'trace_display': [0, 0, 0, 0], 'traces': [32, 0, 0, -33554432, 0, 340563968, 0, 0, -155571751486, 0, 251334301254, 0, 0, 1366826430464, 0, 35184372088832, 0, 0, -84567857658310, 0, 301477533664364, 0, 0, -357107203309568, 0, -1053707964649472, 0, 0, -1849807144850700, 0, -12439392818559236, 0, 0, 14858053903202304, 0, 163128804886183936, 0, 0, -43595682889725272, 0, -230570519944985046, 0, 0, -263543116271714304, 0, 672821726896631808, 0, 0, -3151324373307233304, 0, -2174412750698246946, 0, 0, -1111424065882818560, 0, -1433221391150219264, 0, 0, 15542243642589216600, 0, 25569497095826363464, 0, 0, -36893488147419103232, 0, 35748668481964087296, 0, 0, -136572317555961743892, 0, 12145824590195381784, 0, 0, -24028576300427739136, 0, 88675825911920066560, 0, 0, 42927810483386371820, 0, 1365673972759609635232, 0, 0, -316122106339644145664, 0, 1024481732876408086528, 0, 0, -444367294081951966230, 0, 3355865240204686962944, 0, 0, -1032571005570896265216, 0, 374454042817533575168, 0, 0, -3472672388511836862492, 0, 8432676919151104684224, 0, 0, 1104892882740284751872, 0, -2978295553165305864192, 0, 0, 1156419262437590234720, 0, -402327439877970613636, 0, 0, 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233499881189359856476702081835020, 0], 'weight': 22, 'weight_parity': 1}
• mf_twists_cc •

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

  
  
  • id: 46230069
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 49, 'source_dim': 8, 'source_embedding_index': 8, 'source_hecke_orbit_code': 31525266480169010, 'source_is_minimal': False, 'source_label': '50.22.b.h.49.8', 'source_level': 50, 'target_conrey_index': 49, 'target_dim': 8, 'target_embedding_index': 8, 'target_hecke_orbit_code': 31525266480169010, 'target_is_minimal': False, 'target_label': '50.22.b.h.49.8', 'target_level': 50, 'twist_class_label': '50.22.a.i.1.4', 'twist_class_level': 50, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 22}
  • id: 46230070
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 49, 'source_dim': 8, 'source_embedding_index': 8, 'source_hecke_orbit_code': 31525266480169010, 'source_is_minimal': False, 'source_label': '50.22.b.h.49.8', 'source_level': 50, 'target_conrey_index': 1, 'target_dim': 4, 'target_embedding_index': 4, 'target_hecke_orbit_code': 36028797388062770, 'target_is_minimal': True, 'target_label': '50.22.a.i.1.4', 'target_level': 50, 'twist_class_label': '50.22.a.i.1.4', 'twist_class_level': 50, 'twisting_char_label': '5.2', 'twisting_conrey_index': 2, 'weight': 22}
  • id: 46230071
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 49, 'source_dim': 8, 'source_embedding_index': 8, 'source_hecke_orbit_code': 31525266480169010, 'source_is_minimal': False, 'source_label': '50.22.b.h.49.8', 'source_level': 50, 'target_conrey_index': 1, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 40532397015433266, 'target_is_minimal': True, 'target_label': '50.22.a.j.1.1', 'target_level': 50, 'twist_class_label': '50.22.a.i.1.4', 'twist_class_level': 50, 'twisting_char_label': '5.3', 'twisting_conrey_index': 3, 'weight': 22}
  • id: 46230072
    {'conductor': 5, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 49, 'source_dim': 8, 'source_embedding_index': 8, 'source_hecke_orbit_code': 31525266480169010, 'source_is_minimal': False, 'source_label': '50.22.b.h.49.8', 'source_level': 50, 'target_conrey_index': 49, 'target_dim': 8, 'target_embedding_index': 1, 'target_hecke_orbit_code': 31525266480169010, 'target_is_minimal': False, 'target_label': '50.22.b.h.49.1', 'target_level': 50, 'twist_class_label': '50.22.a.i.1.4', 'twist_class_level': 50, 'twisting_char_label': '5.4', 'twisting_conrey_index': 4, 'weight': 22}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 173375
    {'charpoly_factorization': [[[1048576, 0, 1], 4]], 'hecke_orbit_code': 31525266480169010, 'p': 2}
  • id: 173376
    {'charpoly_factorization': [[[544232517515116607354987994818537753721, 0, 3810712996199781196841554721964, 0, 1177819478623513142766, 0, 65456174524, 0, 1], 1]], 'hecke_orbit_code': 31525266480169010, 'p': 3}
  • id: 173377
    {'charpoly_factorization': [[[0, 1], 8]], 'hecke_orbit_code': 31525266480169010, 'p': 5}
  • id: 173378
