Newform data - 56.8.a.b

Formats: - HTML - YAML - JSON - 2026-04-13T01:31:18.698937

• 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': 3584, 'analytic_conductor': 17.49356142711082, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [7, 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': [56, 1, [15, 29, 17], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 1, 'field_disc': 1, 'field_disc_factorization': [], 'field_poly': [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, [-46, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503599761588280, 'hecke_ring_generator_nbound': 1, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], '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': '56.8.a.b', 'level': 56, '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': '56.8.a.b', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+46q^{3}-160q^{5}-7^{3}q^{7}-71q^{9}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '7.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '56.8.a', 'trace_display': [0, 46, -160, -343], 'trace_hash': 1442653715640550987, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.998', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.019', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.990', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.093', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.944', 'prec': 17}], 'trace_zratio': 0, 'traces': [1, 0, 46, 0, -160, 0, -343, 0, -71, 0, -6840, 0, -2900, 0, -7360, 0, 16566, 0, -6718, 0, -15778, 0, -976, 0, -52525, 0, -103868, 0, -61662, 0, -69236, 0, -314640, 0, 54880, 0, -533062, 0, -133400, 0, 183158, 0, 966864, 0, 11360, 0, -190268, 0, 117649, 0, 762036, 0, -785010, 0, 1094400, 0, -309028, 0, 2893594, 0, -95896, 0, 24353, 0, 464000, 0, -991644, 0, -44896, 0, 1068160, 0, 2523458, 0, -2416150, 0, 2346120, 0, 285848, 0, -4622651, 0, 7094938, 0, -2650560, 0, -2836452, 0, -252390, 0, 994700, 0, -3184856, 0, 1074880, 0, -1824794, 0, 485640, 0, -9618848, 0, -16775316, 0, 2524480, 0, -2724284, 0, 5398250, 0, -24520852, 0, -25129562, 0, 156160, 0, 205900, 0, -5682138, 0, 27298429, 0, 8425268, 0, 20904000, 0, 9641456, 0, 44475744, 0, -22016046, 0, 2304274, 0, 16618880, 0, 51643714, 0, -55526818, 0, -8752328, 0, 19836000, 0, 9865920, 0, 5411854, 0, 20437782, 0, 70022296, 0, -1176186, 0, 11077760, 0, -80519860, 0, -36110460, 0, 334768, 0, -14998072, 0, 50342400, 0, 37176964, 0, -54338517, 0, 476978, 0, -107405116, 0, 18016075, 0, 133105324, 0, 113389884, 0, -132257532, 0, -4411216, 0, 85289920, 0, -113311440, 0, 35626724, 0, -3877528, 0, -147799314, 0, 21344000, 0, -195010826, 0, 66803844, 0, -45615624, 0, 21150066, 0, -29305280, 0, 69296, 0, 45951120, 0, -167507580, 0, 49135360, 0, -154698240, 0, 23747948, 0, 116079068, 0, -48041400, 0, -79848632, 0, 3729275, 0, 12868338, 0, -286473684, 0, 107921520, 0, 98531658, 0, 30442880, 0, 13149008, 0, 257316216, 0, 257738918, 0, 14517370, 0, -18823840, 0, 19482200, 0, 326367148, 0, 304338206, 0, 6675840, 0, -121925760, 0, -213793294, 0, 182840266, 0, 4378002, 0, 77525920, 0, 125601600, 0, -11609940, 0, 503407684, 0, -443691728, 0, 45756200, 0, 359271000, 0, -81266626, 0, 4915756, 0, 455683434, 0, -431324310, 0, 49444480, 0, -62823194, 0, -135906317, 0, -83940524, 0, -835265416, 0, -462975040, 0, 710457120, 0, 2830400, 0, -331634352, 0, -442467008, 0, 15343360, 0, -128957854, 0, -771664536, 0, -549014904, 0, 347991942, 0, -3896480, 0, 773188702, 0, 421768080, 0, -125317064, 0, -111290388, 0, 152322500, 0, 248319500, 0, 65261924, 0, -755430032, 0, 37847402, 0, 158663040, 0, 369427758, 0, -1155959852, 0, 473574240, 0, -40353607, 0, 7183360, 0, 383442832, 0, -676699948, 0, 301217200, 0, -884640430, 0, -170905600, 0, -261378348, 0, 273898680, 0, -848740215, 0, 1255727734, 0, -403753280, 0, -718777624, 0, -13004218, 0, 269258430, 0, -557666762, 0, 961584000, 0, 178819800, 0, 350444120, 0, 443506976, 0, 2097675956, 0, -375379200, 0, -68647344, 0, -370722550, 0, -16168416, 