Embedded newform data - 98.8.c.g.79.2

Formats: - HTML - YAML - JSON - 2024-06-14T19:19:10.463578

• 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': 6272, 'analytic_conductor': 30.613732497443934, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 7, 'char_degree': 2, 'char_is_minimal': False, 'char_is_real': False, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 3, 'char_parity': 1, 'char_values': [98, 3, [3], [2]], 'cm_discs': [], 'conrey_index': 67, 'dim': 4, 'field_disc': 34892649, 'field_disc_factorization': [[3, 2], [11, 2], [179, 2]], 'field_poly': [242064, 492, 493, -1, 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, [553536, -52080, 5644, 70, 1]]], 'hecke_orbit': 7, 'hecke_orbit_code': 27021735337394274, 'hecke_ring_generator_nbound': 9, 'hecke_ring_index': 4, 'hecke_ring_index_factorization': [[2, 2]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 7, 3, 1, 3, 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': '98.8.c.g', 'level': 98, '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, 7], 'level_radical': 14, 'minimal_twist': '14.8.a.c', 'nf_label': '4.0.34892649.3', 'prim_orbit_index': 3, 'qexp_display': 'q+(-8+8\\beta _{1})q^{2}+(-35\\beta _{1}-\\beta _{2})q^{3}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '7.2.3.c3', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '98.8.c', 'trace_display': [-16, -70, -126, 0], 'trace_hash': 447930710780169159, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.014', 'prec': 17}, {'__RealLiteral__': 0, 'data': '3.942', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.659', 'prec': 17}, {'__RealLiteral__': 0, 'data': '66.499', 'prec': 20}, {'__RealLiteral__': 0, 'data': '25.922', 'prec': 20}, {'__RealLiteral__': 0, 'data': '1989.308', 'prec': 27}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 'traces': [4, -16, -70, -128, -126, 1120, 0, 2048, -2014, -1008, 3420, -4480, -12796, 0, -62064, -8192, 38472, -16112, 43358, 16128, 0, -54720, -89928, -35840, -170666, 51184, 386120, 0, 319152, 248256, 143612, -65536, 615888, -615552, 0, 257792, 271832, 346864, -520352, -64512, 129696, 0, 3055928, 218880, 2354058, -719424, -485436, 573440, 0, 2730656, 1700940, 409472, 145716, -1544480, 8500464, 0, -1121192, -1276608, 4183662, 1986048, 280658, -2297792, 0, 1048576, 7101612, 4927104, -5671648, 2462208, 4310208, 0, -1238544, -1031168, -3939628, 2174656, -1507618, -5549824, 0, 8325632, -4656616, -516096, -7353742, -518784, 2471700, 0, 1532088, -12223712, -15012732, 1751040, 17241420, -37664928, 0, 11510784, 7365592, -3883488, 11343960, -2293760, -1481872, 0, -76354200, -10922624, -14940702, 13607520, 10583972, -6551552, 0, -2331456, -5197128, -12355840, 1631984, -34001856, 55399960, 0, -21968400, 4484768, -14596848, -10212864, -45656954, -66938592, 0, -31776768, -29393546, 2245264, 22043532, 9191168, 82198872, 0, -84766240, -4194304, -51990176, 56812896, -18865602, -78833664, 0, 90746368, 32848560, 19697664, -144252, -17240832, -26188036, 0, 171353712, 4954176, 82838952, -8249344, 74794860, 63034048, 0, -34794496, 50530572, -12060944, -5712640, 22199296, -127101408, 0, 24009984, -33302528, 20379086, -37252928, -20701716, 8257536, 0, 117659872, -5845468, -4150272, -178104096, -9886800, 131134920, 0, 71278932, -6128352, -23323874, -97789696, 150081414, 240203712, 0, -28016640, 142068804, 137931360, -52902552, 150659712, 37449188, 0, -202314128, -46043136, 352052316, 58924736, -110444040, 62135808, 0, -181503360, -93833256, -18350080, 185178032, 5927488, -176575392, 0, 421349832, 305416800, -98115556, -87380992, -64536920, 239051232, 0, -217720320, -222904332, 84671776, -21091176, 26206208, 