Newform data - 162.8.c.h

Formats: - HTML - YAML - JSON - 2024-12-05T17:22:01.751226

• 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': 10368, 'analytic_conductor': 50.606374128427724, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 9, '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': [162, 3, [83], [2]], 'cm_discs': [], 'conrey_index': 55, 'dim': 2, 'field_disc': -3, 'field_disc_factorization': [[-1, 1], [3, 1]], 'field_poly': [1, -1, 1], 'field_poly_is_cyclotomic': True, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 6, 'has_non_self_twist': 1, 'hecke_cutters': [[5, [27225, 165, 1]]], 'hecke_orbit': 8, 'hecke_orbit_code': 31525334964764834, 'hecke_ring_generator_nbound': 5, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 9, 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': True, 'label': '162.8.c.h', 'level': 162, '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, 3], 'level_radical': 6, 'minimal_twist': '162.8.a.a', 'nf_label': '2.0.3.1', 'prim_orbit_index': 3, 'qexp_display': 'q+(8-8\\zeta_{6})q^{2}-2^{6}\\zeta_{6}q^{4}-165\\zeta_{6}q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '7.2.3.c3', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '162.8.c', 'trace_display': [8, 0, -165, 508], 'trace_hash': 1685615694687822503, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.027', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '12.363', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '114.033', 'prec': 24}], 'trace_zratio': 0, 'traces': [2, 8, 0, -64, -165, 0, 508, -1024, 0, -2640, 3024, 0, -5039, -4064, 0, -4096, 6378, 0, 3016, -10560, 0, -24192, -75600, 0, 50900, -80624, 0, -65024, -82665, 0, 174892, 32768, 0, 25512, -167640, 0, -647138, 12064, 0, 84480, -308118, 0, -336680, -387072, 0, -1209600, -383196, 0, 565479, -407200, 0, -322496, -1520412, 0, -997920, -260096, 0, 661320, -2225664, 0, -2244815, 2798272, 0, 524288, -831435, 0, -1473188, -204096, 0, -670560, 10013784, 0, -11796602, -2588552, 0, -96512, -1536192, 0, -7028768, 1351680, 0, -4929888, -2651196, 0, -526185, 2693440, 0, -1548288, 13541802, 0, -5119624, -4838400, 0, 3065568, -248820, 0, -16176386, 9047664, 0, -6515200, 2701614, 0, -2068916, 2579968, 0, -6081648, 18309000, 0, 17372902, -3991680, 0, 2080768, -24977553, 0, -12474000, 10581120, 0, -35610624, 1620012, 0, 10342595, 17958520, 0, 11193088, -42578250, 0, -9973184, 2097152, 0, 6651480, -22340460, 0, 766064, -23571008, 0, -3265536, 12863079, 0, -44190236, 5364480, 0, 40055136, -30475872, 0, 27279450, -47186408, 0, 20708416, -2628873, 0, 55301896, -1544192, 0, -24579072, 28857180, 0, 22371061, 56230144, 0, 5406720, -76809600, 0, 104721136, -19719552, 0, 21209568, -54795732, 0, 37356996, -8418960, 0, 43095040, 123645147, 0, -25857200, 12386304, 0, 54167208, -197459448, 0, 183971068, -20478496, 0, 38707200, 53388885, 0, 9643536, 49049088, 0, -3981120, 131978604, 0, -147907355, 129411088, 0, 36190656, 53912202, 0, 271661032, -26060800, 0, -21612912, 41993820, 0, -50839470, -33102656, 