Embedded newform data - 50.26.a.i.1.5

Formats: - HTML - YAML - JSON - 2025-06-24T01:14:41.910786

• mf_newforms •

  Column	Type
  Nk2	integer
  analytic_conductor	double precision
  analytic_rank	smallint
  analytic_rank_proved	boolean
  artin_degree	integer
  artin_field	numeric[]
  artin_field_label	text
  artin_image	text
  atkin_lehner_eigenvals	integer[]
  atkin_lehner_string	text
  char_conductor	integer
  char_degree	integer
  char_is_minimal	boolean
  char_is_real	boolean
  char_orbit_index	smallint
  char_orbit_label	text
  char_order	integer
  char_parity	smallint
  char_values	jsonb
  cm_discs	integer[]
  conrey_index	integer
  dim	integer
  embedded_related_objects	text[]
  field_disc	numeric
  field_disc_factorization	numeric[]
  field_poly	numeric[]
  field_poly_is_cyclotomic	boolean
  field_poly_is_real_cyclotomic	boolean
  field_poly_root_of_unity	integer
  fricke_eigenval	smallint
  has_non_self_twist	smallint
  hecke_cutters	jsonb
  hecke_orbit	integer
  hecke_orbit_code	bigint
  hecke_ring_generator_nbound	integer
  hecke_ring_index	numeric
  hecke_ring_index_factorization	numeric[]
  hecke_ring_index_proved	boolean
  inner_twist_count	integer
  inner_twists	integer[]
  is_cm	boolean
  is_largest	boolean
  is_maximal	boolean
  is_polredabs	boolean
  is_rm	boolean
  is_self_dual	boolean
  is_self_twist	boolean
  is_twist_minimal	boolean
  label	text
  level	integer
  level_is_powerful	boolean
  level_is_prime	boolean
  level_is_prime_power	boolean
  level_is_prime_square	boolean
  level_is_square	boolean
  level_is_squarefree	boolean
  level_primes	integer[]
  level_radical	integer
  minimal_twist	text
  nf_label	text
  prim_orbit_index	smallint
  projective_field	numeric[]
  projective_field_label	text
  projective_image	text
  projective_image_type	text
  qexp_display	text
  related_objects	text[]
  relative_dim	integer
  rm_discs	integer[]
  sato_tate_group	text
  self_twist_discs	integer[]
  self_twist_type	smallint
  space_label	text
  trace_display	numeric[]
  trace_hash	bigint
  trace_moments	numeric[]
  trace_zratio	numeric
  traces	numeric[]
  weight	smallint
  weight_parity	smallint

  
  {'Nk2': 33800, 'analytic_conductor': 197.99838997612162, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [5, -1]], 'atkin_lehner_string': '+-', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [50, 1, [27], [1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 5, 'field_disc': 16633419651094028876409899148040250464189745854249163665, 'field_disc_factorization': [[5, 1], [19, 1], [41, 1], [167, 1], [359, 1], [2861, 1], [24896901729358863830829686068110123739248419, 1]], 'field_poly': [2515032055818200956928000, 141941149085067124800, -31863478542482, -25534923283, 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': [[3, [-52994425244472752178187585701, 1270221804726502772595105, -1047006283480909110, -2343824824290, 723995, 1]]], 'hecke_orbit': 9, 'hecke_orbit_code': 36028797455171634, 'hecke_ring_generator_nbound': 13, 'hecke_ring_index': 31104000000000000, 'hecke_ring_index_factorization': [[2, 19], [3, 5], [5, 12]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '50.26.a.i', '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': '50.26.a.i', 'prim_orbit_index': 1, 'qexp_display': 'q-2^{12}q^{2}+(-144799-\\beta _{1})q^{3}+2^{24}q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 5, 'rm_discs': [], 'sato_tate_group': '25.