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0, -40012475656, -8386599680, -10802960140, -2280925824, -14285177634, 3224816448, 0, 784429056, -2569327884, -4322497536, -6554262144, -1492727936, 7288322328, 0, 13670382976, -6258540544, -5342681148, 9161952768, -4106992498, -19210420992, 0, 14805387456, 23981769000, -7686518784, -940772952, 470672944, -11572756104, 0, 9186682464, -2621113600, -14936072228, 896532480, 24841047168, -30357335232, 0, -18184806912, -22270619608, -5904130176, 24695041048, 8827607040, -11735797248, 0, -16100205408, -3385763328, -26439587664, 1697638272, -10322474820, -19284443136, 0, -9844006944, 5862000364, -1198374016, -2926232160, -21805896560, -33563689096, 0, -43297115452, 2025894816, 29257944744, 6474052096, 3036023522, -13647708032, 0, 5893521408, -7181797680, 13092983232, -26442844060, 22531348224, -16023648928, 0, 26003820480, 3771183104, -25120129860, -1900460960, 35972079990, 14136837120, 0, 14426811648, -964875736, -1988345856, 1128062124, -10170619872, 35337837024, 0, -3905748496, 5412653536, 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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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-0.6130558355296075], [0.43065159262985236, 0.0]], 'angles': [None, -0.06735640528087548, 0.23833771097085862, None, -0.15577093288911079, -0.38053921677644464, -0.02194368208855679, -0.3253335025382052, -0.4965493425234041, -0.2660482221887096, -0.061460310583075016, -0.2380658065486171, -0.19357778823685637, -0.11532369045084157, -0.35579999854268185, -0.056510945874255494, 0.0353667691345583, -0.45699485304563, -0.41124620779314525, -0.23246467274508495, -0.11568628607991474, 0.23234109828264007, -0.14063809023500023, -0.3510483841275303, -0.2686168680603721, -0.38673875236756733, -0.35055304294109607, -0.3238917205601757, -0.1179965109118558, -0.31450319019466777, -0.25112299702292745, -0.4364506371419424, -0.09556942166009944, -0.34483271719364267, -0.4367644317083205, -0.13013891982829615, -0.06236834323893129, -0.27678456477130375, -0.2549490987285365, -0.32707532821669255, -0.46700792398374025, -0.24521962251958768, -0.43823244215406676, -0.02135671847418466, 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-0.03685161311963282, -0.02692512242933315, -0.30000196586982514, -0.11609422226381916, -0.33457021184133917, -0.2497304320112959, -0.09136320326599155, -0.20518539192500457, -0.4481612652192249, -0.2820508070026954, -0.0344592592280345, 0.0015194290679949039, -0.3935275411066811, -0.44760400510125387, 0.22196195062294066, -0.388754195862077, -0.21428703622023587, -0.41473916004168065, -0.4381725426174492, -0.10487749949018232, -0.3926652183762302, -0.36527092351630175, -0.37756256405250277, -0.14277491654722937, -0.4428370415758558, -0.25176561914209644, -0.4419634822497684, -0.39098770680718925, -0.027135554971534036, -0.08015360804312112, -0.13900253420338757, -0.4974221674028891], 'char_orbit_index': 3, 'conrey_index': 79, 'dual_conrey_index': 67, 'dual_embedding_index': 2, 'dual_embedding_m': 2, 'embedding_index': 2, 'embedding_m': 4, 'embedding_root_imag': -18.78123982064948, 'embedding_root_real': -10.843353866166895, 'hecke_orbit': 7, 'hecke_orbit_code': 27021735337394274, 'label': '98.8.c.g.79.2', 'level': 98, 'weight': 8}
