Embedded newform data - 13.12.b.a.12.7

Formats: - HTML - YAML - JSON - 2024-06-06T02:42:38.664639

• 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': 1872, 'analytic_conductor': 9.988461347274656, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 13, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': 1, 'char_values': [13, 2, [2], [1]], 'cm_discs': [], 'conrey_index': 12, 'dim': 12, 'field_disc': 10525681345696499214017613316607324434481663567730116775884705378880168026699850304119069696, 'field_disc_factorization': [[2, 10], [3, 4], [23, 1], [41, 2], [7393, 1], [1053739, 2], [7798933, 2], [206195933, 2], [393211449411106531, 2]], 'field_poly': [1497425476589715456, 0, 134825856231997440, 0, 380893885719552, 0, 340607607312, 0, 121088056, 0, 18433, 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': [], 'hecke_orbit': 1, 'hecke_orbit_code': 68920803341, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 1184481792, 'hecke_ring_index_factorization': [[2, 9], [3, 4], [13, 4]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 13, 2, 1, 2, 0]], 'is_cm': False, 'is_largest': True, 'is_maximal': True, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '13.12.b.a', 'level': 13, 'level_is_powerful': False, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [13], 'level_radical': 13, 'minimal_twist': '13.12.b.a', 'prim_orbit_index': 2, 'qexp_display': 'q+\\beta _{1}q^{2}+(-41-\\beta _{2})q^{3}+(-2^{10}+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 12, 'rm_discs': [], 'sato_tate_group': '11.2.3.c2', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '13.12.b', 'trace_display': [0, -488, 0, 0], 'trace_hash': 1916098495346359324, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.070', 'prec': 17}, {'__RealLiteral__': 0, 'data': '10.351', 'prec': 20}, {'__RealLiteral__': 0, 'data': '4.280', 'prec': 17}, {'__RealLiteral__': 0, 'data': '586.108', 'prec': 24}, {'__RealLiteral__': 0, 'data': '489.315', 'prec': 24}, {'__RealLiteral__': 0, 'data': '49436.809', 'prec': 30}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.508', 'prec': 17}, 'traces': [12, 0, -488, -12290, 0, 0, 0, 0, 654644, -333446, 0, 2740298, 3208868, -5367450, 0, 19025698, 12198768, 0, 0, 0, 0, -111171128, 5810592, 0, 6102388, -64543986, -52613336, 0, -244463112, 426504126, 0, 0, 0, 0, -562027560, -1357546052, 0, 3171817788, -2199109744, 4092185498, 0, 1280452314, 2294519976, 0, 0, 0, 0, -14206061378, -3573617796, 0, 7713246552, -5597650396, -4602062760, 0, -6178744976, 20017912662, 0, 0, 0, 0, -13775649944, 239765256, 0, -3560815378, -7598401512, 37979507040, 0, 40844682210, -25419983328, 0, 0, 0, 0, 19351803414, 68016370832, 0, -80478036048, 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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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12, 'dual_conrey_index': 12, 'dual_embedding_index': 6, 'dual_embedding_m': 6, 'embedding_index': 7, 'embedding_m': 7, 'embedding_root_imag': 3.387407545409993, 'embedding_root_real': 0.0, 'hecke_orbit': 1, 'hecke_orbit_code': 68920803341, 'label': '13.12.b.a.12.7', 'level': 13, 'weight': 12}
• mf_newspaces •

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

  