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '50.26.a', 'trace_display': [-20480, -723995, 0, -49218886190], 'trace_hash': 146093226496310939, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.091', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.716', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.011', 'prec': 17}, {'__RealLiteral__': 0, 'data': '63.035', 'prec': 20}, {'__RealLiteral__': 0, 'data': '55.068', 'prec': 20}, {'__RealLiteral__': 0, 'data': '1252.524', 'prec': 27}], 'trace_zratio': 0, 'traces': [5, -20480, -723995, 83886080, 0, 2965483520, -49218886190, -343597383680, 975375361390, 0, -8837033983815, -12146620497920, -67609989586220, 201600557834240, 0, 1407374883553280, -1543441123223415, -3995137480253440, 6828205451077225, 0, -56457058818760990, 36196491197706240, -175655399207336370, 49752557559480320, 0, 276930517345157120, -1102363638369718625, -825755884889047040, 2616960879251719800, 0, 1381921297247629210, -5764607523034234880, 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• 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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[0.34717760823898697, 0.0], [0.17308217754474922, 0.0], [-2.165013863976273, 0.0], [0.2675048195365142, 0.0], [0.0, 0.0], [4.501564675711417, 0.0], [-0.5868959012938503, 0.0], [-0.6634871539433934, 0.0], [0.05549794781475755, 0.0], [0.0, 0.0], [-0.1364665745094152, 0.0], [-0.9722880142577701, 0.0], [-0.7075632375950841, 0.0], [1.517474701836445, 0.0], [0.0, 0.0], [-1.8994206524041994, 0.0], [-0.47246312790673894, 0.0], [0.5465433225223995, 0.0], [0.9568767303716567, 0.0], [0.0, 0.0], [0.2725407001528778, 0.0], [-0.8580779281899693, 0.0], [0.6480925226737385, 0.0], [-0.6592691140548419, 0.0], [0.0, 0.0], [0.8241373255187707, 0.0], [-1.326172284780133, 0.0], [-0.4975603469129286, 0.0], [0.37976238550956304, 0.0], [0.0, 0.0], [0.5684485035515248, 0.0], [-1.1578909056644469, 0.0], [0.5891037100281625, 0.0], [0.34790388075054857, 0.0], [0.0, 0.0], [1.8546352186522672, 0.0], [0.8789908424418986, 0.0], [0.9900448596370277, 0.0], [-0.3424979931208957, 0.0], [0.0, 0.0], [0.16431974132389313, 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[0.7240690923259402, 0.0], [1.7014195381862853, 0.0], [-0.9729435012708632, 0.0], [0.0, 0.0], [0.31005136414531975, 0.0], [0.23763986762112646, 0.0], [2.2023029467662965, 0.0], [-0.12616039767293832, 0.0], [0.0, 0.0], [-0.5797682790999377, 0.0], [-1.252187485930294, 0.0], [-0.6413641969366684, 0.0], [-0.6023530355645335, 0.0], [0.0, 0.0], [1.7653091512018328, 0.0], [-0.34017485371466005, 0.0], [-1.4655165821980338, 0.0], [-0.5676185508613749, 0.0], [0.0, 0.0], [-0.7097581468237594, 0.0], [1.309800753499365, 0.0], [-0.8651675124021456, 0.0], [1.5313063066139747, 0.0], [0.0, 0.0], [-0.4205698927256576, 0.0], [-1.3020015278405952, 0.0], [-0.7498271498679291, 0.0], [-0.47735238131860613, 0.0], [0.0, 0.0], [-2.108567368390731, 0.0], [1.699462932137395, 0.0], [-0.5190722460392725, 0.0], [-0.7700433433238005, 0.0], [0.0, 0.0], [-1.1062816123215342, 0.0], [-0.6268939692065414, 0.0], [0.7937891989616632, 0.0], [-0.7519977512314923, 0.0], [0.0, 0.0], [0.18644315121083957, 0.0], [-0.1162131011818457, 0.0], [1.0303040259590175, 0.0], [0.7778869597680867, 0.0], [0.0, 0.0], [1.020416271697254, 0.0], [0.22845398164732694, 0.0], [0.7963033889566677, 0.0], [0.856098573321737, 0.0], [0.0, 0.0], [-0.2297505189078056, 0.0], [-2.1816564433151084, 0.0], [-0.822095825364647, 0.0], [0.6303634004242942, 0.0], [0.0, 0.0], [0.6116945360697014, 0.0], [-0.13456296240913843, 0.0], [-1.5239219888629607, 