• 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': 6272, 'analytic_conductor': 30.613732497443934, 'char_conductor': 7, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 3, 'char_parity': 1, 'char_values': [98, 3, [3], [2]], 'conrey_index': 67, 'cusp_dim': 180, 'dim': 48, 'eis_dim': 32, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 137573171298, 'hecke_orbit_dims': [2, 2, 2, 2, 2, 2, 4, 4, 4, 4, 4, 4, 4, 8], 'label': '98.8.c', 'level': 98, '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, 7], 'level_radical': 14, 'mf_dim': 212, 'mf_new_dim': 48, 'num_forms': 14, 'prim_orbit_index': 3, 'relative_dim': 24, 'sturm_bound': 112, 'trace_bound': 9, 'trace_display': [0, 0, -252, 0], 'traces': [48, 0, 0, -1536, -252, 1792, 0, 0, -20496, -1792, 14164, 0, -24080, 0, -46688, -98304, -82740, 48352, -43456, 32256, 0, -49216, 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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: 45744306
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 79, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 27021735337394274, 'source_is_minimal': False, 'source_label': '98.8.c.g.79.2', 'source_level': 98, 'target_conrey_index': 79, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 27021735337394274, 'target_is_minimal': False, 'target_label': '98.8.c.g.79.2', 'target_level': 98, 'twist_class_label': '14.8.a.c.1.1', 'twist_class_level': 14, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 8}
  • id: 45744307
    {'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 79, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 27021735337394274, 'source_is_minimal': False, 'source_label': '98.8.c.g.79.2', 'source_level': 98, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9007199388958734, 'target_is_minimal': True, 'target_label': '14.8.a.c.1.1', 'target_level': 14, 'twist_class_label': '14.8.a.c.1.1', 'twist_class_level': 14, 'twisting_char_label': '7.2', 'twisting_conrey_index': 2, 'weight': 8}
  • id: 45744308
    {'conductor': 7, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 79, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 27021735337394274, 'source_is_minimal': False, 'source_label': '98.8.c.g.79.2', 'source_level': 98, 'target_conrey_index': 67, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 45036133846876258, 'target_is_minimal': False, 'target_label': '98.8.c.k.67.1', 'target_level': 98, 'twist_class_label': '14.8.a.c.1.1', 'twist_class_level': 14, 'twisting_char_label': '7.3', 'twisting_conrey_index': 3, 'weight': 8}
  • id: 45744309
    {'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 79, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 27021735337394274, 'source_is_minimal': False, 'source_label': '98.8.c.g.79.2', 'source_level': 98, 'target_conrey_index': 67, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 27021735337394274, 'target_is_minimal': False, 'target_label': '98.8.c.g.67.2', 'target_level': 98, 'twist_class_label': '14.8.a.c.1.1', 'twist_class_level': 14, 'twisting_char_label': '7.4', 'twisting_conrey_index': 4, 'weight': 8}
  • id: 45744310
    {'conductor': 7, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 79, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 27021735337394274, 'source_is_minimal': False, 'source_label': '98.8.c.g.79.2', 'source_level': 98, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 27021597898440802, 'target_is_minimal': False, 'target_label': '98.8.a.g.1.2', 'target_level': 98, 'twist_class_label': '14.8.a.c.1.1', 'twist_class_level': 14, 'twisting_char_label': '7.5', 'twisting_conrey_index': 5, 'weight': 8}
  • id: 45744311
    {'conductor': 7, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 79, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 27021735337394274, 'source_is_minimal': False, 'source_label': '98.8.c.g.79.2', 'source_level': 98, 'target_conrey_index': 79, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 45036133846876258, 'target_is_minimal': False, 'target_label': '98.8.c.k.79.1', 'target_level': 98, 'twist_class_label': '14.8.a.c.1.1', 'twist_class_level': 14, 'twisting_char_label': '7.6', 'twisting_conrey_index': 6, 'weight': 8}