  {'Nk2': 1872, 'analytic_conductor': 9.988461347274656, 'char_conductor': 13, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': 1, 'char_values': [13, 2, [2], [1]], 'conrey_index': 12, 'cusp_dim': 12, 'dim': 12, 'eis_dim': 2, 'eis_new_dim': 2, 'hecke_cutter_primes': [], 'hecke_orbit_code': 68920803341, 'hecke_orbit_dims': [12], 'label': '13.12.b', 'level': 13, 'level_is_powerful': False, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [13], 'level_radical': 13, 'mf_dim': 14, 'mf_new_dim': 14, 'num_forms': 1, 'prim_orbit_index': 2, 'relative_dim': 12, 'sturm_bound': 14, 'trace_bound': 0, 'trace_display': [0, -488, 0, 0], 'traces': [12, 0, -488, -12290, 0, 0, 0, 0, 654644, -333446, 0, 2740298, 3208868, -5367450, 0, 19025698, 12198768, 0, 0, 0, 0, -111171128, 5810592, 0, 6102388, -64543986, -52613336, 0, 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23396374336577292, 0, 20458061652456540, -11955140499857088, 0, 0, 0, 0, 35027387365864230, 26032215283139400, 0, 20142535265359656, -1433791842866058, -24659071514800944, 0, 29966778191599608, 34525015098478876, 0, 0, 0, 0, 27956516870897216, -18146665677213148, 0, -63170437252462002, -24063833377004096, -17567149201775382, 0, -11095687231938632, -19909360958311392, 0, 0, 0, 0, 53878229972907884, 7112407460564328, 0, 20115452741771632, 20914146188013468, -50446379804722324, 0, 26426210835953640, 19186240833607472, 0, 0, 0, 0, 18587180799535488, -66862395155724576, 0, -3808512772299306, -38282514285363504, 43846769062841868, 0, 6831204690769680, -17276560821358640, 0, 0, 0, 0, 33726570232733934, 25310938345018512, 0, 22862672249110032, 31942033897694544, -62628444589330536, 0, 6385062822241336, 38371722480217596, 0, 0, 0, 0, -19310104146655416, -67319280424394616, 0, -42523741627646546, -16165767511014576, 26451131224805950, 0, -11068852491107520, -29296177348254408, 0, 0, 0, 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: 726127
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 12, 'source_dim': 12, 'source_embedding_index': 7, 'source_hecke_orbit_code': 68920803341, 'source_is_minimal': True, 'source_label': '13.12.b.a.12.7', 'source_level': 13, 'target_conrey_index': 12, 'target_dim': 12, 'target_embedding_index': 7, 'target_hecke_orbit_code': 68920803341, 'target_is_minimal': True, 'target_label': '13.12.b.a.12.7', 'target_level': 13, 'twist_class_label': '13.12.b.a.12.6', 'twist_class_level': 13, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 12}
  • id: 726128
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 12, 'source_dim': 12, 'source_embedding_index': 7, 'source_hecke_orbit_code': 68920803341, 'source_is_minimal': True, 'source_label': '13.12.b.a.12.7', 'source_level': 13, 'target_conrey_index': 64, 'target_dim': 12, 'target_embedding_index': 6, 'target_hecke_orbit_code': 4503668548173941, 'target_is_minimal': False, 'target_label': '117.12.b.b.64.6', 'target_level': 117, 'twist_class_label': '13.12.b.a.12.6', 'twist_class_level': 13, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 12}
  • id: 726129
    {'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 12, 'source_dim': 12, 'source_embedding_index': 7, 'source_hecke_orbit_code': 68920803341, 'source_is_minimal': True, 'source_label': '13.12.b.a.12.7', 'source_level': 13, 'target_conrey_index': 129, 'target_dim': 12, 'target_embedding_index': 4, 'target_hecke_orbit_code': 4503943426080976, 'target_is_minimal': False, 'target_label': '208.12.f.b.129.4', 'target_level': 208, 'twist_class_label': '13.12.b.a.12.6', 'twist_class_level': 13, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 12}
  • id: 726130
    {'conductor': 13, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 12, 'source_dim': 12, 'source_embedding_index': 7, 'source_hecke_orbit_code': 68920803341, 'source_is_minimal': True, 'source_label': '13.12.b.a.12.7', 'source_level': 13, 'target_conrey_index': 1, 'target_dim': 12, 'target_embedding_index': 7, 'target_hecke_orbit_code': 18014398710808745, 'target_is_minimal': False, 'target_label': '169.12.a.e.1.7', 'target_level': 169, 'twist_class_label': '13.12.b.a.12.6', 'twist_class_level': 13, 'twisting_char_label': '13.5', 'twisting_conrey_index': 5, 'weight': 12}
