Embedded newform data - 50.22.b.e.49.3

Formats: - HTML - YAML - JSON - 2026-06-27T13:01:56.569966

• 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': 4, 'field_disc': 22265148211216, 'field_disc_factorization': [[2, 4], [1179649, 2]], 'field_poly': [86973087744, 0, 589825, 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, [280466343274321395216, 0, 34453523592, 0, 1]]], 'hecke_orbit': 5, 'hecke_orbit_code': 18014467598057522, 'hecke_ring_generator_nbound': 13, 'hecke_ring_index': 230400, 'hecke_ring_index_factorization': [[2, 10], [3, 2], [5, 2]], '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': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '50.22.b.e', 'level': 50, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 5], 'level_radical': 10, 'minimal_twist': '10.22.a.d', 'prim_orbit_index': 2, 'qexp_display': 'q-2^{9}\\beta _{1}q^{2}+(7743\\beta _{1}+\\beta _{2})q^{3}-2^{20}q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 4, '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': 704252394405782025, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '3.666', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '65.000', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1599.556', 'prec': 27}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.508', 'prec': 17}, 'traces': [4, 0, 0, -4194304, 0, 63430656, 0, 0, -27065634372, 0, 210383554368, 0, 0, 901036761088, 0, 4398046511104, 0, 0, -47642433431600, 0, -21983998409232, 0, 0, -66511863545856, 0, 631719217012736, 0, 0, 334077776892840, 0, 10746169996291568, 0, 0, -37670904013627392, 0, 28380374627254272, 0, 0, -184264390722286704, 0, -126444750011028072, 0, 0, -220603145904979968, 0, -169136216020721664, 0, 0, 2039591239401271692, 0, -1377030395113340112, 0, 0, -1920676875848663040, 0, -944805522794610688, 0, 0, 1634120237862865680, 0, -9161994339651698872, 0, 0, -4611686018427387904, 0, 54909328270372503552, 0, 0, -28290671415299914704, 0, 102281915464032229968, 0, 0, -171468972293964111872, 0, 49956712277973401600, 0, 0, -50155533755050065440, 0, -472474995923514570156, 0, 0, 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12930350807041576082916658642944, 0, 21099692923319493721726682587136, 0, 0, -17061739493836760346222483640920, 0, -24944908463307124527819493280400, 0, 0, 27240870164139771829563462770688, 0, 10292279828500974378517631336448, 0, 0, 121450620533479415915478520569936, 0, 24927472014568254023061736265208, 0, 0, 1796734202714303751280845127680, 0, -93469756156698357620292775968768, 0, 0, 60612357492206944203244548066416, 0, 3250512899226127589322198318768, 0, 0, 49079805944251491923252966940672, 0, 68235639589220677429593668321280, 0, 0, 20321340679889690652920899342704, 0, -44679809114262504316388795217468, 0, 0, 12196004215789414107396997906432, 0, -6079511312661140761311755993088, 0, 0, 121886883024801327285773953636800, 0, 22664853175848810199111979736288, 0, 0, -2275524397552735460505810870272, 0, -10073719310064937647636503068672, 0, 0, 165605934228427111219142952055680, 0, -28304222848710158891387325497400, 0, 0, 4071350013995994884354561015808, 0, 38726411266209243393017244794880, 0, 0, 39173262857537238691148444445936, 0, 114870340306624248654489527203568, 0, 0, 22963657468049420186397007773696, 0, 105080115202930715793350253871104, 0, 0, -52406742813212284083942574713120, 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, -1.4257515463659116], [-0.5, 0.0], [0.0, 0.0], [1.0081585867225424, 0.0], [0.0, -0.315792912056752], [0.0, -0.3535533905932738], [-1.032767471964788, 