    {'charpoly_factorization': [[[5847792016745740933997729599893571112237183505204146056041352811704576, 0, 395908087448056404728570776499328973674218920990909696, 0, 2198107234423313177757725028084860256, 0, 2921516750644966096, 0, 1], 1]], 'hecke_orbit_code': 31525266480169010, 'p': 7}
  • id: 173379
    {'charpoly_factorization': [[[-4857902350565392515500897645015064134159859, 453594833147643764612410594903068, -4546715052200807221326, -87559254108, 1], 2]], 'hecke_orbit_code': 31525266480169010, 'p': 11}
  • id: 173380
    {'charpoly_factorization': [[[74643012278477800406001379495009015684821113282987307155391589634313016883086464941414219776, 0, 52917632019040209730429616438952648422423778300251139025850895141781504, 0, 532918815909192698457335332298143821976269805056, 0, 1389353826860415017552704, 0, 1], 1]], 'hecke_orbit_code': 31525266480169010, 'p': 13}
  • id: 173381
    {'charpoly_factorization': [[[301215005177636975471377327185890879854624583097946087507629232467306082705216959966395592986259941841, 0, 179224017968850963607788005070488033384666511467526876004275962397325484853876, 0, 10137571338979949538531825418735618077564947358372726, 0, 186135024893875990985081556, 0, 1], 1]], 'hecke_orbit_code': 31525266480169010, 'p': 17}
  • id: 173382
    {'charpoly_factorization': [[[-3446861833394004232545130389425984730984195390411816875, -167106784584753435348186899414409319778500, -279210793630683393130963350, 83513106919940, 1], 2]], 'hecke_orbit_code': 31525266480169010, 'p': 19}
  • id: 173383
    {'charpoly_factorization': [[[3792154879778146646269484592161961911177715861342514288939060769458503625405175875953258406105570044729825204193536, 0, 622576296140733286218910119519454207187712861205916900557364912946170663312570927011584, 0, 21110114962953938893454195121651043206654879998410873875936, 0, 253265429253665342728634217264, 0, 1], 1]], 'hecke_orbit_code': 31525266480169010, 'p': 23}
  • id: 173384
    {'charpoly_factorization': [[[-2774393898854100675245056917584942230657813268159188992000000, 9009618782353633454294878825529031902784000000, -6458000753384869376270670883200, -382619177097960, 1], 2]], 'hecke_orbit_code': 31525266480169010, 'p': 29}
  • id: 173385
    {'charpoly_factorization': [[[88647249239755409552538607864847587186401003700561680143113936, 177912294272039831428549428517903481318456190688, -38283514156797547833186515246136, -4999617602313848, 1], 2]], 'hecke_orbit_code': 31525266480169010, 'p': 31}
  • id: 173386
    {'charpoly_factorization': [[[379592661626515764632282066497495493871904725106124953812834685848503476729000496684270156000465901750502697173753748798271633377536, 0, 2196780514016576634292623118469207223996531735801153237769173984596786887597662771062859019011356416, 0, 4467057110829943415145465098878497628637084241178832474613432339936, 0, 3690567067186757299551415360146736, 0, 1], 1]], 'hecke_orbit_code': 31525266480169010, 'p': 37}
  • id: 173387
    {'charpoly_factorization': [[[61155457778086232761542641138409944469531858393522754020078940805361, -385661189033990587608245967091664893397362166337012, -16437594614820142269639222968919786, 67775554548131052, 1], 2]], 'hecke_orbit_code': 31525266480169010, 'p': 41}
  • id: 173388
    {'charpoly_factorization': [[[181834511306297448760305834712261209261855518355163270024615903929717700049865602394172808040067856422253784535546758031264587515308343296, 0, 37005275622414277050843978033390915329579719652132042918234479568120520593938836662243027626132986609664, 0, 2715463019885416977996582361581466704560750098225895639573503815906816, 0, 86046085629705019871986006014869824, 0, 1], 1]], 'hecke_orbit_code': 31525266480169010, 'p': 43}
  • id: 173389
    {'charpoly_factorization': [[[4547170429560682168314717701245132533665644340979451901546674336882087119596936519081198393309561582549029900231991469112836724403798016, 0, 158481457839688786863160026303380944368939052784919211219850366211606442585238407142877967283344048766976, 0, 9797241080681811247097456750104218047496788638022603846371414112165376, 0, 179729201412077701154236881713240256, 0, 1], 1]], 'hecke_orbit_code': 31525266480169010, 'p': 47}
  • id: 173390