0.0], [0.42009457334737815, 0.0], [0.0, 0.0], [-0.35595173931790386, 0.0], [-0.25957170543538105, 0.0], [-0.11548714930823482, 0.0], [0.39390267980855814, 0.0], [0.0, 0.0]], 'angles': [None, -0.13442820114709214, None, -0.4398947444257672, -0.39380186084166124, -0.3811203238001285, -0.29165942512521575, -0.15536464916182346, -0.3531972982413381, -0.30081755802950194, -0.18785847788600776, -0.35792937269967334, -0.43260435094210836, -0.2920174578854674, -0.17716350944680062, -0.16191550597059232, -0.29059690972862, -0.18918407352382852, -0.1379813847570564, -0.22445987312004198, -0.21710358708521896, -0.3302179270758045, -0.29318713049359424, -0.28981619757358845, -0.19175086727954946, -0.14452657680073128, -0.3126905554328132, -0.3316811954547447, -0.13354027534643803, -0.3018917542706139, -0.26491387342869377, -0.30635589682123654, -0.31755833142374573, -0.2842417731033265, -0.22081225240514266, -0.25530998389523807, -0.27019251714616427, -0.3424182657191997, -0.25202650492651624, -0.13510001633708557, -0.14224165542357403, -0.3703982283218066, -0.3516166571665536, -0.3723664941694016, -0.3257760440251314, -0.14078751801341835, -0.07020813409262137, -0.07910870015100897, -0.1586227657346476, -0.24260204943443306, -0.1872948446648955, -0.37559789137879884, -0.3292017337947463, -0.18517706125954886, -0.3798026518316078, -0.2850830563698884, -0.20655354519517427, -0.2579984200961646, -0.3561259411271004, -0.07026577802987936, -0.4084524659613078, -0.2899224405740775, -0.40773699269772173, -0.25039854758833313, -0.3096908287872608, -0.13429097290982564, 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-0.1910411190253589, -0.22522698407916164, -0.35767363994749896, -0.38088370139406263, -0.08838201622780172, -0.3432854260288112, -0.25925315675782373, -0.18482588134431646, -0.20053015323731163, -0.27071449373298007], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 5, 'dual_embedding_m': 5, 'embedding_index': 5, 'embedding_m': 5, 'embedding_root_imag': 0.0, 'embedding_root_real': -136720.48321400917, 'hecke_orbit': 9, 'hecke_orbit_code': 36028797455171634, 'label': '50.26.a.i.1.5', 'level': 50, 'weight': 26}
• 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

  
  {'ALdims': [9, 11, 10, 10], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [3, 3, 3, 3], 'ALdims_old': [35, 35, 36, 35], 'Nk2': 33800, 'analytic_conductor': 197.99838997612162, 'char_conductor': 1, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [50, 1, [27], [1]], 'conrey_index': 1, 'cusp_dim': 181, 'dim': 40, 'eis_dim': 12, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 436207666, 'hecke_orbit_dims': [1, 1, 2, 2, 2, 2, 4, 4, 5, 5, 6, 6], 'label': '50.26.a', 'level': 50, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 5], 'level_radical': 10, 'mf_dim': 193, 'mf_new_dim': 40, 'num_forms': 12, 'plus_dim': 19, 'prim_orbit_index': 1, 'relative_dim': 40, 'sturm_bound': 195, 'trace_bound': 3, 'trace_display': [0, -650200, 0, 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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: 46590808
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 5, 'source_embedding_index': 5, 'source_hecke_orbit_code': 36028797455171634, 'source_is_minimal': True, 'source_label': '50.26.a.i.1.5', 'source_level': 50, 'target_conrey_index': 1, 'target_dim': 5, 'target_embedding_index': 5, 'target_hecke_orbit_code': 36028797455171634, 'target_is_minimal': True, 'target_label': '50.26.a.i.1.5', 'target_level': 50, 'twist_class_label': '50.26.a.i.1.5', 'twist_class_level': 50, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 26}