  • id: 45744312
    {'conductor': 21, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 79, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 27021735337394274, 'source_is_minimal': False, 'source_label': '98.8.c.g.79.2', 'source_level': 98, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 36028797153181822, 'target_is_minimal': False, 'target_label': '126.8.a.i.1.1', 'target_level': 126, 'twist_class_label': '14.8.a.c.1.1', 'twist_class_level': 14, 'twisting_char_label': '21.2', 'twisting_conrey_index': 2, 'weight': 8}
  • id: 45744313
    {'conductor': 28, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 79, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 27021735337394274, 'source_is_minimal': False, 'source_label': '98.8.c.g.79.2', 'source_level': 98, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 27021597898440816, 'target_is_minimal': False, 'target_label': '112.8.a.g.1.2', 'target_level': 112, 'twist_class_label': '14.8.a.c.1.1', 'twist_class_level': 14, 'twisting_char_label': '28.23', 'twisting_conrey_index': 23, 'weight': 8}
  • id: 45744314
    {'conductor': 35, 'degree': 4, 'order': 12, 'parity': -1, 'source_conrey_index': 79, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 27021735337394274, 'source_is_minimal': False, 'source_label': '98.8.c.g.79.2', 'source_level': 98, 'target_conrey_index': 99, 'target_dim': 4, 'target_embedding_index': 4, 'target_hecke_orbit_code': 45036133846876510, 'target_is_minimal': False, 'target_label': '350.8.c.k.99.4', 'target_level': 350, 'twist_class_label': '14.8.a.c.1.1', 'twist_class_level': 14, 'twisting_char_label': '35.2', 'twisting_conrey_index': 2, 'weight': 8}
  • id: 45744315
    {'conductor': 35, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 79, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 27021735337394274, 'source_is_minimal': False, 'source_label': '98.8.c.g.79.2', 'source_level': 98, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 40532396780552542, 'target_is_minimal': False, 'target_label': '350.8.a.j.1.2', 'target_level': 350, 'twist_class_label': '14.8.a.c.1.1', 'twist_class_level': 14, 'twisting_char_label': '35.9', 'twisting_conrey_index': 9, 'weight': 8}
  • id: 45744316
    {'conductor': 35, 'degree': 4, 'order': 12, 'parity': -1, 'source_conrey_index': 79, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 27021735337394274, 'source_is_minimal': False, 'source_label': '98.8.c.g.79.2', 'source_level': 98, 'target_conrey_index': 99, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 45036133846876510, 'target_is_minimal': False, 'target_label': '350.8.c.k.99.1', 'target_level': 350, 'twist_class_label': '14.8.a.c.1.1', 'twist_class_level': 14, 'twisting_char_label': '35.23', 'twisting_conrey_index': 23, 'weight': 8}
  • id: 45744317
    {'conductor': 56, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 79, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 27021735337394274, 'source_is_minimal': False, 'source_label': '98.8.c.g.79.2', 'source_level': 98, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 49539596035293632, 'target_is_minimal': False, 'target_label': '448.8.a.l.1.2', 'target_level': 448, 'twist_class_label': '14.8.a.c.1.1', 'twist_class_level': 14, 'twisting_char_label': '56.37', 'twisting_conrey_index': 37, 'weight': 8}
  • id: 45744318
    {'conductor': 56, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 79, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 27021735337394274, 'source_is_minimal': False, 'source_label': '98.8.c.g.79.2', 'source_level': 98, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 81064793426887104, 'target_is_minimal': False, 'target_label': '448.8.a.s.1.1', 'target_level': 448, 'twist_class_label': '14.8.a.c.1.1', 'twist_class_level': 14, 'twisting_char_label': '56.51', 'twisting_conrey_index': 51, 'weight': 8}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 290150