    {'charpoly_factorization': [[[1399529040671523817372452948357254889275350106992787047441576067245846119949293979316122321481185734861692984846040263381697889995730726843597056, 0, 9392905906963024658566736083132305431915205470253931185491970346470550617189054363306944030781026511424114944, 0, 12364196569283656448894758514196092462271882239090299603521071786705280096, 0, 6009868029426168503948254686126541584, 0, 1], 1]], 'hecke_orbit_code': 31525266480169010, 'p': 53}
  • id: 173391
    {'charpoly_factorization': [[[-84280207699752325507447210503348782398962920326313889200709666233472000000, 130959296200347568116237946486441556947115099859873600000, -37361452654786201185436661524707172800, -2347189971169366920, 1], 2]], 'hecke_orbit_code': 31525266480169010, 'p': 59}
  • id: 173392
    {'charpoly_factorization': [[[-199294561067562321315938294245790448802232091209135996934450332089987373744, 185837809017798065322393504727597543835812019571746027008, -29207079929531683785069853369579656696, -5152202640066256688, 1], 2]], 'hecke_orbit_code': 31525266480169010, 'p': 61}
  • id: 173393
    {'charpoly_factorization': [[[70083979230539855539597319475466788846021451459143761868703647326642482355695532242992822292377436002486583209232026062322760844345327287215730116835081, 0, 10616132246974889949639439199836461386036291408046596195208565715668049656156549639433884320883858382711963825987356, 0, 370452417481019904470115035210881229179125579730892476995566180262465116918046, 0, 1239479607355205906858995545140569909516, 0, 1], 1]], 'hecke_orbit_code': 31525266480169010, 'p': 67}
  • id: 173394
    {'charpoly_factorization': [[[1288182384079825586393814193245717294329613615179143126207863946894335525701376, -4845462138770460554559205226011641048886481598344042316672, -2389458454537081218390198415930508585856, 6450631418808135672, 1], 2]], 'hecke_orbit_code': 31525266480169010, 'p': 71}
  • id: 173395
    {'charpoly_factorization': [[[7209393498523798528959851291601543927639747458285793923860177628075750703089742299438438087307422516029173328812165456558682318080835446040315440845521, 0, 86054218734559572733444803464065822047171220322696137543529862226218106941547459605821082527036345339896948565262964, 0, 1451017477835652358097163174687633510239151852347778311727777215184198876981366, 0, 3202374483151852856250138315840709363924, 0, 1], 1]], 'hecke_orbit_code': 31525266480169010, 'p': 73}
  • id: 173396
    {'charpoly_factorization': [[[-20221021918064712054334367861739879357340394084855069177421931435138095926390000, 1363853178644450268306046399478971242239483634211345483808000, -19032406411227052905110522177108364649800, -45767420197709518720, 1], 2]], 'hecke_orbit_code': 31525266480169010, 'p': 79}
  • id: 173397
    {'charpoly_factorization': [[[86048471295535480929395909248540088944147647924636392482313388967608981726762821498447724373199626371778696550363452739484637758012211222552723473407505937060521, 0, 36825096185443352985751689695182440397833566551894071623550580148468542405375317019293612650257250251338106441206001855164, 0, 3905174733279951280144014816410600207615825550394325811240639276761197375470416766, 0, 119334346905051802100888224465440459062124, 0, 1], 1]], 'hecke_orbit_code': 31525266480169010, 'p': 83}
  • id: 173398
    {'charpoly_factorization': [[[5344406513661099263677198073924610090054514426717353334933010116690507987824575625, 32768420760910566556009953130388686813660840882094261664718500, -133149637997973105267038342796549597031650, -392847621509213771340, 1], 2]], 'hecke_orbit_code': 31525266480169010, 'p': 89}
  • id: 173399
    {'charpoly_factorization': [[[1116204609374798988385273544489692853676224287865069109773001282259780397865208887368351777532653008984481945718329204751538299662351466782808988828019898212163072256, 0, 102948580078802496414701105236439426960187554107191097581831836459597151850666194843349966095679824483638902163893843887744256, 0, 700923954730647290988696952174125316231086451205428670535106763927624917142011296096, 0, 1490143745812640615291723752646481024888016, 0, 1], 1]], 'hecke_orbit_code': 31525266480169010, 'p': 97}
• mf_newform_portraits •

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

  
  {'char_orbit_index': 2, 'hecke_orbit': 8, 'label': '50.22.b.h', 'level': 50, 'portrait': 'data:image/png;base64,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', 'weight': 22}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  Showing the first 100 of 258 matching records in this table.