0, 41279488, 4560192, 0, 2193400, 48653184, 0, 73236000, 111104400, 0, 177690272, 69491608, 0, 31933440, -16069371, 0, -19944296, 33292288, 0, -399640848, -125985036, 0, -23504567, 99792000, 0, 42324480, 255513594, 0, 126454680, -142442496, 0, -12960096, -93487812, 0, 134780197, 165481520, 0, 287336320, 93304035, 0, -7598812, -89544704, 0, -170313000, -26294064, 0, -457228800, -39892736, 0, -16777216, -128470929, 0, -164373052, 106423680, 0, -357447360, -97751652, 0, 125433990, -6128512, 0, -94284032, -79370214, 0, -701465216, -13062144, 0, -102904632, -153921600, 0, -539602046, -707043776, 0, 85831680, -100851885, 0, 254112268, -320441088, 0, -121903488, -313047888, 0, -800337904, 109117800, 0, 377491264, -543084201, 0, -367234560, 331334656, 0, -42061968, -380948400, 0, 171033440, -442415168, 0, -6176768, 740788950, 0, -1459754312, -98316288, 0, -230857440, 638769912, 0, 637760569, 357936976, 0, 899682304, -654377325, 0, 249978960, -43253760, 0, -307238400, 9618024, 0, -512970200, 418884544, 0, 157756416, 194663568, 0, -807688748, 339353088, 0, -876731712, -243076020, 0, 187280350, -298855968, 0, -33675840, 1057746816, 0, 1411246352, 172380160, 0, -989161176, 282555660, 0, 760612090, -413715200, 0, 198180864, -468893358, 0, -826137180, -433337664, 0, -789837792, -307812960, 0, -1783195350, 735884272, 0, 163827968, 973219665, 0, 749527624, 619315200, 0, 854222160, -386184648, 0, 541727938, -77148288, 0, 196196352, 833097870, 0, 2659477912, -15924480, 0, -1055828832, 719948724, 0, -253471680, -2366517680, 0, 2070577408, 2320670190, 0, -241088400, -289525248, 0, 215648808, 2319493440, 0, 2367453262, 1086644128, 0, 208486400, 1267639467, 0, 881280788, -345806592, 0, 671901120, -978472656, 0, 1019488201, 406715760, 0, -132410624, -2261274624, 0, 874894680, 165117952, 0, -36481536, 1041285864, 0, 1958448757, 35094400, 0, 778450944, 162320100, 0, 1140366020, -585888000, 0, 444417600, -5685115656, 0, -168258362, 710761088, 0, -555932864, -114004800, 0, 1870465492, 510935040, 0, -257109936, -1013326428, 0, -1117198665, 159554368, 0, 133169152, 331511004, 0, -1863497664, -1598563392, 0, 1007880288, 422368980, 0, 1380796705, -376073072, 0, 1596672000, 2784912966, 0, -2789185400, -338595840, 0, 1022054376, -7945152144, 0, -1496759008, 505818720, 0, 1139539968, 1018120320, 0, 76757200, -207361536, 0, -1495804992, -2344669644, 0, 1630464191, -1078241576, 0, 661926080, 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15149689026, 0, -534603960, -168247872, 0, 3047587200, -6059461428, 0, 655797205, 2736535040, 0, -7078642688, 1706528175, 0, -3856114604, 49414144, 0, 2963155800, 3861849288, 0, -9797781092, -5839017248, 0, 786530304, -6654557109, 0, -10553138072, -3693719040, 0, 10220318592, 3439617708, 0, -463856875, -5102084552, 0, 1431747904, -2063723082, 0, 12755492080, 3598729216, 0, 5235018600, 822787680, 0, 2849448681, 3999663360, 0, -692060160, 668702619, 0, -3246324980, 2457907200, 0, 38472096, -14926410504, 0, -13460815872, -2051880800, 0, -3351076352, -10162996218, 