0.0], [0.0, 0.0], [1.7344122140103202, 0.0], [0.0, 0.7128757731829558], [0.0, -0.9844966374224902], [0.22329930956597635, 0.0], [0.0, 0.0], [0.25, 0.0], [0.0, 0.6572159205369787], [0.0, -0.7302768828151891], [0.41927018014507267, 0.0], [0.0, 0.0], [-0.4502422326963084, 0.0], [0.0, 1.226414637899471], [0.0, -0.08999164542724765], [-0.5040792933612712, 0.0], [0.0, 0.0], [0.6961442483767966, 0.0], [0.0, 0.046718273824298044], [0.0, 0.157896456028376], [1.2452451540899903, 0.0], [0.0, 0.0], [0.9308576071742398, 0.0], [0.0, 0.1767766952966369], [0.0, -2.4728408961611383], [-0.46472183411545687, 0.0], [0.0, 0.0], [0.516383735982394, 0.0], [0.0, 1.9639892649168786], [0.0, 0.29646878752988626], [-1.4036476031971554, 0.0], [0.0, 0.0], [-0.40872114430710427, 0.0], [0.0, -0.31836933591613115], [0.0, 1.8497816667267613], [-0.8672061070051601, 0.0], [0.0, 0.0], [0.06363370273174218, 0.0], [0.0, 0.30062635114798764], [0.0, -0.3564378865914779], [0.9002748366947165, 0.0], [0.0, 0.0], [0.9370266150018935, 0.0], [0.0, 0.4922483187112451], [0.0, 1.9474806048639939], [-0.03303480822649112, 0.0], [0.0, 0.0], [-0.11164965478298818, 0.0], [0.0, -0.5977751076869516], [0.0, 0.8805212926967194], [-0.054574847097093274, 0.0], [0.0, 0.0], [0.6538256709383663, 0.0], [0.0, 0.6582157263519884], [0.0, 0.3261406474492503], [-0.125, 0.0], [0.0, 0.0], [1.74856256647096, 0.0], [0.0, -0.7598353549403641], [0.0, -0.3286079602684894], [-0.12830572762791115, 0.0], [0.0, 0.0], [0.8898823573764657, 0.0], [0.0, 0.36513844140759455], [0.0, 1.1227008364972115], [-1.3887501274003076, 0.0], [0.0, 0.0], [-0.20963509007253633, 0.0], [0.0, -0.5477150837691175], [0.0, -0.9925287386169529], [-0.8125783765542174, 0.0], [0.0, 0.0], [-0.9661588208162489, 0.0], [0.0, -0.2890094927538789], [0.0, -0.9855216115719968], [0.2251211163481542, 0.0], [0.0, 0.0], [-1.3079931602570471, 0.0], [0.0, -1.7754102040484616], [0.0, -0.6132073189497355], [1.3761430332569542, 0.0], [0.0, 0.0], [-0.31089706004172846, 0.0], [0.0, 0.044995822713623825], [0.0, -1.3271716728751446], [-0.2125749315001103, 0.0], [0.0, 0.0], [0.2520396466806356, 0.0], [0.0, -1.2653043929136967], [0.0, 0.6365904419584457], [-1.7912445176082892, 0.0], [0.0, 0.0]], 'angles': [None, -0.3736961653809144, None, -0.4747643887754596, -0.08295673172765045, -0.418087598714148, 0.053289739202050525, -0.2163861987370605, -0.4928362736997487, -0.14303360307299393, -0.172950063862624, 0.21975246954076794, -0.28275575032986283, 0.18792194264168097, 0.02401409992032057, 0.21344599487583232, -0.25434346748259257, -0.1969958225159996, -0.43797615693014397, -0.17661229039646684, 0.09485899916422803, -0.316588721029736, -0.4179938793883365, -0.12922876137829123, -0.3909831417477619, -0.22305685656846183, -0.4121495897486966, -0.49011631935588285, -0.19206201247431784, 0.10495088574239893, -0.37684558104211047, -0.438790046188111, 0.11851273030292585, -0.22026163753486033, -0.2413507718484813, -0.1981324503955925, 0.05418819660702058, -0.3722172304336221, 0.025936472756685636, 0.01684326015710162, -0.31421967950073953, -0.17439404611727413, -0.1686401240318281, -0.38987351548462656, -0.47339550355560667, -0.07235501283521233, -0.31443051081416906, 0.09549356697423907, -0.401811433093969, -0.23527833641553728, -0.47973833341502925, -0.4017392172964676, -0.1553990101576559, -0.06603403466915927, 0.04618604818631325, -0.4954965578311106, -0.4460673524880723, -0.4393537022286647, -0.45285460510863157, -0.3183212173296855, -0.46295693028565815, -0.4159671727707904, 0.11207927441807768, -0.3328891969511578, 0.11098122326579982, 