0, -1012738116, 0, -45735680, 0, 2158866244, 0, 105996604, 0, 199648270, 0, 200784400, 0, 739624160, 0, 3646144080, 0, 1950022174, 0, 2375610844, 0, -992502742, 0, -1135190080, 0, -2554233628, 0, -645883146, 0, 265901982, 0, 13509028, 0, -870129150, 0, 32892328, 0, 912456000, 0, -1874486760, 0, 1267946062, 0, 453832320, 0, 6556768, 0, -2614086264, 0, -8353079, 0, -2214424372, 0, 40382400, 0, 940137972, 0, -1797374126, 0, -1252800720, 0, 3221025616, 0, -159152000, 0, -1143516986, 0, -1720677288, 0, -330188580, 0, 3571890992, 0, 509576960, 0, -2079362758, 0, 340133892, 0, -3703913560, 0, -6613349760, 0, 352862950, 0, 55735710, 0, -2368319604, 0, 1545879800, 0, 15399328, 0, 291967040, 0, 1505478304, 0, -689911312, 0, 3419908044, 0, -1021492692, 0, -77702400, 0, -366378880, 0, -1706426204, 0, 1710140344, 0, 2402570784, 0, 1539015680, 0, -2499571782, 0, -476642796, 0, -865546094, 0, 697785224, 0, 2684050560, 0, 1301433120, 0, -4940635336, 0, 3351418902, 0, 3050606658, 0, 828739450, 0, -1146963576, 0, -3403872871, 0, -205445174, 0, -531158200, 0, 435885440, 0, 5215934664, 0, -804719160, 0, 3712906942, 0, -6083846472, 0, -863720000, 0, 1337843584, 0, 6808616, 0, 414245316, 0, -98045864, 0, 3923336320, 0, 6967156158, 0, -2803905600, 0, -5212326240, 0, 2246472462, 0, 4020729920, 0, 1585569293, 0, -3522364938, 0, 3332824744, 0, -178366288, 0, 51264400, 0, 7439897826, 0, -6798768444, 0, -2433563734, 0, 5369468400, 0, -32944000, 0, 2941106310, 0, 465127448, 0, -8970497996, 0, -5804811174, 0, 909142080, 0, 3072976824, 0, 7637049000, 0, 943486970, 0, 70406724, 0, -4367748640, 0, 7515671296, 0, 972903036, 0, 551777200, 0, 8822486330, 0, -1348042880, 0, -402928938, 0, -3231781926, 0, 101375168, 0, 86569770, 0, 758875625, 0, 2113751520, 0, -8830705092, 0, 3341620912, 0, -7705348680, 0, -1542632960, 0, -341182100, 0, -75839360, 0, -1711538002, 0, -6408997922, 0, -7116119040, 0, 9494489668, 0, -19792182960, 0, 1092405608, 0, -9512266566, 0, 3522567360, 0, -179165518, 0, -9056165280, 0, 2082271640, 0, -2209904400, 0, -368683840, 0, 60182112, 0, -3673037072, 0, 655928640, 0, 10340021690, 0, 5455666700, 0, -5873332988, 0, 625904342, 0, 591943548, 0, -3394047604, 0, -8262994240, 0, -13177789464, 0, 2276529000, 0, -10555285806, 0, -166574520, 0, 8884290880, 0, 3034195428, 0, 4532456268, 0, 658559450, 0, 3581110516, 0, 1400372480, 0, 3299264864, 0, 11425691850, 0, -20295208, 0, 67574336, 0, -3173760000, 0, 11836545936, 0, -762102916, 0, 5753933388, 0, 11855990228, 0, 3238796550, 0, 10396837820, 0, 10777536757, 0, 16017069024, 0, -18930586504, 0, -865896640, 0, 6782844960, 0, -1987445816, 0, 896181200, 0, -8470190648, 0, -3270045120, 0, -503740598, 0, 934429412, 0, -17028280008, 0, 13999557476, 0, -11203567360, 0, 8182361690, 0, 307088640, 0, 289321278, 0, -1851599750, 0, 188189760, 0, -8391422600, 0, 20924166046, 0, -9834491524, 0, -12113860808, 0, 3636620900, 0, 8410652236, 0, -1230455444, 0, -7306214400, 0, 6404708616, 0, 12883177600, 0, 556243274, 0, 3566192320, 0, 8619439766, 0, 278098400, 0, 5777673600, 0, 4667067972, 0, -3151979688, 0, 17919690, 0, -17260452720, 0, -53562880, 0, 23156753464, 0, 6083203094, 0, -8275844830, 0, -20409819488, 0, 2399691520, 0, -6495392352, 0, -70623700, 0, -3652295154, 0, -16509931816, 0, 16526466000, 0, 17612653012, 0, -13847510920, 0, -3738264796, 0, 1948973334, 0, -5948314240, 0, 7191404848, 0, -24002656836, 0, -13447674065, 0, 20961437964, 0, 8694162720, 0, -9363361147, 0, -19840918260, 0, 520268512, 0, -3922695076, 0, -76316480, 0, 8870291102, 0, 2651798494, 0, -2889866924, 0, 1975075384, 0, 17184818560, 0, -6251690582, 0, -1955200320, 0, 2875767600, 0, 129560374, 0, -7170072000, 0, -15975704846, 0, -38422209136, 0, -19343322870, 0, -27800975300, 0, -21296851840, 0, 24082632972, 0, -3307019408, 0, 31618932840, 0, 1278220424, 0, -18142381440, 0, 130198400, 0, 4269230232, 0, -13004475660, 0, -15255180192, 0, 21161205120, 0, 31656443204, 0, 682938208, 0, 5153759472, 0, -48529375920, 0, 705794560, 