  • id: 46590809
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 5, 'source_embedding_index': 5, 'source_hecke_orbit_code': 36028797455171634, 'source_is_minimal': True, 'source_label': '50.26.a.i.1.5', 'source_level': 50, 'target_conrey_index': 49, 'target_dim': 10, 'target_embedding_index': 1, 'target_hecke_orbit_code': 31525266547277874, 'target_is_minimal': False, 'target_label': '50.26.b.h.49.1', 'target_level': 50, 'twist_class_label': '50.26.a.i.1.5', 'twist_class_level': 50, 'twisting_char_label': '5.2', 'twisting_conrey_index': 2, 'weight': 26}
  • id: 46590810
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 5, 'source_embedding_index': 5, 'source_hecke_orbit_code': 36028797455171634, 'source_is_minimal': True, 'source_label': '50.26.a.i.1.5', 'source_level': 50, 'target_conrey_index': 49, 'target_dim': 10, 'target_embedding_index': 10, 'target_hecke_orbit_code': 31525266547277874, 'target_is_minimal': False, 'target_label': '50.26.b.h.49.10', 'target_level': 50, 'twist_class_label': '50.26.a.i.1.5', 'twist_class_level': 50, 'twisting_char_label': '5.3', 'twisting_conrey_index': 3, 'weight': 26}
  • id: 46590811
    {'conductor': 5, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 5, 'source_embedding_index': 5, 'source_hecke_orbit_code': 36028797455171634, 'source_is_minimal': True, 'source_label': '50.26.a.i.1.5', 'source_level': 50, 'target_conrey_index': 1, 'target_dim': 5, 'target_embedding_index': 1, 'target_hecke_orbit_code': 40532397082542130, 'target_is_minimal': True, 'target_label': '50.26.a.j.1.1', 'target_level': 50, 'twist_class_label': '50.26.a.i.1.5', 'twist_class_level': 50, 'twisting_char_label': '5.4', 'twisting_conrey_index': 4, 'weight': 26}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 174300
    {'charpoly_factorization': [[[4096, 1], 5]], 'hecke_orbit_code': 36028797455171634, 'p': 2}
  • id: 174301
    {'charpoly_factorization': [[[-52994425244472752178187585701, 1270221804726502772595105, -1047006283480909110, -2343824824290, 723995, 1], 1]], 'hecke_orbit_code': 36028797455171634, 'p': 3}
  • id: 174302
    {'charpoly_factorization': [[[0, 1], 5]], 'hecke_orbit_code': 36028797455171634, 'p': 5}
  • id: 174303
    {'charpoly_factorization': [[[-38483552043205976925005245471053571791559884746323232, 5453425339699528278132393346921395955531280, -139189586833470722880065414004080, -4627130462139628762760, 49218886190, 1], 1]], 'hecke_orbit_code': 36028797455171634, 'p': 7}
  • id: 174304
    {'charpoly_factorization': [[[148004032621311689415302053987997923942828025880359778504928525143, 52111950229533103502737428750028810387888820367661905, -2940049607747724136904889247767718972830, -463720478179447391631101010, 8837033983815, 1], 1]], 'hecke_orbit_code': 36028797455171634, 'p': 11}
  • id: 174305
    {'charpoly_factorization': [[[5165797561307722734348314062515108641896075811350008352538358461799424, 66722567917589077519935469897236029107889712752898202880, -1989632423562291391802381094468387804306560, -24635080476989566652837903840, 67609989586220, 1], 1]], 'hecke_orbit_code': 36028797455171634, 'p': 13}
  • id: 174306
    {'charpoly_factorization': [[[79018962238330607889039924559932931542497577682144899671803991235095925417243, 68145782250921697697381257721585057503109289903699303013217205, -19254160480092794533924659711631118116855716930, -18081911676121384970185306466310, 1543441123223415, 1], 1]], 'hecke_orbit_code': 36028797455171634, 'p': 17}