0.057552802115617245, -0.25847468557294895, -0.4738753503870619, 0.004139716468552767, -0.24149009594642706, -0.3432159794264403, -0.2565735551223395, -0.439444440609069, -0.45944585368885865, -0.18167102629158619, -0.4591269057401256, -0.24816017305078952, 0.05579953514144671, -0.3278214433187546, -0.22443982977478533, -0.2528229196614843, -0.2982996276525143, -0.3761551349999493, 0.08706036081752487, -0.24758294207810236, 0.012504151453249105, -0.32289672625303095, 0.03322081618461373, -0.36248678159192693, -0.4028876374638359, -0.4940586135414746, -0.1072406924953646, 0.027695472291824005, -0.1235747447261122, -0.21826792673669435, -0.4783088016167178, -0.1840097032800957, -0.1982145759979182, -0.4458002451247291, -0.41243603642193716], 'char_orbit_index': 2, 'conrey_index': 49, 'dual_conrey_index': 49, 'dual_embedding_index': 2, 'dual_embedding_m': 2, 'embedding_index': 3, 'embedding_m': 3, 'embedding_root_imag': -542.5582381292083, 'embedding_root_real': 0.0, 'hecke_orbit': 5, 'hecke_orbit_code': 18014467598057522, 'label': '50.22.b.e.49.3', '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: 44190819
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 49, 'source_dim': 4, 'source_embedding_index': 3, 'source_hecke_orbit_code': 18014467598057522, 'source_is_minimal': False, 'source_label': '50.22.b.e.49.3', 'source_level': 50, 'target_conrey_index': 49, 'target_dim': 4, 'target_embedding_index': 3, 'target_hecke_orbit_code': 18014467598057522, 'target_is_minimal': False, 'target_label': '50.22.b.e.49.3', 'target_level': 50, 'twist_class_label': '10.22.a.d.1.2', 'twist_class_level': 10, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 22}
  • id: 44190820
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 49, 'source_dim': 4, 'source_embedding_index': 3, 'source_hecke_orbit_code': 18014467598057522, 'source_is_minimal': False, 'source_label': '50.22.b.e.49.3', 'source_level': 50, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 13510799251210290, 'target_is_minimal': False, 'target_label': '50.22.a.d.1.1', 'target_level': 50, 'twist_class_label': '10.22.a.d.1.2', 'twist_class_level': 10, 'twisting_char_label': '5.2', 'twisting_conrey_index': 2, 'weight': 22}
  • id: 44190821
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 49, 'source_dim': 4, 'source_embedding_index': 3, 'source_hecke_orbit_code': 18014467598057522, 'source_is_minimal': False, 'source_label': '50.22.b.e.49.3', 'source_level': 50, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 13510799251210250, 'target_is_minimal': True, 'target_label': '10.22.a.d.1.2', 'target_level': 10, 'twist_class_label': '10.22.a.d.1.2', 'twist_class_level': 10, 'twisting_char_label': '5.3', 'twisting_conrey_index': 3, 'weight': 22}
  • id: 44190822
    {'conductor': 5, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 49, 'source_dim': 4, 'source_embedding_index': 3, 'source_hecke_orbit_code': 18014467598057522, 'source_is_minimal': False, 'source_label': '50.22.b.e.49.3', 'source_level': 50, 'target_conrey_index': 49, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 18014467598057522, 'target_is_minimal': False, 'target_label': '50.22.b.e.49.2', 'target_level': 50, 'twist_class_label': '10.22.a.d.1.2', 'twist_class_level': 10, 'twisting_char_label': '5.4', 'twisting_conrey_index': 4, 'weight': 22}
  • id: 44190823