  • id: 726131
    {'conductor': 13, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 12, 'source_dim': 12, 'source_embedding_index': 7, 'source_hecke_orbit_code': 68920803341, 'source_is_minimal': True, 'source_label': '13.12.b.a.12.7', 'source_level': 13, 'target_conrey_index': 1, 'target_dim': 12, 'target_embedding_index': 6, 'target_hecke_orbit_code': 18014398710808745, 'target_is_minimal': False, 'target_label': '169.12.a.e.1.6', 'target_level': 169, 'twist_class_label': '13.12.b.a.12.6', 'twist_class_level': 13, 'twisting_char_label': '13.8', 'twisting_conrey_index': 8, 'weight': 12}
  • id: 726132
    {'conductor': 13, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 12, 'source_dim': 12, 'source_embedding_index': 7, 'source_hecke_orbit_code': 68920803341, 'source_is_minimal': True, 'source_label': '13.12.b.a.12.7', 'source_level': 13, 'target_conrey_index': 12, 'target_dim': 12, 'target_embedding_index': 6, 'target_hecke_orbit_code': 68920803341, 'target_is_minimal': True, 'target_label': '13.12.b.a.12.6', 'target_level': 13, 'twist_class_label': '13.12.b.a.12.6', 'twist_class_level': 13, 'twisting_char_label': '13.12', 'twisting_conrey_index': 12, 'weight': 12}
  • id: 726133
    {'conductor': 39, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 12, 'source_dim': 12, 'source_embedding_index': 7, 'source_hecke_orbit_code': 68920803341, 'source_is_minimal': True, 'source_label': '13.12.b.a.12.7', 'source_level': 13, 'target_conrey_index': 64, 'target_dim': 12, 'target_embedding_index': 7, 'target_hecke_orbit_code': 4503668548173941, 'target_is_minimal': False, 'target_label': '117.12.b.b.64.7', 'target_level': 117, 'twist_class_label': '13.12.b.a.12.6', 'twist_class_level': 13, 'twisting_char_label': '39.38', 'twisting_conrey_index': 38, 'weight': 12}
  • id: 726134
    {'conductor': 52, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 12, 'source_dim': 12, 'source_embedding_index': 7, 'source_hecke_orbit_code': 68920803341, 'source_is_minimal': True, 'source_label': '13.12.b.a.12.7', 'source_level': 13, 'target_conrey_index': 129, 'target_dim': 12, 'target_embedding_index': 3, 'target_hecke_orbit_code': 4503943426080976, 'target_is_minimal': False, 'target_label': '208.12.f.b.129.3', 'target_level': 208, 'twist_class_label': '13.12.b.a.12.6', 'twist_class_level': 13, 'twisting_char_label': '52.51', 'twisting_conrey_index': 51, 'weight': 12}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 55975
    {'charpoly_factorization': [[[1497425476589715456, 0, 134825856231997440, 0, 380893885719552, 0, 340607607312, 0, 121088056, 0, 18433, 0, 1], 1]], 'hecke_orbit_code': 68920803341, 'p': 2}
  • id: 55976
    {'charpoly_factorization': [[[-255121008509808, 14522233287672, 109163403621, -129598956, -665334, 244, 1], 2]], 'hecke_orbit_code': 68920803341, 'p': 3}
  • id: 55977
    {'charpoly_factorization': [[[10886105645673774994569770130605197500000000, 0, 430033290962195234920750132329450000000, 0, 44108094881553049831926298640625, 0, 1726712418063587931532500, 0, 32326953002900950, 0, 289917556, 0, 1], 1]], 'hecke_orbit_code': 68920803341, 'p': 5}
  • id: 55978
    {'charpoly_factorization': [[[9054507376401194828902343707676292621596570213493750000, 0, 63753954827004609548776322006655133952858100000, 0, 143785268511480525150168789070017931401, 0, 139418894150631875357617076028, 0, 64465836700280921262, 0, 13650769356, 0, 1], 1]], 'hecke_orbit_code': 68920803341, 'p': 7}
  • id: 55979
    {'charpoly_factorization': [[[276180197435617616574827390541062904027089395686782195440611124838400, 0, 8312875684860642222700653375261646514685204515431441760256, 0, 95392317004376645130129986331084401582066368512, 0, 530509882489229777366283800551259136, 0, 1493172707864305681445104, 0, 1994693026816, 0, 1], 1]], 'hecke_orbit_code': 68920803341, 'p': 11}