  • id: 174307
    {'charpoly_factorization': [[[-2358637642040225086668956779674183334700554698846077225473064342134454007265625, 1622409681737850745823855632146038828673214184167339754962540625, 441029520515532784683344592070378757473830957250, -95848612386898510012296355034450, -6828205451077225, 1], 1]], 'hecke_orbit_code': 36028797455171634, 'p': 19}
  • id: 174308
    {'charpoly_factorization': [[[656481548545342614215888277444265396271782699893507238869956092181028450768525659424, -49251638334972078348987303321771947965897581452954695615968569825520, -2257828746051342092831453291121348447134119742073360, -8225198607137836363786631480900040, 175655399207336370, 1], 1]], 'hecke_orbit_code': 36028797455171634, 'p': 23}
  • id: 174309
    {'charpoly_factorization': [[[-21599054165454700502413776883156908894444289380776947624136330820702350312745520752230400000, 9245543165083817875200091301933211706917214873634091183987125755576320000, 18388399016638784003419400357530185581874152263025664000, -8269948592967474377467290461173132800, -2616960879251719800, 1], 1]], 'hecke_orbit_code': 36028797455171634, 'p': 29}
  • id: 174310
    {'charpoly_factorization': [[[23864605511081460467862874731629632251127104815700951063880883100034171333460927124429763168, 181876773062247245921758730557841953526318797083470946429328650860632612880, 92826385729613752620218252860155793240925936953793747920, -51299551564447564173287880154033489160, -1381921297247629210, 1], 1]], 'hecke_orbit_code': 36028797455171634, 'p': 31}
  • id: 174311
    {'charpoly_factorization': [[[76626260289920530787257174152414255335673893472339309583292449349560649381535607569343183843612768, -1415404710463540732131816962913438110162787567799320649582247935379927604844720, -223744049844085070362106274545041247642786413254792507144080, -2393461267525852929803831072684221108760, 68054744257794520190, 1], 1]], 'hecke_orbit_code': 36028797455171634, 'p': 37}
  • id: 174312
    {'charpoly_factorization': [[[55462999042759543556710992375445724739171974431838898466723040040774546586461527680757680122711696243, 1691888056878901900678050573148643157083019947060033745563130893113846690138963605, 6957716963006432413985195173626201933167592481968915575539470, -93478219553577787167202133068115540409510, -110646765257217206385, 1], 1]], 'hecke_orbit_code': 36028797455171634, 'p': 41}
  • id: 174313
    {'charpoly_factorization': [[[-273279305206879448432778588222038103085814272442211874875339100268746788304251231895162469913541477376, 1943259691340319082794154600262576024636211550583595924518613345892857527714766080, 17788718630368902348312484110678051146792437107910562952480640, -122521163460620608011369440741439602140640, -169174323273383550580, 1], 1]], 'hecke_orbit_code': 36028797455171634, 'p': 43}
  • id: 174314
    {'charpoly_factorization': [[[11929399560608972091384911668429169997886744649114145973056093201269216606152346948847175103584242490368, -519936815575888693588424082197224446831418307212079291899065927039212831924410801920, 1418318689566816682932486446448944812369086095274898599195784320, -331147225803415116215446354072706950870560, -1653792144435756647460, 1], 1]], 'hecke_orbit_code': 36028797455171634, 'p': 47}
  • id: 174315