    {'conductor': 20, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 49, 'source_dim': 4, 'source_embedding_index': 3, 'source_hecke_orbit_code': 18014467598057522, 'source_is_minimal': False, 'source_label': '50.22.b.e.49.3', 'source_level': 50, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9007199623839824, 'target_is_minimal': False, 'target_label': '80.22.a.c.1.1', 'target_level': 80, 'twist_class_label': '10.22.a.d.1.2', 'twist_class_level': 10, 'twisting_char_label': '20.3', 'twisting_conrey_index': 3, 'weight': 22}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 173275
    {'charpoly_factorization': [[[1048576, 0, 1], 2]], 'hecke_orbit_code': 18014467598057522, 'p': 2}
  • id: 173276
    {'charpoly_factorization': [[[280466343274321395216, 0, 34453523592, 0, 1], 1]], 'hecke_orbit_code': 18014467598057522, 'p': 3}
  • id: 173277
    {'charpoly_factorization': [[[0, 1], 4]], 'hecke_orbit_code': 18014467598057522, 'p': 5}
  • id: 173278
    {'charpoly_factorization': [[[2316888043318566020563382345648656, 0, 97296108465932168, 0, 1], 1]], 'hecke_orbit_code': 18014467598057522, 'p': 7}
  • id: 173279
    {'charpoly_factorization': [[[-6566471190446333607936, -105191777184, 1], 2]], 'hecke_orbit_code': 18014467598057522, 'p': 11}
  • id: 173280
    {'charpoly_factorization': [[[7835798066583846722366310014187014393172395536, 0, 272185590878831435935112, 0, 1], 1]], 'hecke_orbit_code': 18014467598057522, 'p': 13}
  • id: 173281
    {'charpoly_factorization': [[[4990171210281952687206585983571931299749421742803216, 0, 197056804758927485104302408, 0, 1], 1]], 'hecke_orbit_code': 18014467598057522, 'p': 17}
  • id: 173282
    {'charpoly_factorization': [[[-392462704009433623812460400, 23821216715800, 1], 2]], 'hecke_orbit_code': 18014467598057522, 'p': 19}
  • id: 173283
    {'charpoly_factorization': [[[3226408357680651551435141151702129330611801514506827536, 0, 10412895646926850904593683912, 0, 1], 1]], 'hecke_orbit_code': 18014467598057522, 'p': 23}
  • id: 173284
    {'charpoly_factorization': [[[-7487918015581712038157593897500, -167038888446420, 1], 2]], 'hecke_orbit_code': 18014467598057522, 'p': 29}
  • id: 173285
    {'charpoly_factorization': [[[4779467083823715161335836642064, -5373084998145784, 1], 2]], 'hecke_orbit_code': 18014467598057522, 'p': 31}
  • id: 173286
    {'charpoly_factorization': [[[2279009636670689733135518169701748746264434905411534803582214120976, 0, 3990611893494682272577138944378248, 0, 1], 1]], 'hecke_orbit_code': 18014467598057522, 'p': 37}
  • id: 173287
    {'charpoly_factorization': [[[986896828681001662618172220098724, 63222375005514036, 1], 2]], 'hecke_orbit_code': 18014467598057522, 'p': 41}
  • id: 173288
    {'charpoly_factorization': [[[1511493317274509396232135011061407849830156469333380212440710245500176, 0, 90714455719030496166419783101518152, 0, 1], 1]], 'hecke_orbit_code': 18014467598057522, 'p': 43}
  • id: 173289
    {'charpoly_factorization': [[[106402511447834139633316414275220592042543803998278242136893022600976, 0, 20805975167279785708445654922850248, 0, 1], 1]], 'hecke_orbit_code': 18014467598057522, 'p': 47}
  • id: 173290
    {'charpoly_factorization': [[[6570476665269047573843727236873087496880754376495550336220248821585954576, 0, 7216784231307228845049572654641764552, 0, 1], 1]], 'hecke_orbit_code': 18014467598057522, 'p': 53}
  • id: 173291
    {'charpoly_factorization': [[[-220969142698771996344564817411350000, -817060118931432840, 1], 2]], 'hecke_orbit_code': 18014467598057522, 'p': 59}
  • id: 173292
    {'charpoly_factorization': [[[-29956643823417767632257885081338066876, 4580997169825849436, 1], 2]], 'hecke_orbit_code': 18014467598057522, 'p': 61}
  • id: 173293