  • id: 55980
    {'charpoly_factorization': [[[33133037516798621392881499511582656606724154320695568102640872889340074409, -59324792682735483608992007822041240718820504031373760833833148170676, 7624557205024560682300888785224389834148597096884467079018610, 72605562900662324999105456146404114749292859083553151628, -58408789673413206641023221188390498427853884272273, -21271249985245840091790897585313136794880200, 50103678637026237512060873104714850620, -11869054832380524676963047634600, -18185466921866616633213017, 12613606275080198076, 739106677010, -3208868, 1], 1]], 'hecke_orbit_code': 68920803341, 'p': 13}
  • id: 55981
    {'charpoly_factorization': [[[-2950074773620748514101426854459607527500, 887235290893983296734848486069300, 5579640938274628962430024137, 435717139265374493196, -139916930222070, -6099384, 1], 2]], 'hecke_orbit_code': 68920803341, 'p': 17}
  • id: 55982
    {'charpoly_factorization': [[[3832350044563285064259862288728407940675104957767152063333726624306942769931888848896, 0, 205881240905732465805691331889273339224871685257697153127645377537265664, 0, 4393951242548478384554707626240568508575092446963223079680, 0, 47899042846683390590819958485809660016888832, 0, 281538046892592550471995968976, 0, 843781139592432, 0, 1], 1]], 'hecke_orbit_code': 68920803341, 'p': 19}
  • id: 55983
    {'charpoly_factorization': [[[2040659510552009813548852556149591266714624, -790780272679721069773482066841232640, -7368031547848220680795805424, 25596014218149623301504, -1664312899734792, -2905296, 1], 2]], 'hecke_orbit_code': 68920803341, 'p': 23}
  • id: 55984
    {'charpoly_factorization': [[[11259863174757885788587085129740747112915927040, -2903298086598547515420254864884521689088, 115493399449350470684162369952768, -609738105340694206846944, -20801252230070508, 122231556, 1], 2]], 'hecke_orbit_code': 68920803341, 'p': 29}
  • id: 55985
    {'charpoly_factorization': [[[90120073175494866267683154579008092681655593610117625374756315107438305690336021482737080729600, 0, 818152126622031386006806532814620240878627285263485836093397704045100114877874176, 0, 1062941762996182026961801377338418090229741157168128636165326176256, 0, 147077995635033551371534848155909528891403676492800, 0, 7299114243678510416216485335023472, 0, 146956893968408928, 0, 1], 1]], 'hecke_orbit_code': 68920803341, 'p': 31}
  • id: 55986
    {'charpoly_factorization': [[[67691544001556015255451429523018925687953843826185892581994009608671186015810183226376765908951232256, 0, 27577411314022224631816991047063928614779802265485180347809768435669111313678645239040, 0, 1726824223503323167387583342339530610732469845435018007274780416695841, 0, 33279148151720890270544857051499935575708323823293028, 0, 256890436018048388580222808528638822, 0, 847058796928594212, 0, 1], 1]], 'hecke_orbit_code': 68920803341, 'p': 37}
  • id: 55987
    {'charpoly_factorization': [[[1568662861888602938492133978728945144385794471932699664124842244537909478171231158911386355848034490777600, 0, 192338883227084663539149108477227496022272177924892259217687260151855203705437170186584064, 0, 1381424528678511059015131472726316770718081268071183584551120323798368256, 0, 3948767548538333291414633304255680507279650406753107968, 0, 5512649219255060450665244140303937536, 0, 3754521994963892800, 0, 1], 1]], 'hecke_orbit_code': 68920803341, 'p': 41}
  • id: 55988
    {'charpoly_factorization': [[[1405321100532528789075072790420873183136792861761168, 232664224617871623292771066313815261145440680, 1373942537233250219238144161569744413, 1403655693905361749746541612, -2137076237484186414, -1147259988, 1], 2]], 'hecke_orbit_code': 68920803341, 'p': 43}