    {'charpoly_factorization': [[[64, 8, 1], 2]], 'hecke_orbit_code': 27021735337394274, 'p': 2}
  • id: 290151
    {'charpoly_factorization': [[[553536, -52080, 5644, 70, 1], 1]], 'hecke_orbit_code': 27021735337394274, 'p': 3}
  • id: 290152
    {'charpoly_factorization': [[[24186470400, -19595520, 171396, 126, 1], 1]], 'hecke_orbit_code': 27021735337394274, 'p': 5}
  • id: 290153
    {'charpoly_factorization': [[[0, 1], 4]], 'hecke_orbit_code': 27021735337394274, 'p': 7}
  • id: 290154
    {'charpoly_factorization': [[[802914388033536, 96908244480, 40032144, -3420, 1], 1]], 'hecke_orbit_code': 27021735337394274, 'p': 11}
  • id: 290155
    {'charpoly_factorization': [[[-60101048, 6398, 1], 2]], 'hecke_orbit_code': 27021735337394274, 'p': 13}
  • id: 290156
    {'charpoly_factorization': [[[125368961162441616, -13621965551712, 1126019988, -38472, 1], 1]], 'hecke_orbit_code': 27021735337394274, 'p': 17}
  • id: 290157
    {'charpoly_factorization': [[[125111867677633600, -15336225818480, 1526204604, -43358, 1], 1]], 'hecke_orbit_code': 27021735337394274, 'p': 19}
  • id: 290158
    {'charpoly_factorization': [[[3597554041808486400, 170568408821760, 6190323264, 89928, 1], 1]], 'hecke_orbit_code': 27021735337394274, 'p': 23}
  • id: 290159
    {'charpoly_factorization': [[[-4918678740, -159576, 1], 2]], 'hecke_orbit_code': 27021735337394274, 'p': 29}
  • id: 290160
    {'charpoly_factorization': [[[19903800434038472704, -640705916877824, 16163038992, -143612, 1], 1]], 'hecke_orbit_code': 27021735337394274, 'p': 31}
  • id: 290161
    {'charpoly_factorization': [[[24763259627091124341136, 42776424994909408, 231256099668, -271832, 1], 1]], 'hecke_orbit_code': 27021735337394274, 'p': 37}
  • id: 290162
    {'charpoly_factorization': [[[-74003569668, -64848, 1], 2]], 'hecke_orbit_code': 27021735337394274, 'p': 41}
  • id: 290163
    {'charpoly_factorization': [[[583387157728, -1527964, 1], 2]], 'hecke_orbit_code': 27021735337394274, 'p': 43}
  • id: 290164
    {'charpoly_factorization': [[[291712089056858026020864, -262185816699539712, 775751886288, 485436, 1], 1]], 'hecke_orbit_code': 27021735337394274, 'p': 47}
  • id: 290165
    {'charpoly_factorization': [[[6275543809890139920144, 11543378176028592, 100451482668, -145716, 1], 1]], 'hecke_orbit_code': 27021735337394274, 'p': 53}
  • id: 290166
    {'charpoly_factorization': [[[19126137947708234791310400, -18296593203960383760, 13129683706764, -4183662, 1], 1]], 'hecke_orbit_code': 27021735337394274, 'p': 59}
  • id: 290167
    {'charpoly_factorization': [[[1080483114322789640761600, 291733577757452320, 1118231810004, -280658, 1], 1]], 'hecke_orbit_code': 27021735337394274, 'p': 61}
  • id: 290168
    {'charpoly_factorization': [[[33212804447279244619653376, 32686020109758427648, 26404535904528, 5671648, 1], 1]], 'hecke_orbit_code': 27021735337394274, 'p': 67}
  • id: 290169
    {'charpoly_factorization': [[[-850548584448, 619272, 1], 2]], 'hecke_orbit_code': 27021735337394274, 'p': 71}
  • id: 290170
    {'charpoly_factorization': [[[12152478574153290097344400, 13733702879625781360, 12034628248764, 3939628, 1], 1]], 'hecke_orbit_code': 27021735337394274, 'p': 73}
  • id: 290171
    {'charpoly_factorization': [[[287375469821092987306393600, -78939663939345751040, 38636224936896, 4656616, 1], 1]], 'hecke_orbit_code': 27021735337394274, 'p': 79}
  • id: 290172
    {'charpoly_factorization': [[[-35507978523864, -1235850, 1], 2]], 'hecke_orbit_code': 27021735337394274, 'p': 83}