    {'charpoly_factorization': [[[-90125925865202868189084820099603211854010836555224447137034975907837888917064119264111847545458874857786976, 184293632277763499149246478441358496169101538615603860246460778211147780700749406598480, -63423279219499106778857292320925182095340027914520059659008142960, -24568507892964223846686405821389681999737240, 4245089483221901865570, 1], 1]], 'hecke_orbit_code': 36028797455171634, 'p': 53}
  • id: 174316
    {'charpoly_factorization': [[[27988949500696119775227436419442836746258447015609381870900024742959646675002360495297515544796000195379200000, -14306407948784379860827911568168029415350974186548373454887442718286367978353325281280000, 952926706033817570761823299901355754922416357500250145498611392000, 248855711773033897000441220100090189239812800, -33041536388165595960600, 1], 1]], 'hecke_orbit_code': 36028797455171634, 'p': 59}
  • id: 174317
    {'charpoly_factorization': [[[-4361037203306450779373235746713308259168086381183516837740792417215457253678897293112424881998191379527030108832, 549782478435151323511673621675241863009621049340261571606998411479759554955972262653062480, -1878021999350075682095657068988503667024134932658948671912400574480, -1416719884858039122603556890864594696114167960, 11589871696744004976590, 1], 1]], 'hecke_orbit_code': 36028797455171634, 'p': 61}
  • id: 174318
    {'charpoly_factorization': [[[420869153207571124098080699362117306378904106664962208990318310457080172896200899508526739592216997435576125504393, 31444121230857654951372950870076413835194526403352503982166204740256216274657527000980844305, 390068742793595879471510622908070544961992638789372782292178512423070, -8856008010114572972785734547055706171088520210, -92154529366841541565735, 1], 1]], 'hecke_orbit_code': 36028797455171634, 'p': 67}
  • id: 174319
    {'charpoly_factorization': [[[-22534696388395754616460934246283676020809257189787458145777624864663542998544915860679063729645854177600080291730432, 412781552607851108519165711912592639812158375567811910870872989896276385460828965152447463680, 4294557301656699994864666319898613453974820840989997376753827472661120, -41501911611475203783658656202569772355441456160, -177839620469327433418260, 1], 1]], 'hecke_orbit_code': 36028797455171634, 'p': 71}
  • id: 174320
    {'charpoly_factorization': [[[-4130010242464971748175424570474609507715442361194034503522801386212241303059208058894172322137272087335026070451651, 216848953532036338151162366878390236138893770095311381426477170738827982368611624593742134805, -215668892397910104440131478544971847865862226410676702794116443758510, -44851419453744833203319466841763655438924730790, 192252066408262024306145, 1], 1]], 'hecke_orbit_code': 36028797455171634, 'p': 73}
  • id: 174321
    {'charpoly_factorization': [[[1002945513569004678241487230797064260847314606223269003756908004895163832645659082947756509103924889842455460049700000, -22485419625630020260302096216912676590828615735913476639678445933188426760735911061920141430000, -230979077268142059236001337486865563560017976226416562619398926095618000, -505906144367174493812125140831248697198726336200, 220198603705551780910250, 1], 1]], 'hecke_orbit_code': 36028797455171634, 'p': 79}
  • id: 174322
    {'charpoly_factorization': [[[38625342232118797474333445537476628383844666971557108160838896196488174452498851496980977414210534851379756184738482149, 277351171681699278241067938487299702179686235467004458830853642737695825505054329134454559783905, -453516042183828496254143361533257717311227626039038802671338072213369610, -1355649254079023506709374276546727532670706541090, 1018803599085572371644645, 1], 1]], 'hecke_orbit_code': 36028797455171634, 'p': 83}