0, 7551503778, 0, -23905075240, 0, -5932061284, 0, -3097664000, 0, 27999081550, 0, 1191047436, 0, 43631908662, 0, -790365982, 0, -25254685584, 0, 18129830400, 0, 4675541986, 0, 16007629332, 0, -9723495352, 0, -178762208, 0, -5700275840, 0, -17288824560, 0, -7318028200, 0, 35566680292, 0, 23144796250, 0, 620404480, 0, 19401331680, 0, -17713793902, 0, -22718990415, 0, 193424164, 0, 23647890240, 0, 46263523632, 0, -5119357848, 0, 17964229114, 0, 19045698574, 0, 7006835000, 0, 7070403002, 0, 1726347600, 0, -383275750, 0, 39105823244, 0, 31201732160, 0, 3002048504, 0, -943659264, 0, 21391497312, 0, -34749781472, 0, -10688615040, 0, -42678642296, 0, 55368083816, 0], 'weight': 8, 'weight_parity': 1}
• mf_hecke_nf •

  Column	Type
  an	jsonb
  ap	jsonb
  char_orbit_index	smallint
  field_poly	numeric[]
  hecke_orbit_code	bigint
  hecke_ring_character_values	jsonb
  hecke_ring_cyclotomic_generator	integer
  hecke_ring_denominators	numeric[]
  hecke_ring_inverse_denominators	numeric[]
  hecke_ring_inverse_numerators	numeric[]
  hecke_ring_numerators	numeric[]
  hecke_ring_power_basis	boolean
  hecke_ring_rank	integer
  label	text
  level	integer
  maxp	integer
  weight	smallint

  
  {'an': [[1], [0], [46], [0], [-160], [0], [-343], [0], [-71], [0], [-6840], [0], [-2900], [0], [-7360], [0], [16566], [0], [-6718], [0], [-15778], [0], [-976], [0], [-52525], [0], [-103868], [0], [-61662], [0], [-69236], [0], [-314640], [0], [54880], [0], [-533062], [0], [-133400], [0], [183158], [0], [966864], [0], [11360], [0], [-190268], [0], [117649], [0], [762036], [0], [-785010], [0], [1094400], [0], [-309028], [0], [2893594], [0], [-95896], [0], [24353], [0], [464000], [0], [-991644], [0], [-44896], [0], [1068160], [0], [2523458], [0], [-2416150], [0], [2346120], [0], [285848], [0], [-4622651], [0], [7094938], [0], [-2650560], [0], [-2836452], [0], [-252390], [0], [994700], [0], [-3184856], [0], [1074880], [0], [-1824794], [0], [485640], [0]], 'ap': [[0], [46], [-160], [-343], [-6840], [-2900], [16566], [-6718], [-976], [-61662], [-69236], [-533062], [183158], [966864], [-190268], [-785010], [2893594], [-95896], [-991644], [1068160], [2523458], [285848], [7094938], [-252390], [-1824794], [-9618848], [-16775316], [-2724284], [5398250], [-25129562], [9641456], [-22016046], [51643714], [-55526818], [20437782], [70022296], [-80519860], [-14998072], [37176964], [-107405116], [113389884], [-132257532], [-3877528], [-147799314], [-195010826], [66803844], [-167507580], [-79848632], [12868338], [-286473684], [98531658], [257316216], [257738918], [304338206], [-213793294], [77525920], [503407684], [-443691728], [-81266626], [455683434], [-431324310], [-835265416], [-128957854], [-549014904], [347991942], [773188702], [-755430032], [369427758], [383442832], [-676699948], [-884640430], [273898680], [-718777624], [-557666762], [350444120], [2097675956], [-370722550], [2158866244], [199648270], [1950022174], [-645883146], [265901982], [-1874486760], [1267946062], [-2614086264], [-2214424372], [-1797374126], [-1143516986], [-330188580], [3571890992], [-2079362758], [-2368319604], [1505478304], [3419908044], [-1706426204], [2402570784], [-476642796], [3351418902], [3050606658], [3712906942], [1337843584], [6967156158], [2246472462], [-3522364938], [3332824744], [7439897826], [2941106310], [-5804811174], [7637049000], [943486970], [7515671296], [8822486330], [-402928938], [-3231781926], [3341620912], [-1711538002], [-6408997922], [9494489668], [-9512266566], [-9056165280], [2082271640], [10340021690], [-5873332988], [-3394047604], [-10555285806], [658559450], [11425691850], [-762102916], [10396837820], [-18930586504], [-1987445816], [-8470190648], [-17028280008], [8182361690], [289321278], [20924166046], [-12113860808], [556243274], [4667067972], [6083203094], [-8275844830], [-3652295154], [-16509931816], [17612653012], [-13847510920], [-24002656836], [-3922695076], [8870291102], [2651798494], [1975075384], [-15975704846], [-19343322870], [-27800975300], [24082632972], [31656443204], [5153759472], [-23905075240], [43631908662], [4675541986], [-9723495352], [-17288824560], [23144796250], [46263523632], [17964229114], [7070403002], [39105823244], [21391497312], [-42678642296]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 4503599761588280, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '56.8.a.b', 'level': 56, 'maxp': 997, 'weight': 8}