  • id: 55989
    {'charpoly_factorization': [[[4447100945425538883958252627630398335669364447737752731314439264483361724211503479865172098803390280455601136, 0, 48080886598350851124988831296932467000571102611085366569947920260915698780544174619963315040, 0, 136475628552361804599471003751130891910531668489167484783651332523540897049, 0, 145578017084333555900642993952063658856508193185094775148, 0, 66308034446680304902500710250579553630, 0, 13425858781090185628, 0, 1], 1]], 'hecke_orbit_code': 68920803341, 'p': 47}
  • id: 55990
    {'charpoly_factorization': [[[-65217360836781062201134084592051476664754307600154651328, 28861701288851159043398298864785087316997971264, 122136945895368325764464878962416457072, -11826253542442760058078078624, -25954090509236221620, 2301031380, 1], 2]], 'hecke_orbit_code': 68920803341, 'p': 53}
  • id: 55991
    {'charpoly_factorization': [[[1381836332804306630294994774561654596563789930763132615558906388962109991732387674650151290134407684306048530509824, 0, 1287963386125304895960703681507788003951851818669941734122463281671211914741980755641436572708864, 0, 450709336807816610115159827011408427693585933500337683207735783629265947163392, 0, 73399727800950030342900398894715279971058213179368868917248, 0, 5518028572422458196487307044346514295888, 0, 157471863441736517008, 0, 1], 1]], 'hecke_orbit_code': 68920803341, 'p': 59}
  • id: 55992
    {'charpoly_factorization': [[[-681326524481052076609565104865072318450263315379442679808, 74742406942168037100068481250712565293425321984, 800643071556963839865649268132391226112, -293385506419462243233714294560, -60829680966092055676, 6887824972, 1], 2]], 'hecke_orbit_code': 68920803341, 'p': 61}
  • id: 55993
    {'charpoly_factorization': [[[370337638372807317232341974745093283410155806470109777497404801480194422810955173864676365464595795113859633550196736, 0, 467834594049819885314361390813508023651617498621775573884905330149073475503236862996221021218144256, 0, 80323035231883119451306737821492545819203790775183943613682125278444038221602816, 0, 3441171099887310552273800457872721801491308564214489613247488, 0, 57958094104525029770476660791626506641648, 0, 409166527201471328832, 0, 1], 1]], 'hecke_orbit_code': 68920803341, 'p': 67}
  • id: 55994
    {'charpoly_factorization': [[[1802440746041787265975300479181692865078152789749159254160044963286802940977639340806967271591691036044569325489199600, 0, 653316860590385983066101034240891506487556416538911208757356703018867749952710058270766295650216416, 0, 79529167944330157772716772065000616220050655287543892027511733050823598974902089, 0, 3876779768540465354917011849506586105504845813279408334240828, 0, 69893981999765389922120841503835114704494, 0, 461670359504217727372, 0, 1], 1]], 'hecke_orbit_code': 68920803341, 'p': 71}
  • id: 55995
    {'charpoly_factorization': [[[277188569322357302012948708377582334723236131111768747488732567693254994817956006869829783552304450591137707014415712256, 0, 363516170667990139846423805957900143691600358484665487314927464519158451331010706827929449318751141888, 0, 17280602392006309242246601505628433398019970314072604671274535432258347124999588096, 0, 248190153559331791574958717865400297036590027033910652153861888, 0, 1179595346416428181060022920065250160179680, 0, 1919858085158621376816, 0, 1], 1]], 'hecke_orbit_code': 68920803341, 'p': 73}
  • id: 55996
    {'charpoly_factorization': [[[1310595459512272086785611953345844750958705378023053683200000, -301253834644003232306574990116939761899230673728000, -75045764013499268306674915712363594613040, 21633704081695849550509456989088, -1246350063144753813688, -9023048648, 1], 2]], 'hecke_orbit_code': 68920803341, 'p': 79}