  • id: 49771273
    {'hecke_orbit_code': 31525266480169010, 'n': 1, 'trace_an': 8}
  • id: 49771274
    {'hecke_orbit_code': 31525266480169010, 'n': 2, 'trace_an': 0}
  • id: 49771275
    {'hecke_orbit_code': 31525266480169010, 'n': 3, 'trace_an': 0}
  • id: 49771276
    {'hecke_orbit_code': 31525266480169010, 'n': 4, 'trace_an': -8388608}
  • id: 49771277
    {'hecke_orbit_code': 31525266480169010, 'n': 5, 'trace_an': 0}
  • id: 49771278
    {'hecke_orbit_code': 31525266480169010, 'n': 6, 'trace_an': 198172672}
  • id: 49771279
    {'hecke_orbit_code': 31525266480169010, 'n': 7, 'trace_an': 0}
  • id: 49771280
    {'hecke_orbit_code': 31525266480169010, 'n': 8, 'trace_an': 0}
  • id: 49771281
    {'hecke_orbit_code': 31525266480169010, 'n': 9, 'trace_an': -47229523424}
  • id: 49771282
    {'hecke_orbit_code': 31525266480169010, 'n': 10, 'trace_an': 0}
  • id: 49771283
    {'hecke_orbit_code': 31525266480169010, 'n': 11, 'trace_an': 175118508216}
  • id: 49771284
    {'hecke_orbit_code': 31525266480169010, 'n': 12, 'trace_an': 0}
  • id: 49771285
    {'hecke_orbit_code': 31525266480169010, 'n': 13, 'trace_an': 0}
  • id: 49771286
    {'hecke_orbit_code': 31525266480169010, 'n': 14, 'trace_an': -333333561344}
  • id: 49771287
    {'hecke_orbit_code': 31525266480169010, 'n': 15, 'trace_an': 0}
  • id: 49771288
    {'hecke_orbit_code': 31525266480169010, 'n': 16, 'trace_an': 8796093022208}
  • id: 49771289
    {'hecke_orbit_code': 31525266480169010, 'n': 17, 'trace_an': 0}
  • id: 49771290
    {'hecke_orbit_code': 31525266480169010, 'n': 18, 'trace_an': 0}
  • id: 49771291
    {'hecke_orbit_code': 31525266480169010, 'n': 19, 'trace_an': -167026213839880}
  • id: 49771292
    {'hecke_orbit_code': 31525266480169010, 'n': 20, 'trace_an': 0}
  • id: 49771293
    {'hecke_orbit_code': 31525266480169010, 'n': 21, 'trace_an': -8313944227904}
  • id: 49771294
    {'hecke_orbit_code': 31525266480169010, 'n': 22, 'trace_an': 0}
  • id: 49771295
    {'hecke_orbit_code': 31525266480169010, 'n': 23, 'trace_an': 0}
  • id: 49771296
    {'hecke_orbit_code': 31525266480169010, 'n': 24, 'trace_an': -207799107715072}
  • id: 49771297
    {'hecke_orbit_code': 31525266480169010, 'n': 25, 'trace_an': 0}
  • id: 49771298
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