• 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': [3, 2, 2, 3], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [2, 2, 2, 2], 'ALdims_old': [12, 9, 11, 10], 'Nk2': 3584, 'analytic_conductor': 17.49356142711082, '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': [56, 1, [15, 29, 17], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 52, 'dim': 10, 'eis_dim': 8, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 134217784, 'hecke_orbit_dims': [1, 1, 2, 3, 3], 'label': '56.8.a', 'level': 56, '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': 60, 'mf_new_dim': 10, 'num_forms': 5, 'plus_dim': 6, 'prim_orbit_index': 1, 'relative_dim': 10, 'sturm_bound': 64, 'trace_bound': 3, 'trace_display': [0, 26, -446, 0], 'traces': [10, 0, 26, 0, -446, 0, 0, 0, 2478, 0, 8348, 0, 17246, 0, -33896, 0, 53824, 0, 2094, 0, -18522, 0, -6136, 0, 51386, 0, 559052, 0, -120352, 0, 21100, 0, 635040, 0, 257250, 0, 408784, 0, -372128, 0, 51576, 0, -397628, 0, -748710, 0, -589164, 0, 1176490, 0, 1447372, 0, -3854692, 0, -778056, 0, -698268, 0, 224190, 0, -636942, 0, -616028, 0, -6595604, 0, -6580512, 0, 3956944, 0, 1874488, 0, 8987388, 0, -8044562, 0, -1826132, 0, -3957720, 0, 3984270, 0, 9052022, 0, 5152900, 0, -2326972, 0, -13769228, 0, 661990, 0, -5213416, 0, 10640952, 0, -8218496, 0, 41896140, 0, 25241426, 0, 2841636, 0, 5342568, 0, 16793112, 0, -5392440, 0, -8064940, 0, -16538416, 0, -13758272, 0, 67808278, 0, -1439228, 0, 54843154, 0, -16463892, 0, -38544540, 0, -32781280, 0, -61655344, 0, -11217410, 0, -9895550, 0, -64122224, 0, 11150492, 0, 8483794, 0, -113833176, 0, -46579784, 0, -16161940, 0, 3058874, 0, 3692020, 0, 173171152, 0, 57695048, 0, -113585280, 0, 76311406, 0, 10470284, 0, -33386248, 0, -636348, 0, -138576960, 0, 28455196, 0, 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1049916990, 0, -2396369544, 0, -3439851280, 0, 1520484280, 0, 1211746970, 0, 826510932, 0, 2974560648, 0, -1227224072, 0, 2194859908, 0, 3825291346, 0, -1369657260, 0, -1082177348, 0, -1454450556, 0, -1221569080, 0, -794622680, 0, -2154815288, 0, -5039830724, 0, 2065870048, 0, 0, 0, 2811066944, 0, 3415330356, 0, -720376810, 0, 4749821056, 0, 6034404868, 0, -1430831120, 0, -2202099788, 0, -5588371968, 0, -1372914162, 0, 4282986674, 0, -1960630316, 0, -5567952232, 0, -1349142752, 0, 1602106352, 0, 2439567540, 0, 4110709200, 0, -4659808956, 0, 2524380124, 0, 3986188624, 0, -466389996, 0, -1816382568, 0, -3406027340, 0, -3748627264, 0, 2907180208, 0, -7669721596, 0, -6774628736, 0, 182587126, 0, 2507490524, 0, 2345968296, 0, 2892820688, 0, -4022588478, 0, 4564814696, 0, 10710214208, 0, -5363712876, 0, -1848287742, 0, -5052796712, 0, -8901844708, 0, 1656352450, 0, -4643550628, 0, -10832967340, 0, 4520248280, 0, 1460339650, 0, 12268861632, 0, 4058998168, 0, -2285944568, 0, 4358141488, 0, 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-5467993868, 0, -3165087380, 0, 4442970632, 0, 14713649388, 0, -14461143408, 0, 13085587672, 0, 3880313748, 0, 4419787212, 0, -1116580934, 0, -5904154872, 0, -15710164900, 0, -14685192998, 0, -1495227480, 0, -24201243716, 0, 2706459148, 0, 3046804516, 0, 15066784424, 0, 5738231440, 0, -8074912812, 0, -1916041680, 0, -3298111206, 0, 7595459200, 0, 3001904444, 0, 1246971248, 0, 1123257936, 0, 23648859792, 0, -13728644264, 0, 8592731166, 0, 14237593696, 0, -4227291152, 0, -8397690394, 0, -1662180480, 0, 7166214360, 0, -5117217288, 0, -1530839560, 0, -27875826000, 0, 2028974654, 0, 9174705304, 0, 26556187576, 0, -8162146694, 0, 465761152, 0, 4586070844, 0, -4266507168, 0, 5701623144, 0, 