0, -3686175900, 2524102656, 0, 3114617088, -2830682580, 0, -3962748407, 6461509984, 0, 1357412352, -252801120, 0, 12498948000, -3506926848, 0, 1944608160, 6788320560, 0, 11861546749, 2996485600, 0, -4781695488, 9868356462, 0, 8217604088, 269406720, 0, 4230987264, -27257308776, 0, -4244816070, 5644985408, 0, -1379041280, 3830678034, 0, 2162695780, -15826578816, 0, 4520890560, -7291388940, 0, -982588302, -6084896720, 0, 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6336792000, -7050246304, 0, -1383226368, 31860701970, 0, -33856123424, 2687604480, 0, 7827781248, -8639493720, 0, -507713440, 16311811216, 0, 6507452160, 8735916351, 0, -14436945476, 1059284992, 0, -9045098496, -11133328512, 0, -30153238388, 3499578720, 0, -1320943616, 1803312531, 0, -9041295780, -583704576, 0, 16660573824, 12000400584, 0, 10416374084, -15667590056, 0, 140377600, -12327808680, 0, 10508076520, 3113803776, 0, -1298560800, 24461816400, 0, 901660546, 18245856320, 0, -9374208000, -28143615657, 0, 9515426812, -3555340800, 0, -22740462624, 24936336816, 0, -40802898510, -673033448, 0, -5686088704, 21254994432, 0, -7423394332, -8894925824, 0, -1824076800, -10814875500, 0, 6710737849, -14963723936, 0, 2043740160, 71870043900, 0, -2804823512, -1028439744, 0, 8106611424, -819690168, 0, -2533188736, -17875178640, 0, 2552869888, -577859568, 0, 16290404460, -1065353216, 0, 1326044016, -28914894360, 0, -4848593868, -7453990656, 0, 12788507136, -15177613110, 0, -2845061840, 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• 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], [8, -8], [0, 0], [0, -64], [0, -165], [0, 0], [508, -508], [-512, 0], [0, 0], [-1320, 0], [3024, -3024], [0, 0], [0, -5039], [0, -4064], [0, 0], [-4096, 4096], [3189, 0], [0, 0], [1508, 0], [-10560, 10560], [0, 0], [0, -24192], [0, -75600], [0, 0], [50900, -50900], [-40312, 0], [0, 0], [-32512, 0], [-82665, 82665], [0, 0], [0, 174892], [0, 32768], [0, 0], [25512, -25512], [-83820, 0], [0, 0], [-323569, 0], [12064, -12064], [0, 0], [0, 84480], [0, -308118], [0, 0], [-336680, 336680], [-193536, 0], [0, 0], [-604800, 0], [-383196, 383196], [0, 0], [0, 565479], [0, -407200], [0, 0], [-322496, 322496], [-760206, 0], [0, 0], [-498960, 0], [-260096, 260096], [0, 0], [0, 661320], [0, -2225664], [0, 0], [-2244815, 2244815], [1399136, 0], [0, 0], [262144, 0], [-831435, 831435], [0, 0], [0, -1473188], [0, -204096], [0, 0], [-670560, 670560], [5006892, 0], [0, 0], [-5898301, 0], [-2588552, 2588552], [0, 0], [0, -96512], [0, -1536192], [0, 0], [-7028768, 7028768], [675840, 0], [0, 0], [-2464944, 0], [-2651196, 2651196], [0, 0], [0, -526185], [0, 2693440], [0, 0], [-1548288, 1548288], [6770901, 0], [0, 0], [-2559812, 0], [-4838400, 4838400], [0, 0], [0, 3065568], [0, -248820], [0, 0], [-16176386, 16176386], [4523832, 0], [0, 0], [-3257600, 0]], 'ap': [[8, -8], [0, 0], [0, -165], [508, -508], [3024, -3024], [0, -5039], [3189, 0], [1508, 0], [0, -75600], [-82665, 82665], [0, 174892], [-323569, 0], [0, -308118], [-336680, 336680], [-383196, 