    {'charpoly_factorization': [[[39231792837367318223524160987600324525297509380484909867782532817983620579856, 0, 433762345632433422306929367800587109768, 0, 1], 1]], 'hecke_orbit_code': 18014467598057522, 'p': 67}
  • id: 173294
    {'charpoly_factorization': [[[652499738771457479531783206939205483664, -51140957732016114984, 1], 2]], 'hecke_orbit_code': 18014467598057522, 'p': 71}
  • id: 173295
    {'charpoly_factorization': [[[5332650899787205942309289378101268755419391286855275327617329468411233773281296, 0, 4837319446971340734298683262372702193672, 0, 1], 1]], 'hecke_orbit_code': 18014467598057522, 'p': 73}
  • id: 173296
    {'charpoly_factorization': [[[-2961369368898019236265306055119371684800, 25077766877525032720, 1], 2]], 'hecke_orbit_code': 18014467598057522, 'p': 79}
  • id: 173297
    {'charpoly_factorization': [[[1305922426218630364868622656302685258184736400030120931547232442321237488640254736, 0, 86696782818322136123145944460092827328712, 0, 1], 1]], 'hecke_orbit_code': 18014467598057522, 'p': 83}
  • id: 173298
    {'charpoly_factorization': [[[-206070177092142054638446164065746975959900, 104228468137266844980, 1], 2]], 'hecke_orbit_code': 18014467598057522, 'p': 89}
  • id: 173299
    {'charpoly_factorization': [[[365713091919015901424187615704387236194202879960312609653516399662678714380966579216, 0, 1277549768621371689766811983552213857964808, 0, 1], 1]], 'hecke_orbit_code': 18014467598057522, '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': 5, 'label': '50.22.b.e', '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

  
  
  • id: 40540033
    {'hecke_orbit_code': 18014467598057522, 'n': 1, 'trace_an': 4}
  • id: 40540034
    {'hecke_orbit_code': 18014467598057522, 'n': 2, 'trace_an': 0}
  • id: 40540035
    {'hecke_orbit_code': 18014467598057522, 'n': 3, 'trace_an': 0}
  • id: 40540036
    {'hecke_orbit_code': 18014467598057522, 'n': 4, 'trace_an': -4194304}
  • id: 40540037
    {'hecke_orbit_code': 18014467598057522, 'n': 5, 'trace_an': 0}
  • id: 40540038
    {'hecke_orbit_code': 18014467598057522, 'n': 6, 'trace_an': 63430656}
  • id: 40540039
    {'hecke_orbit_code': 18014467598057522, 'n': 7, 'trace_an': 0}
  • id: 40540040
    {'hecke_orbit_code': 18014467598057522, 'n': 8, 'trace_an': 0}
  • id: 40540041
    {'hecke_orbit_code': 18014467598057522, 'n': 9, 'trace_an': -27065634372}
  • id: 40540042
    {'hecke_orbit_code': 18014467598057522, 'n': 10, 'trace_an': 0}
  • id: 40540043
    {'hecke_orbit_code': 18014467598057522, 'n': 11, 'trace_an': 210383554368}
  • id: 40540044
    {'hecke_orbit_code': 18014467598057522, 'n': 12, 'trace_an': 0}
  • id: 40540045
    {'hecke_orbit_code': 18014467598057522, 'n': 13, 'trace_an': 0}
  • id: 40540046
    {'hecke_orbit_code': 18014467598057522, 'n': 14, 'trace_an': 901036761088}
  • id: 40540047
    {'hecke_orbit_code': 18014467598057522, 'n': 15, 'trace_an': 0}
  • id: 40540048
    {'hecke_orbit_code': 18014467598057522, 'n': 16, 'trace_an': 4398046511104}
  • id: 40540049
    {'hecke_orbit_code': 18014467598057522, 'n': 17, 'trace_an': 0}
  • id: 40540050
    {'hecke_orbit_code': 18014467598057522, 'n': 18, 'trace_an': 0}
  • id: 40540051
    {'hecke_orbit_code': 18014467598057522, 'n': 19, 'trace_an': -47642433431600}
  • id: 40540052
    {'hecke_orbit_code': 18014467598057522, 'n': 20, 'trace_an': 0}
  • id: 40540053
    {'hecke_orbit_code': 18014467598057522, 'n': 21, 'trace_an': -21983998409232}
  • id: 40540054
    {'hecke_orbit_code': 18014467598057522, 'n': 22, 'trace_an': 0}
  • id: 40540055
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