  • id: 174323
    {'charpoly_factorization': [[[20057471466268725637603959375755558875674944041463141104965456241088463975430574936638150604801207163631346591530834865625, -11964736593345349364258408615336605492947805082158243340931200026456327109894260624416041956246875, -30501386289583598513399228791719435538911940060283959034928010247713683750, 1125235336983804894107190574829008916229898622250, 5932331377929555403184925, 1], 1]], 'hecke_orbit_code': 36028797455171634, 'p': 89}
  • id: 174324
    {'charpoly_factorization': [[[2309453011440901038173131331760120357878197353908835356623977570353749704272139770293027300778613696217322994852278096467168, 1523012776016846346783807240160105990003489415391786355291139366649244936402243420646640003820377680, -3618192069946572413982463996451073069465210421159240200850901542409347280, -104736904576105904823125743853407071273564214569560, -377622858226960257754810, 1], 1]], 'hecke_orbit_code': 36028797455171634, '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': 9, 'label': '50.26.a.i', 'level': 50, 'portrait': 'data:image/png;base64,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', 'weight': 26}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 51892549
    {'hecke_orbit_code': 36028797455171634, 'n': 1, 'trace_an': 5}
  • id: 51892550
    {'hecke_orbit_code': 36028797455171634, 'n': 2, 'trace_an': -20480}
  • id: 51892551
    {'hecke_orbit_code': 36028797455171634, 'n': 3, 'trace_an': -723995}
  • id: 51892552
    {'hecke_orbit_code': 36028797455171634, 'n': 4, 'trace_an': 83886080}
  • id: 51892553
    {'hecke_orbit_code': 36028797455171634, 'n': 5, 'trace_an': 0}
  • id: 51892554
    {'hecke_orbit_code': 36028797455171634, 'n': 6, 'trace_an': 2965483520}
  • id: 51892555
    {'hecke_orbit_code': 36028797455171634, 'n': 7, 'trace_an': -49218886190}
  • id: 51892556
    {'hecke_orbit_code': 36028797455171634, 'n': 8, 'trace_an': -343597383680}
  • id: 51892557
    {'hecke_orbit_code': 36028797455171634, 'n': 9, 'trace_an': 975375361390}
  • id: 51892558
    {'hecke_orbit_code': 36028797455171634, 'n': 10, 'trace_an': 0}
  • id: 51892559
    {'hecke_orbit_code': 36028797455171634, 'n': 11, 'trace_an': -8837033983815}
  • id: 51892560
    {'hecke_orbit_code': 36028797455171634, 'n': 12, 'trace_an': -12146620497920}
  • id: 51892561
    {'hecke_orbit_code': 36028797455171634, 'n': 13, 'trace_an': -67609989586220}
  • id: 51892562
    {'hecke_orbit_code': 36028797455171634, 'n': 14, 'trace_an': 201600557834240}
  • id: 51892563
    {'hecke_orbit_code': 36028797455171634, 'n': 15, 'trace_an': 0}
  • id: 51892564
    {'hecke_orbit_code': 36028797455171634, 'n': 16, 'trace_an': 1407374883553280}
  • id: 51892565
    {'hecke_orbit_code': 36028797455171634, 'n': 17, 'trace_an': -1543441123223415}
  • id: 51892566
    {'hecke_orbit_code': 36028797455171634, 'n': 18, 'trace_an': -3995137480253440}
  • id: 51892567
    {'hecke_orbit_code': 36028797455171634, 'n': 19, 'trace_an': 6828205451077225}
  • id: 51892568
    {'hecke_orbit_code': 36028797455171634, 'n': 20, 'trace_an': 0}
  • id: 51892569
    {'hecke_orbit_code': 36028797455171634, 'n': 21, 'trace_an': -56457058818760990}
  • id: 51892570
    {'hecke_orbit_code': 36028797455171634, 'n': 22, 'trace_an': 36196491197706240}
  • id: 51892571
    {'hecke_orbit_code': 36028797455171634, 'n': 23, 'trace_an': -175655399207336370}
  • id: 51892572
    {'hecke_orbit_code': 36028797455171634, 'n': 24, 'trace_an': 49752557559480320}