9729444216, 0, 802110776, 0, 7523292772, 0, -1191787540, 0, -20752770550, 0, 52950038400, 0, 3172511272, 0, 2818608272, 0, 17617406128, 0, 17675026968, 0, 10861574748, 0, 35955915172, 0, -14256921810, 0, -7963385724, 0, -19299542908, 0, -6904962816, 0, 35180690292, 0, -46271316544, 0, -14864789532, 0, -10971834866, 0, -2418648036, 0, 11446223432, 0, -8342229256, 0, -13002926716, 0, 28571150248, 0, 29629906268, 0, -4406221152, 0, -4265757230, 0, -18090499360, 0, -61488264536, 0, 15923739296, 0, -40444069392, 0, -56727049984, 0, 28609539404, 0, 9683676156, 0, 20148193548, 0, -1281352664, 0, -35761152988, 0, 22930140954, 0, 48413951816, 0, -17526443166, 0, -3987830504, 0, -1473597968, 0, 4015614340, 0, 2743235936, 0, 13318070608, 0, -21882337028, 0, -24599092346, 0, 11990862912, 0, -5673997064, 0, 35222636316, 0, -35766896416, 0, 56283078336, 0, 36208698624, 0, -45894574080, 0, 2447284420, 0, -74254869260, 0, -74120568480, 0, 3256178344, 0, -22444164268, 0, -67296772758, 0, 21233693732, 0, 13840973356, 0, 71178383396, 0, 26909622624, 0, -9324294664, 0, 45271193868, 0, 90066996534, 0, 6807543232, 0, -25017960380, 0, 12787969564, 0, -16058435888, 0, 2361958422, 0, -9470524424, 0, -78509178916, 0, -56502798760, 0, 19996976832, 0, -35549110736, 0, 14413212440, 0, -33180846458, 0, 25741696512, 0, 57617284904, 0, -17207393456, 0, -23588680066, 0, -26365592932, 0, -22792828384, 0, 63501477984, 0, -79072712584, 0, -35915728510, 0, 96940335756, 0, 6332339776, 0, 54719669872, 0, 53020163408, 0, -4404071436, 0, 63557784438, 0, 92545182084, 0, -33234405938, 0, -40965280272, 0, -65318324908, 0, 25392900048, 0, 50258628342, 0, -13292796424, 0, -89797992672, 0, 1305279442, 0, 38243417492, 0, 20169930552, 0, 33625974508, 0, -29190866322, 0, 41404116032, 0, 85765196280, 0, -15722399352, 0, -10245954684, 0, -49659416544, 0, -99454158136, 0, 22914083836, 0, -123609963800, 0, -86615708656, 0, 132217325780, 0, 21566506416, 0, 151380765756, 0, 94038170392, 0, 31649945480, 0, 4998665600, 0, 93710024408, 0, 16614789088, 0, -31855310032, 0, -51461775012, 0, 9151575608, 0, 30322110442, 0, -66120421136, 0, -128799486336, 0, -138354693312, 0, 7882446642, 0, 20038266048, 0, 126151115748, 0, -73648572688, 0, 65010809048, 0, 55755531012, 0, 31291943024, 0, 246357006, 0, 34229247216, 0, -233375208912, 0, -13060225444, 0, -99259840948, 0, -124741377870, 0, 160896856752, 0, 43141393008, 0, 89106274364, 0, 91807434508, 0, -118797101876, 0, 73399975252, 0, 120650670336, 0, -73271822400, 0, -32399288824, 0, -102245716230, 0, 38072974792, 0, 17232382004, 0, 49728183960, 0, -144842847752, 0, -79740813650, 0, 15676906238, 0, -33512092960, 0, 45324961676, 0, -57106014696, 0, -43050336608, 0, -39512207436, 0, 23489653180, 0, 18446213464, 0, -47850005504, 0, -66733836000, 0, 24758800848, 0, -107524438064, 0, -102707319494, 0, 132686920664, 0], 'weight': 8, 'weight_parity': 1}
• mf_twists_nf •

  Column	Type
  conductor	integer
  degree	integer
  multiplicity	smallint
  order	integer
  parity	smallint
  self_twist_disc	integer
  source_char_orbit	smallint
  source_dim	integer
  source_hecke_orbit	integer
  source_is_minimal	boolean
  source_label	text
  source_level	integer
  target_char_orbit	smallint
  target_dim	integer
  target_hecke_orbit	integer
  target_is_minimal	boolean
  target_label	text
  target_level	integer
  twist_class_label	text
  twist_class_level	integer
  twisting_char_label	text
  twisting_char_orbit	smallint
  weight	smallint

  
  
  • id: 48054
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '56.8.a.b', 'source_level': 56, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '56.8.a.b', 'target_level': 56, 'twist_class_label': '56.8.a.b', 'twist_class_level': 56, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 8}
  • id: 48055
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '56.8.a.b', 'source_level': 56, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '112.8.a.a', 'target_level': 112, 'twist_class_label': '56.8.a.b', 'twist_class_level': 56, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 8}