  • id: 290173
    {'charpoly_factorization': [[[4030690664152112021737290000, -1094618455322768334000, 233778843038700, -17241420, 1], 1]], 'hecke_orbit_code': 27021735337394274, 'p': 89}
  • id: 290174
    {'charpoly_factorization': [[[-2847474625940, 740936, 1], 2]], 'hecke_orbit_code': 27021735337394274, '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': 3, 'hecke_orbit': 7, 'label': '98.8.c.g', 'level': 98, 'portrait': 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', 'weight': 8}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 47203141
    {'hecke_orbit_code': 27021735337394274, 'n': 1, 'trace_an': 4}
  • id: 47203142
    {'hecke_orbit_code': 27021735337394274, 'n': 2, 'trace_an': -16}
  • id: 47203143
    {'hecke_orbit_code': 27021735337394274, 'n': 3, 'trace_an': -70}
  • id: 47203144
    {'hecke_orbit_code': 27021735337394274, 'n': 4, 'trace_an': -128}
  • id: 47203145
    {'hecke_orbit_code': 27021735337394274, 'n': 5, 'trace_an': -126}
  • id: 47203146
    {'hecke_orbit_code': 27021735337394274, 'n': 6, 'trace_an': 1120}
  • id: 47203147
    {'hecke_orbit_code': 27021735337394274, 'n': 7, 'trace_an': 0}
  • id: 47203148
    {'hecke_orbit_code': 27021735337394274, 'n': 8, 'trace_an': 2048}
  • id: 47203149
    {'hecke_orbit_code': 27021735337394274, 'n': 9, 'trace_an': -2014}
  • id: 47203150
    {'hecke_orbit_code': 27021735337394274, 'n': 10, 'trace_an': -1008}
  • id: 47203151
    {'hecke_orbit_code': 27021735337394274, 'n': 11, 'trace_an': 3420}
  • id: 47203152
    {'hecke_orbit_code': 27021735337394274, 'n': 12, 'trace_an': -4480}
  • id: 47203153
    {'hecke_orbit_code': 27021735337394274, 'n': 13, 'trace_an': -12796}
  • id: 47203154
    {'hecke_orbit_code': 27021735337394274, 'n': 14, 'trace_an': 0}
  • id: 47203155
    {'hecke_orbit_code': 27021735337394274, 'n': 15, 'trace_an': -62064}
  • id: 47203156
    {'hecke_orbit_code': 27021735337394274, 'n': 16, 'trace_an': -8192}
  • id: 47203157
    {'hecke_orbit_code': 27021735337394274, 'n': 17, 'trace_an': 38472}
  • id: 47203158
    {'hecke_orbit_code': 27021735337394274, 'n': 18, 'trace_an': -16112}
  • id: 47203159
    {'hecke_orbit_code': 27021735337394274, 'n': 19, 'trace_an': 43358}
  • id: 47203160
    {'hecke_orbit_code': 27021735337394274, 'n': 20, 'trace_an': 16128}
  • id: 47203161
    {'hecke_orbit_code': 27021735337394274, 'n': 21, 'trace_an': 0}
  • id: 47203162
    {'hecke_orbit_code': 27021735337394274, 'n': 22, 'trace_an': -54720}
  • id: 47203163
    {'hecke_orbit_code': 27021735337394274, 'n': 23, 'trace_an': -89928}
  • id: 47203164
    {'hecke_orbit_code': 27021735337394274, 'n': 24, 'trace_an': -35840}
  • id: 47203165
    {'hecke_orbit_code': 27021735337394274, 'n': 25, 'trace_an': -170666}
  • id: 47203166
    {'hecke_orbit_code': 27021735337394274, 'n': 26, 'trace_an': 51184}
  • id: 47203167
    {'hecke_orbit_code': 27021735337394274, 'n': 27, 'trace_an': 386120}
  • id: 47203168
    {'hecke_orbit_code': 27021735337394274, 'n': 28, 'trace_an': 0}
  • id: 47203169
    {'hecke_orbit_code': 27021735337394274, 'n': 29, 'trace_an': 319152}
  • id: 47203170
    {'hecke_orbit_code': 27021735337394274, 'n': 30, 'trace_an': 248256}
  • id: 47203171
    {'hecke_orbit_code': 27021735337394274, 'n': 31, 'trace_an': 143612}
  • id: 47203172
    {'hecke_orbit_code': 27021735337394274, 'n': 32, 'trace_an': -65536}
  • id: 47203173
    {'hecke_orbit_code': 27021735337394274, 'n': 33, 'trace_an': 615888}
  • id: 47203174
    {'hecke_orbit_code': 27021735337394274, 'n': 34, 'trace_an': -615552}
  • id: 47203175
    {'hecke_orbit_code': 27021735337394274, 'n': 35, 'trace_an': 0}
  • id: 47203176