383196], [-760206, 0], [0, -2225664], [-2244815, 2244815], [0, -1473188], [5006892, 0], [-5898301, 0], [-7028768, 7028768], [-2651196, 2651196], [6770901, 0], [-16176386, 16176386], [2701614, -2701614], [0, -2068916], [9154500, 0], [8686451, 0], [0, -24977553], [-4986592, 0], [0, -22340460], [12863079, -12863079], [0, -44190236], [0, -2628873], [55301896, -55301896], [0, 22371061], [52360568, 0], [0, -54795732], [123645147, -123645147], [-98729724, 0], [91985534, 0], [131978604, -131978604], [0, -147907355], [26956101, 0], [135830516, 0], [0, 2193400], [-19944296, 19944296], [-125985036, 125985036], [0, -23504567], [127756797, 0], [0, -93487812], [134780197, -134780197], [-13147032, 0], [0, -128470929], [-97751652, 97751652], [-39685107, 0], [-350732608, 0], [-539602046, 539602046], [-100851885, 100851885], [0, 254112268], [0, -543084201], [-729877156, 0], [0, 638769912], [637760569, -637760569], [-654377325, 654377325], [-807688748, 807688748], [0, 187280350], [0, 282555660], [760612090, -760612090], [-468893358, 468893358], [-153906480, 0], [749527624, -749527624], [0, 541727938], [1329738956, 0], [0, 719948724], [2320670190, -2320670190], [1183726631, 0], [0, 1267639467], [0, 1019488201], [0, 1041285864], [1958448757, -1958448757], [-2842557828, 0], [-84129181, 0], [1870465492, -1870465492], [-1013326428, 1013326428], [165755502, 0], [1380796705, -1380796705], [2784912966, -2784912966], [0, -2789185400], [-3972576072, 0], [-2344669644, 2344669644], [3083807156, 0], [0, -3718506960], [0, -436425656], [504602784, 0], [0, -4600852842], [-71493738, 0], [-2121816832, 0], [-2113506865, 0], [-6255533636, 6255533636], [6508464645, 0], [0, -173248836], [7288814415, -7288814415], [0, -4290362480], [628378103, 0], [-8968024104, 8968024104], [7574844513, 0], [0, -6059461428], [655797205, -655797205], [0, -3856114604], [-4898890546, 0], [0, -6654557109], [-10553138072, 10553138072], [6377746040, 0], [668702619, -668702619], [0, -3246324980], [-7463205252, 0], [0, -10162996218], [-2830682580, 2830682580], [0, -3962748407], [11861546749, -11861546749], [9868356462, -9868356462], [-13628654388, 0], [2162695780, -2162695780], [-2939137707, 0], [13091445313, -13091445313], [3030147792, 0], [10684763236, -10684763236], [0, 16770474490], [16805228348, 0], [0, 20783379612], [0, -10060116716], [6598932014, 0], [0, -6079249329], [0, -4850490419], [23346566685, 0], [0, -9360555152], [0, 26237285643], [15930350985, 0], [-16928061712, 0], [8735916351, -8735916351], [0, -14436945476], [-5566664256, 0], [-15076619194, 0], [12000400584, -12000400584], [901660546, -901660546], [-28143615657, 28143615657], [0, 9515426812], [12468168408, 0], [0, 6710737849], [35935021950, 0], [-1402411756, 0], [0, -819690168], [-2845061840, 2845061840], [-43299590232, 43299590232], [-32631702784, 0], [46954624587, -46954624587], [-28095090445, 0], [0, -27219724029], [-23044106892, 23044106892], [-22213141767, 0], [0, -27077080964], [25766364420, 0], [0, -9518727438], [-5519172336, 5519172336], [16544033300, 