  • id: 48056
    {'conductor': 7, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '56.8.a.b', 'source_level': 56, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '392.8.a.a', 'target_level': 392, 'twist_class_label': '56.8.a.b', 'twist_class_level': 56, 'twisting_char_label': '7.b', 'twisting_char_orbit': 2, 'weight': 8}
  • id: 48057
    {'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '56.8.a.b', 'source_level': 56, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '448.8.a.c', 'target_level': 448, 'twist_class_label': '56.8.a.b', 'twist_class_level': 56, 'twisting_char_label': '8.b', 'twisting_char_orbit': 2, 'weight': 8}
  • id: 48058
    {'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '56.8.a.b', 'source_level': 56, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 8, 'target_is_minimal': False, 'target_label': '448.8.a.h', 'target_level': 448, 'twist_class_label': '56.8.a.b', 'twist_class_level': 56, 'twisting_char_label': '8.d', 'twisting_char_orbit': 4, 'weight': 8}
  • id: 48059
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '56.8.a.b', 'source_level': 56, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '504.8.a.b', 'target_level': 504, 'twist_class_label': '56.8.a.b', 'twist_class_level': 56, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 8}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 188075
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4503599761588280, 'p': 2}
  • id: 188076
    {'charpoly_factorization': [[[-46, 1], 1]], 'hecke_orbit_code': 4503599761588280, 'p': 3}
  • id: 188077
    {'charpoly_factorization': [[[160, 1], 1]], 'hecke_orbit_code': 4503599761588280, 'p': 5}
  • id: 188078
    {'charpoly_factorization': [[[343, 1], 1]], 'hecke_orbit_code': 4503599761588280, 'p': 7}
  • id: 188079
    {'charpoly_factorization': [[[6840, 1], 1]], 'hecke_orbit_code': 4503599761588280, 'p': 11}
  • id: 188080
    {'charpoly_factorization': [[[2900, 1], 1]], 'hecke_orbit_code': 4503599761588280, 'p': 13}
  • id: 188081
    {'charpoly_factorization': [[[-16566, 1], 1]], 'hecke_orbit_code': 4503599761588280, 'p': 17}
  • id: 188082
    {'charpoly_factorization': [[[6718, 1], 1]], 'hecke_orbit_code': 4503599761588280, 'p': 19}
  • id: 188083
    {'charpoly_factorization': [[[976, 1], 1]], 'hecke_orbit_code': 4503599761588280, 'p': 23}
  • id: 188084
    {'charpoly_factorization': [[[61662, 1], 1]], 'hecke_orbit_code': 4503599761588280, 'p': 29}
  • id: 188085
    {'charpoly_factorization': [[[69236, 1], 1]], 'hecke_orbit_code': 4503599761588280, 'p': 31}
  • id: 188086
    {'charpoly_factorization': [[[533062, 1], 1]], 'hecke_orbit_code': 4503599761588280, 'p': 37}
  • id: 188087
    {'charpoly_factorization': [[[-183158, 1], 1]], 'hecke_orbit_code': 4503599761588280, 'p': 41}
  • id: 188088
    {'charpoly_factorization': [[[-966864, 1], 1]], 'hecke_orbit_code': 4503599761588280, 'p': 43}
  • id: 188089
    {'charpoly_factorization': [[[190268, 1], 1]], 'hecke_orbit_code': 4503599761588280, 'p': 47}
  • id: 188090
    {'charpoly_factorization': [[[785010, 1], 1]], 'hecke_orbit_code': 4503599761588280, 'p': 53}
  • id: 188091
    {'charpoly_factorization': [[[-2893594, 1], 1]], 'hecke_orbit_code': 4503599761588280, 'p': 59}
  • id: 188092
    {'charpoly_factorization': [[[95896, 1], 1]], 'hecke_orbit_code': 4503599761588280, 'p': 61}
  • id: 188093
    {'charpoly_factorization': [[[991644, 1], 1]], 'hecke_orbit_code': 4503599761588280, 'p': 67}
  • id: 188094
    {'charpoly_factorization': [[[-1068160, 1], 1]], 'hecke_orbit_code': 4503599761588280, 'p': 71}
  • id: 188095
    {'charpoly_factorization': [[[-2523458, 1], 1]], 'hecke_orbit_code': 4503599761588280, 'p': 73}
  • id: 188096
    {'charpoly_factorization': [[[-285848, 1], 1]], 'hecke_orbit_code': 4503599761588280, 'p': 79}
  • id: 188097
    {'charpoly_factorization': [[[-7094938, 1], 1]], 'hecke_orbit_code': 4503599761588280, 'p': 83}