    {'hecke_orbit_code': 27021735337394274, 'n': 36, 'trace_an': 257792}
  • id: 47203177
    {'hecke_orbit_code': 27021735337394274, 'n': 37, 'trace_an': 271832}
  • id: 47203178
    {'hecke_orbit_code': 27021735337394274, 'n': 38, 'trace_an': 346864}
  • id: 47203179
    {'hecke_orbit_code': 27021735337394274, 'n': 39, 'trace_an': -520352}
  • id: 47203180
    {'hecke_orbit_code': 27021735337394274, 'n': 40, 'trace_an': -64512}
  • id: 47203181
    {'hecke_orbit_code': 27021735337394274, 'n': 41, 'trace_an': 129696}
  • id: 47203182
    {'hecke_orbit_code': 27021735337394274, 'n': 42, 'trace_an': 0}
  • id: 47203183
    {'hecke_orbit_code': 27021735337394274, 'n': 43, 'trace_an': 3055928}
  • id: 47203184
    {'hecke_orbit_code': 27021735337394274, 'n': 44, 'trace_an': 218880}
  • id: 47203185
    {'hecke_orbit_code': 27021735337394274, 'n': 45, 'trace_an': 2354058}
  • id: 47203186
    {'hecke_orbit_code': 27021735337394274, 'n': 46, 'trace_an': -719424}
  • id: 47203187
    {'hecke_orbit_code': 27021735337394274, 'n': 47, 'trace_an': -485436}
  • id: 47203188
    {'hecke_orbit_code': 27021735337394274, 'n': 48, 'trace_an': 573440}
  • id: 47203189
    {'hecke_orbit_code': 27021735337394274, 'n': 49, 'trace_an': 0}
  • id: 47203190
    {'hecke_orbit_code': 27021735337394274, 'n': 50, 'trace_an': 2730656}
  • id: 47203191
    {'hecke_orbit_code': 27021735337394274, 'n': 51, 'trace_an': 1700940}
  • id: 47203192
    {'hecke_orbit_code': 27021735337394274, 'n': 52, 'trace_an': 409472}
  • id: 47203193
    {'hecke_orbit_code': 27021735337394274, 'n': 53, 'trace_an': 145716}
  • id: 47203194
    {'hecke_orbit_code': 27021735337394274, 'n': 54, 'trace_an': -1544480}
  • id: 47203195
    {'hecke_orbit_code': 27021735337394274, 'n': 55, 'trace_an': 8500464}
  • id: 47203196
    {'hecke_orbit_code': 27021735337394274, 'n': 56, 'trace_an': 0}
  • id: 47203197
    {'hecke_orbit_code': 27021735337394274, 'n': 57, 'trace_an': -1121192}
  • id: 47203198
    {'hecke_orbit_code': 27021735337394274, 'n': 58, 'trace_an': -1276608}
  • id: 47203199
    {'hecke_orbit_code': 27021735337394274, 'n': 59, 'trace_an': 4183662}
  • id: 47203200
    {'hecke_orbit_code': 27021735337394274, 'n': 60, 'trace_an': 1986048}
  • id: 47203201
    {'hecke_orbit_code': 27021735337394274, 'n': 61, 'trace_an': 280658}
  • id: 47203202
    {'hecke_orbit_code': 27021735337394274, 'n': 62, 'trace_an': -2297792}
  • id: 47203203
    {'hecke_orbit_code': 27021735337394274, 'n': 63, 'trace_an': 0}
  • id: 47203204
    {'hecke_orbit_code': 27021735337394274, 'n': 64, 'trace_an': 1048576}
  • id: 47203205
    {'hecke_orbit_code': 27021735337394274, 'n': 65, 'trace_an': 7101612}
  • id: 47203206
    {'hecke_orbit_code': 27021735337394274, 'n': 66, 'trace_an': 4927104}
  • id: 47203207
    {'hecke_orbit_code': 27021735337394274, 'n': 67, 'trace_an': -5671648}
  • id: 47203208
    {'hecke_orbit_code': 27021735337394274, 'n': 68, 'trace_an': 2462208}
  • id: 47203209
    {'hecke_orbit_code': 27021735337394274, 'n': 69, 'trace_an': 4310208}
  • id: 47203210
    {'hecke_orbit_code': 27021735337394274, 'n': 70, 'trace_an': 0}
  • id: 47203211
    {'hecke_orbit_code': 27021735337394274, 'n': 71, 'trace_an': -1238544}
  • id: 47203212
    {'hecke_orbit_code': 27021735337394274, 'n': 72, 'trace_an': -1031168}
  • id: 47203213
    {'hecke_orbit_code': 27021735337394274, 'n': 73, 'trace_an': -3939628}
  • id: 47203214
    {'hecke_orbit_code': 27021735337394274, 'n': 74, 'trace_an': 2174656}
  • id: 47203215
    {'hecke_orbit_code': 27021735337394274, 'n': 75, 'trace_an': -1507618}
  • id: 47203216
    {'hecke_orbit_code': 27021735337394274, 'n': 76, 'trace_an': -5549824}
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