0], [-41005524131, 41005524131]], 'char_orbit_index': 3, 'field_poly': [1, -1, 1], 'hecke_orbit_code': 31525334964764834, 'hecke_ring_character_values': [[83, [0, -1]]], 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 2, 'label': '162.8.c.h', 'level': 162, 'maxp': 997, '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': 10368, 'analytic_conductor': 50.606374128427724, 'char_conductor': 9, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 3, 'char_parity': 1, 'char_values': [162, 3, [83], [2]], 'conrey_index': 55, 'cusp_dim': 354, 'dim': 56, 'eis_dim': 48, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 137573171362, 'hecke_orbit_dims': [2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 4, 4, 4, 4, 8, 8], 'label': '162.8.c', 'level': 162, '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, 3], 'level_radical': 6, 'mf_dim': 402, 'mf_new_dim': 56, 'num_forms': 18, 'prim_orbit_index': 3, 'relative_dim': 28, 'sturm_bound': 216, 'trace_bound': 5, 'trace_display': [0, 0, 0, -830], 'traces': [56, 0, 0, -1792, 0, 0, -830, 0, 0, 0, 0, 0, -18470, 0, 0, -114688, 0, 0, 227608, 0, 0, -70512, 0, 0, -293512, 0, 0, 106240, 0, 0, -128498, 0, 0, 177456, 0, 0, 482788, 0, 0, 0, 0, 0, 840772, 0, 0, -1204032, 0, 0, -2481558, 0, 0, -1182080, 0, 0, 488124, 0, 0, 1730640, 0, 0, -2167046, 0, 0, 14680064, 0, 0, 7691980, 0, 0, 9850320, 0, 0, -1526792, 0, 0, -7283456, 0, 0, 34746808, 0, 0, 967680, 0, 0, -5422374, 0, 0, -4512768, 0, 0, 56885120, 0, 0, 11585184, 0, 0, 45244606, 0, 0, 37569536, 0, 0, -23278712, 0, 0, 7503504, 0, 0, 26607676, 0, 0, -3399680, 0, 0, -94928940, 0, 0, 145182336, 0, 0, -59206642, 0, 0, -8223872, 0, 0, -215837564, 0, 0, 19104912, 0, 0, 113173256, 0, 0, -22714368, 0, 0, 105312880, 0, 0, -53608128, 0, 0, -388228284, 0, 0, -15449216, 0, 0, -9855386, 0, 0, 207455712, 0, 0, 244830118, 0, 0, 0, 0, 0, -213413264, 0, 0, 105722448, 0, 0, -386752950, 0, 0, -107618816, 0, 0, -640134368, 0, 0, -187880496, 0, 0, -75916304, 0, 0, 38529024, 0, 0, 25151040, 0, 0, 870141888, 0, 0, -60440972, 0, 0, -158819712, 0, 0, -1215871868, 0, 0, -281136816, 0, 0, -220604184, 0, 0, 151306240, 0, 0, 918566044, 0, 0, 348844560, 0, 0, 479721188, 0, 0, -15619968, 0, 0, 341321104, 0, 0, 70202208, 0, 0, -608214686, 0, 0, 110760960, 0, 0, -1088388360, 0, 0, 1197177792, 0, 0, 1615743574, 0, 0, 277381888, 0, 0, 288100496, 0, 0, -514833408, 0, 0, -1013732424, 0, 0, -469762048, 0, 0, -502921108, 0, 0, -1135996704, 0, 0, 415587474, 0, 0, 492286720, 0, 0, 6791643436, 0, 0, -1047519600, 0, 0, -2280937652, 0, 0, -1260840960, 0, 0, -1665271220, 0, 0, -300569664, 0, 0, -3339981052, 0, 0, 48857344, 0, 0, 2734584984, 0, 0, 5015619456, 0, 0, -1404473740, 0, 0, -466141184, 0, 0, -1282020368, 0, 0, -876581136, 0, 0, -302151044, 0, 0, -4447591424, 0, 0, 5391458532, 0, 0, 3055979424, 0, 0, 16314632584, 0, 0, -30965760, 0, 0, -4420427540, 0, 0, -1816126656, 0, 0, -3698981540, 0, 0, -347031936, 0, 0, -9395942620, 0, 0, 3519288384, 0, 0, 9337897420, 0, 0, 577634304, 0, 0, -3116090376, 0, 