  • id: 188098
    {'charpoly_factorization': [[[252390, 1], 1]], 'hecke_orbit_code': 4503599761588280, 'p': 89}
  • id: 188099
    {'charpoly_factorization': [[[1824794, 1], 1]], 'hecke_orbit_code': 4503599761588280, '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': 2, 'label': '56.8.a.b', 'level': 56, 'portrait': 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', 'weight': 8}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 19535826
    {'hecke_orbit_code': 4503599761588280, 'n': 1, 'trace_an': 1}
  • id: 19535827
    {'hecke_orbit_code': 4503599761588280, 'n': 2, 'trace_an': 0}
  • id: 19535828
    {'hecke_orbit_code': 4503599761588280, 'n': 3, 'trace_an': 46}
  • id: 19535829
    {'hecke_orbit_code': 4503599761588280, 'n': 4, 'trace_an': 0}
  • id: 19535830
    {'hecke_orbit_code': 4503599761588280, 'n': 5, 'trace_an': -160}
  • id: 19535831
    {'hecke_orbit_code': 4503599761588280, 'n': 6, 'trace_an': 0}
  • id: 19535832
    {'hecke_orbit_code': 4503599761588280, 'n': 7, 'trace_an': -343}
  • id: 19535833
    {'hecke_orbit_code': 4503599761588280, 'n': 8, 'trace_an': 0}
  • id: 19535834
    {'hecke_orbit_code': 4503599761588280, 'n': 9, 'trace_an': -71}
  • id: 19535835
    {'hecke_orbit_code': 4503599761588280, 'n': 10, 'trace_an': 0}
  • id: 19535836
    {'hecke_orbit_code': 4503599761588280, 'n': 11, 'trace_an': -6840}
  • id: 19535837
    {'hecke_orbit_code': 4503599761588280, 'n': 12, 'trace_an': 0}
  • id: 19535838
    {'hecke_orbit_code': 4503599761588280, 'n': 13, 'trace_an': -2900}
  • id: 19535839
    {'hecke_orbit_code': 4503599761588280, 'n': 14, 'trace_an': 0}
  • id: 19535840
    {'hecke_orbit_code': 4503599761588280, 'n': 15, 'trace_an': -7360}
  • id: 19535841
    {'hecke_orbit_code': 4503599761588280, 'n': 16, 'trace_an': 0}
  • id: 19535842
    {'hecke_orbit_code': 4503599761588280, 'n': 17, 'trace_an': 16566}
  • id: 19535843
    {'hecke_orbit_code': 4503599761588280, 'n': 18, 'trace_an': 0}
  • id: 19535844
    {'hecke_orbit_code': 4503599761588280, 'n': 19, 'trace_an': -6718}
  • id: 19535845
    {'hecke_orbit_code': 4503599761588280, 'n': 20, 'trace_an': 0}
  • id: 19535846
    {'hecke_orbit_code': 4503599761588280, 'n': 21, 'trace_an': -15778}
  • id: 19535847
    {'hecke_orbit_code': 4503599761588280, 'n': 22, 'trace_an': 0}
  • id: 19535848
    {'hecke_orbit_code': 4503599761588280, 'n': 23, 'trace_an': -976}
  • id: 19535849
    {'hecke_orbit_code': 4503599761588280, 'n': 24, 'trace_an': 0}
  • id: 19535850
    {'hecke_orbit_code': 4503599761588280, 'n': 25, 'trace_an': -52525}
  • id: 19535851
    {'hecke_orbit_code': 4503599761588280, 'n': 26, 'trace_an': 0}
  • id: 19535852
    {'hecke_orbit_code': 4503599761588280, 'n': 27, 'trace_an': -103868}
  • id: 19535853
    {'hecke_orbit_code': 4503599761588280, 'n': 28, 'trace_an': 0}
  • id: 19535854
    {'hecke_orbit_code': 4503599761588280, 'n': 29, 'trace_an': -61662}
  • id: 19535855
    {'hecke_orbit_code': 4503599761588280, 'n': 30, 'trace_an': 0}
  • id: 19535856
    {'hecke_orbit_code': 4503599761588280, 'n': 31, 'trace_an': -69236}
  • id: 19535857
    {'hecke_orbit_code': 4503599761588280, 'n': 32, 'trace_an': 0}
  • id: 19535858
    {'hecke_orbit_code': 4503599761588280, 'n': 33, 'trace_an': -314640}
  • id: 19535859
    {'hecke_orbit_code': 4503599761588280, 'n': 34, 'trace_an': 0}
  • id: 19535860
    {'hecke_orbit_code': 4503599761588280, 'n': 35, 'trace_an': 54880}
  • id: 19535861
    {'hecke_orbit_code': 4503599761588280, 'n': 36, 'trace_an': 0}
  • id: 19535862
    {'hecke_orbit_code': 4503599761588280, 'n': 37, 'trace_an': -533062}
  • id: 19535863
    {'hecke_orbit_code': 4503599761588280, 'n': 38, 'trace_an': 0}
  • id: 19535864
    {'hecke_orbit_code': 4503599761588280, 'n': 39, 'trace_an': -133400}
  • id: 19535865
    {'hecke_orbit_code': 4503599761588280, 'n': 40, 'trace_an': 0}
  • id: 19535866
    {'hecke_orbit_code': 4503599761588280, 'n': 41, 'trace_an': 183158}