  • id: 55997
    {'charpoly_factorization': [[[79114592115940950398862994282111364314829885722148015893014402356286486505780720801151098933134838641424901784192632721862656, 0, 2496907197399938696244118519601755795066519489472343230932321653745451795252576291482356430816576304566272, 0, 16911850731210560583865233530568299152572423906643619325574586959643675997273017543424, 0, 30268135126406476847195933531716800814034643061893702139408235520, 0, 22930560848205235515848740509701792743327696, 0, 7863332248674242963056, 0, 1], 1]], 'hecke_orbit_code': 68920803341, 'p': 83}
  • id: 55998
    {'charpoly_factorization': [[[3402986120253749007770560525738875863326074022586238905844484691482287720187093951233014072389933616046132491602406762136059510784, 0, 7551571848061932263182302310137064629353733576050758848889846145706417211146211850657647700062819195009892352, 0, 6059406757634488148912275695922715630813599231240138071731438326409088066178504537665792, 0, 2193485430068863409259458843471511090657426970242616694304074986752, 0, 383136464981695952757015513463613395702926688, 0, 31713624086589577851856, 0, 1], 1]], 'hecke_orbit_code': 68920803341, 'p': 89}
  • id: 55999
    {'charpoly_factorization': [[[3695089671683401157913060877396722226639049262875076655367244057756025588824571867951635874852804157328705887130551795303835500544, 0, 8774894308108418507879178800365442915477285476320475911571217954625935935792434091376022542826918933033910272, 0, 7914588914871475216907795264786660884179401549710118359392134934087533064738859134812160, 0, 3336166456692158831137800512499567494203963650514720934638262206464, 0, 643789914255543500460196740367087999267008000, 0, 46351484732468941704384, 0, 1], 1]], 'hecke_orbit_code': 68920803341, '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': 1, 'label': '13.12.b.a', 'level': 13, 'portrait': 'data:image/png;base64,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', 'weight': 12}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 5132425
    {'hecke_orbit_code': 68920803341, 'n': 1, 'trace_an': 12}
  • id: 5132426
    {'hecke_orbit_code': 68920803341, 'n': 2, 'trace_an': 0}
  • id: 5132427
    {'hecke_orbit_code': 68920803341, 'n': 3, 'trace_an': -488}
  • id: 5132428
    {'hecke_orbit_code': 68920803341, 'n': 4, 'trace_an': -12290}
  • id: 5132429
    {'hecke_orbit_code': 68920803341, 'n': 5, 'trace_an': 0}
  • id: 5132430
    {'hecke_orbit_code': 68920803341, 'n': 6, 'trace_an': 0}
  • id: 5132431
    {'hecke_orbit_code': 68920803341, 'n': 7, 'trace_an': 0}
  • id: 5132432
    {'hecke_orbit_code': 68920803341, 'n': 8, 'trace_an': 0}
  • id: 5132433
    {'hecke_orbit_code': 68920803341, 'n': 9, 'trace_an': 654644}
  • id: 5132434
    {'hecke_orbit_code': 68920803341, 'n': 10, 'trace_an': -333446}
  • id: 5132435
    {'hecke_orbit_code': 68920803341, 'n': 11, 'trace_an': 0}
  • id: 5132436
    {'hecke_orbit_code': 68920803341, 'n': 12, 'trace_an': 2740298}
  • id: 5132437
    {'hecke_orbit_code': 68920803341, 'n': 13, 'trace_an': 3208868}
  • id: 5132438
    {'hecke_orbit_code': 68920803341, 'n': 14, 'trace_an': -5367450}
  • id: 5132439
    {'hecke_orbit_code': 68920803341, 'n': 15, 'trace_an': 0}
  • id: 5132440
    {'hecke_orbit_code': 68920803341, 'n': 16, 'trace_an': 19025698}
  • id: 5132441
    {'hecke_orbit_code': 68920803341, 'n': 17, 'trace_an': 12198768}
  • id: 5132442
    {'hecke_orbit_code': 68920803341, 'n': 18, 'trace_an': 0}
  • id: 5132443
    {'hecke_orbit_code': 68920803341, 'n': 19, 'trace_an': 0}
  • id: 5132444
    {'hecke_orbit_code': 68920803341, 'n': 20, 'trace_an': 0}
  • id: 5132445
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