0, -868522512, 0, 0, -5187969072, 0, 0, -1820323840, 0, 0, -3045064490, 0, 0, -9716564448, 0, 0, 7483632928, 0, 0, 741451776, 0, 0, 23890588192, 0, 0, -1638731520, 0, 0, -8619285078, 0, 0, -5791309568, 0, 0, -2548289376, 0, 0, -1198933728, 0, 0, -12017732540, 0, 0, -1202225152, 0, 0, 10234267856, 0, 0, 3848115264, 0, 0, 1888022152, 0, 0, -1489837568, 0, 0, -12075049620, 0, 0, 636369504, 0, 0, -3344134214, 0, 0, -960448512, 0, 0, 13658160296, 0, 0, 1496149920, 0, 0, 5263374640, 0, 0, -851445632, 0, 0, -9797649218, 0, 0, -10409500704, 0, 0, -25605558450, 0, 0, -217579520, 0, 0, -4345616664, 0, 0, 5732428416, 0, 0, 2383825348, 0, 0, 12150904320, 0, 0, 4923423970, 0, 0, 765751056, 0, 0, -7334183392, 0, 0, -4645834752, 0, 0, -12965244080, 0, 0, -1142309184, 0, 0, 10345580774, 0, 0, -3789225088, 0, 0, 3245898400, 0, 0, -184478832, 0, 0, -14145803118, 0, 0, 1052655616, 0, 0, -10799028140, 0, 0, -3679130496, 0, 0, 34365852972, 0, 0, 6906802048, 0, 0, 11969682242, 0, 0, 16137768864, 0, 0, -351008388, 0, 0, 1222714368, 0, 0, -48243714944, 0, 0, -13445082144, 0, 0, 16756425356, 0, 0, -14486176768, 0, 0, 3229426818, 0, 0, 5000314128, 0, 0, 7003674604, 0, 0, 726859776, 0, 0, 9553740472, 0, 0, 35005102464, 0, 0, 3933389204, 0, 0, 6740024320, 0, 0, -24474829504, 0, 0, 17083693488, 0, 0, 41067750654, 0, 0, 6861840384, 0, 0, 25386246712, 0, 0, -4351247136, 0, 0, 24551928724, 0, 0, 12423305088, 0, 0, 27379265382, 0, 0, 6897504480, 0, 0, -41616900652, 0, 0, -988749824, 0, 0, -24212418192, 0, 0, -27370409856, 0, 0, -12495120524, 0, 0, 1261489408, 0, 0, 4044435472, 0, 0, -6151770288, 0, 0, 12407213128, 0, 0, -6638582784, 0, 0, -26068235048, 0, 0, 45427340736, 0, 0, -6703910116, 0, 0, 15669127552, 0, 0, 97022310796, 0, 0, 24841841760, 0, 0, -28387453530, 0, 0, 0, 0, 0, 4192368448, 0, 0, -18356490048, 0, 0, -129699815472, 0, 0, 6829224448, 0, 0, -34881147054, 0, 0, 17618776896, 0, 0, -1690263338, 0, 0, 6766236672, 0, 0, 64738408752, 0, 0, -13493377440, 0, 0, -19042502252, 0, 0, 49504377600, 0, 0, 2595097718, 0, 0, 31736117040, 0, 0, -81597339180, 0, 0, 3443802112, 0, 0, 13404000592, 0, 0, -93933375072, 0, 0, -85619259108, 0, 0, -40968599552, 0, 0, -102463305904, 0, 0, -35986825536, 0, 0, 69735452026, 0, 0, 24048703488, 0, 0, 122585453496, 0, 0, -11169814752, 0, 0, 53593521176, 0, 0, 2429321728, 0, 0, -19459929734, 0, 0, -113815406016, 0, 0, 62930881408, 0, 0, 2465857536, 0, 0, 29773073776, 0, 0, 65106813360, 0, 0, 37724152500, 0, 0, -3219333120, 0, 0, -72833042546, 0, 0, -80134003056, 0, 0, -68279863640, 0, 0, -27844540416, 0, 0, 4214757596, 0, 0, 1916966016, 0, 0, -28714823012, 0, 0, -3868222208, 0, 0, 99250313584, 0, 0, -7597554192, 0, 0, -166751904960, 0, 0, 20328923136, 0, 0, 51980780704, 0, 0, 168946130304, 0, 0, 116880981908, 0, 0, 38907899776, 0, 0, -50106772872, 0, 0, -88197741792, 0, 0, -34825633596, 0, 0, -17992756224, 0, 0, -330481020344, 0, 0, -78575525472, 0, 0, 24309683288, 0, 0, 28237335552, 0, 0, 28365434782, 0, 0, -17756183616, 0, 0, 485361388456, 0, 0, -4841799680, 