  • id: 19535867
    {'hecke_orbit_code': 4503599761588280, 'n': 42, 'trace_an': 0}
  • id: 19535868
    {'hecke_orbit_code': 4503599761588280, 'n': 43, 'trace_an': 966864}
  • id: 19535869
    {'hecke_orbit_code': 4503599761588280, 'n': 44, 'trace_an': 0}
  • id: 19535870
    {'hecke_orbit_code': 4503599761588280, 'n': 45, 'trace_an': 11360}
  • id: 19535871
    {'hecke_orbit_code': 4503599761588280, 'n': 46, 'trace_an': 0}
  • id: 19535872
    {'hecke_orbit_code': 4503599761588280, 'n': 47, 'trace_an': -190268}
  • id: 19535873
    {'hecke_orbit_code': 4503599761588280, 'n': 48, 'trace_an': 0}
  • id: 19535874
    {'hecke_orbit_code': 4503599761588280, 'n': 49, 'trace_an': 117649}
  • id: 19535875
    {'hecke_orbit_code': 4503599761588280, 'n': 50, 'trace_an': 0}
  • id: 19535876
    {'hecke_orbit_code': 4503599761588280, 'n': 51, 'trace_an': 762036}
  • id: 19535877
    {'hecke_orbit_code': 4503599761588280, 'n': 52, 'trace_an': 0}
  • id: 19535878
    {'hecke_orbit_code': 4503599761588280, 'n': 53, 'trace_an': -785010}
  • id: 19535879
    {'hecke_orbit_code': 4503599761588280, 'n': 54, 'trace_an': 0}
  • id: 19535880
    {'hecke_orbit_code': 4503599761588280, 'n': 55, 'trace_an': 1094400}
  • id: 19535881
    {'hecke_orbit_code': 4503599761588280, 'n': 56, 'trace_an': 0}
  • id: 19535882
    {'hecke_orbit_code': 4503599761588280, 'n': 57, 'trace_an': -309028}
  • id: 19535883
    {'hecke_orbit_code': 4503599761588280, 'n': 58, 'trace_an': 0}
  • id: 19535884
    {'hecke_orbit_code': 4503599761588280, 'n': 59, 'trace_an': 2893594}
  • id: 19535885
    {'hecke_orbit_code': 4503599761588280, 'n': 60, 'trace_an': 0}
  • id: 19535886
    {'hecke_orbit_code': 4503599761588280, 'n': 61, 'trace_an': -95896}
  • id: 19535887
    {'hecke_orbit_code': 4503599761588280, 'n': 62, 'trace_an': 0}
  • id: 19535888
    {'hecke_orbit_code': 4503599761588280, 'n': 63, 'trace_an': 24353}
  • id: 19535889
    {'hecke_orbit_code': 4503599761588280, 'n': 64, 'trace_an': 0}
  • id: 19535890
    {'hecke_orbit_code': 4503599761588280, 'n': 65, 'trace_an': 464000}
  • id: 19535891
    {'hecke_orbit_code': 4503599761588280, 'n': 66, 'trace_an': 0}
  • id: 19535892
    {'hecke_orbit_code': 4503599761588280, 'n': 67, 'trace_an': -991644}
  • id: 19535893
    {'hecke_orbit_code': 4503599761588280, 'n': 68, 'trace_an': 0}
  • id: 19535894
    {'hecke_orbit_code': 4503599761588280, 'n': 69, 'trace_an': -44896}
  • id: 19535895
    {'hecke_orbit_code': 4503599761588280, 'n': 70, 'trace_an': 0}
  • id: 19535896
    {'hecke_orbit_code': 4503599761588280, 'n': 71, 'trace_an': 1068160}
  • id: 19535897
    {'hecke_orbit_code': 4503599761588280, 'n': 72, 'trace_an': 0}
  • id: 19535898
    {'hecke_orbit_code': 4503599761588280, 'n': 73, 'trace_an': 2523458}
  • id: 19535899
    {'hecke_orbit_code': 4503599761588280, 'n': 74, 'trace_an': 0}
  • id: 19535900
    {'hecke_orbit_code': 4503599761588280, 'n': 75, 'trace_an': -2416150}
  • id: 19535901
    {'hecke_orbit_code': 4503599761588280, 'n': 76, 'trace_an': 0}
  • id: 19535902
    {'hecke_orbit_code': 4503599761588280, 'n': 77, 'trace_an': 2346120}
  • id: 19535903
    {'hecke_orbit_code': 4503599761588280, 'n': 78, 'trace_an': 0}
  • id: 19535904
    {'hecke_orbit_code': 4503599761588280, 'n': 79, 'trace_an': 285848}
  • id: 19535905
    {'hecke_orbit_code': 4503599761588280, 'n': 80, 'trace_an': 0}
  • id: 19535906
    {'hecke_orbit_code': 4503599761588280, 'n': 81, 'trace_an': -4622651}
  • id: 19535907
    {'hecke_orbit_code': 4503599761588280, 'n': 82, 'trace_an': 0}
  • id: 19535908
    {'hecke_orbit_code': 4503599761588280, 'n': 83, 'trace_an': 7094938}
  • id: 19535909
    {'hecke_orbit_code': 4503599761588280, 'n': 84, 'trace_an': 0}
  • id: 19535910
    {'hecke_orbit_code': 4503599761588280, 'n': 85, 'trace_an': -2650560}
  • id: 19535911
    {'hecke_orbit_code': 4503599761588280, 'n': 86, 'trace_an': 0}
  • id: 19535912
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