  • id: 51892573
    {'hecke_orbit_code': 36028797455171634, 'n': 25, 'trace_an': 0}
  • id: 51892574
    {'hecke_orbit_code': 36028797455171634, 'n': 26, 'trace_an': 276930517345157120}
  • id: 51892575
    {'hecke_orbit_code': 36028797455171634, 'n': 27, 'trace_an': -1102363638369718625}
  • id: 51892576
    {'hecke_orbit_code': 36028797455171634, 'n': 28, 'trace_an': -825755884889047040}
  • id: 51892577
    {'hecke_orbit_code': 36028797455171634, 'n': 29, 'trace_an': 2616960879251719800}
  • id: 51892578
    {'hecke_orbit_code': 36028797455171634, 'n': 30, 'trace_an': 0}
  • id: 51892579
    {'hecke_orbit_code': 36028797455171634, 'n': 31, 'trace_an': 1381921297247629210}
  • id: 51892580
    {'hecke_orbit_code': 36028797455171634, 'n': 32, 'trace_an': -5764607523034234880}
  • id: 51892581
    {'hecke_orbit_code': 36028797455171634, 'n': 33, 'trace_an': -14683366800887949615}
  • id: 51892582
    {'hecke_orbit_code': 36028797455171634, 'n': 34, 'trace_an': 6321934840723107840}
  • id: 51892583
    {'hecke_orbit_code': 36028797455171634, 'n': 35, 'trace_an': 0}
  • id: 51892584
    {'hecke_orbit_code': 36028797455171634, 'n': 36, 'trace_an': 16364083119118090240}
  • id: 51892585
    {'hecke_orbit_code': 36028797455171634, 'n': 37, 'trace_an': -68054744257794520190}
  • id: 51892586
    {'hecke_orbit_code': 36028797455171634, 'n': 38, 'trace_an': -27968329527612313600}
  • id: 51892587
    {'hecke_orbit_code': 36028797455171634, 'n': 39, 'trace_an': -76418447091053627020}
  • id: 51892588
    {'hecke_orbit_code': 36028797455171634, 'n': 40, 'trace_an': 0}
  • id: 51892589
    {'hecke_orbit_code': 36028797455171634, 'n': 41, 'trace_an': 110646765257217206385}
  • id: 51892590
    {'hecke_orbit_code': 36028797455171634, 'n': 42, 'trace_an': 231248112921645015040}
  • id: 51892591
    {'hecke_orbit_code': 36028797455171634, 'n': 43, 'trace_an': 169174323273383550580}
  • id: 51892592
    {'hecke_orbit_code': 36028797455171634, 'n': 44, 'trace_an': -148260827945804759040}
  • id: 51892593
    {'hecke_orbit_code': 36028797455171634, 'n': 45, 'trace_an': 0}
  • id: 51892594
    {'hecke_orbit_code': 36028797455171634, 'n': 46, 'trace_an': 719484515153249771520}
  • id: 51892595
    {'hecke_orbit_code': 36028797455171634, 'n': 47, 'trace_an': 1653792144435756647460}
  • id: 51892596
    {'hecke_orbit_code': 36028797455171634, 'n': 48, 'trace_an': -203786475763631390720}
  • id: 51892597
    {'hecke_orbit_code': 36028797455171634, 'n': 49, 'trace_an': 4971416583743605737585}
  • id: 51892598
    {'hecke_orbit_code': 36028797455171634, 'n': 50, 'trace_an': 0}
  • id: 51892599
    {'hecke_orbit_code': 36028797455171634, 'n': 51, 'trace_an': -954942568710765966615}
  • id: 51892600
    {'hecke_orbit_code': 36028797455171634, 'n': 52, 'trace_an': -1134307399045763563520}
  • id: 51892601
    {'hecke_orbit_code': 36028797455171634, 'n': 53, 'trace_an': -4245089483221901865570}
  • id: 51892602
    {'hecke_orbit_code': 36028797455171634, 'n': 54, 'trace_an': 4515281462762367488000}
  • id: 51892603
    {'hecke_orbit_code': 36028797455171634, 'n': 55, 'trace_an': 0}
  • id: 51892604
    {'hecke_orbit_code': 36028797455171634, 'n': 56, 'trace_an': 3382296104505536675840}
  • id: 51892605
    {'hecke_orbit_code': 36028797455171634, 'n': 57, 'trace_an': 11353190237350969575425}
  • id: 51892606
    {'hecke_orbit_code': 36028797455171634, 'n': 58, 'trace_an': -10719071761415044300800}
  • id: 51892607
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