0, 0, 1247046300, 0, 0, -57811721856, 0, 0, -33897341482, 0, 0, 58788226816, 0, 0, -61568703512, 0, 0, 48674751168, 0, 0, 75431088460, 0, 0, -44652103680, 0, 0, -152971628840, 0, 0, -144099938976, 0, 0, -100065157704, 0, 0, -15351078016, 0, 0, 121315896512, 0, 0, 102607953024, 0, 0, 114243089518, 0, 0, -999677952, 0, 0, 263453485336, 0, 0, 38239522944, 0, 0, 74042831174, 0, 0, -43689101312, 0, 0, 292815366462, 0, 0, 100270753344, 0, 0, 66289136472, 0, 0, -2246470656, 0, 0, 10361707420, 0, 0, -274209172992, 0, 0, -145473156054, 0, 0, -38925739904, 0, 0, -218728130828, 0, 0, -194214185232, 0, 0, -101161745948, 0, 0, -14177402880, 0, 0, -110802957024, 0, 0, 79694752272, 0, 0, 186841304992, 0, 0, 34828427520, 0, 0, -17719807176, 0, 0, 376973923776, 0, 0, 7030192334, 0, 0, 76619378688, 0, 0, 180221865120, 0, 0, 104573452704, 0, 0, -28237387026, 0, 0, -206815177472, 0, 0, -75916755806, 0, 0, -174619305648, 0, 0, -550434655192, 0, 0, -8876220416, 0, 0, -210137979132, 0, 0, 68432634528, 0, 0, 18734502672, 0, 0, 18438431744, 0, 0, 579356962204, 0, 0, 106533669120, 0, 0, 153451444150, 0, 0, 65898676224], '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: 137385
    {'conductor': 9, 'degree': 2, 'multiplicity': 1, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 8, 'source_is_minimal': False, 'source_label': '162.8.c.h', 'source_level': 162, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '162.8.a.a', 'target_level': 162, 'twist_class_label': '162.8.a.a', 'twist_class_level': 162, 'twisting_char_label': '9.c', 'twisting_char_orbit': 3, 'weight': 8}
  • id: 137386
    {'conductor': 9, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 8, 'source_is_minimal': False, 'source_label': '162.8.c.h', 'source_level': 162, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '162.8.a.b', 'target_level': 162, 'twist_class_label': '162.8.a.a', 'twist_class_level': 162, 'twisting_char_label': '9.d', 'twisting_char_orbit': 4, 'weight': 8}
  • id: 137387
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 8, 'source_is_minimal': False, 'source_label': '162.8.c.h', 'source_level': 162, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '162.8.c.e', 'target_level': 162, 'twist_class_label': '162.8.a.a', 'twist_class_level': 162, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 8}
  • id: 137388
    {'conductor': 9, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 8, 'source_is_minimal': False, 'source_label': '162.8.c.h', 'source_level': 162, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '162.8.c.e', 'target_level': 162, 'twist_class_label': '162.8.a.a', 'twist_class_level': 162, 'twisting_char_label': '9.d', 'twisting_char_orbit': 4, 'weight': 8}
  • id: 137389
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 8, 'source_is_minimal': False, 'source_label': '162.8.c.h', 'source_level': 162, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 8, 'target_is_minimal': False, 'target_label': '162.8.c.h', 'target_level': 162, 'twist_class_label': '162.8.a.a', 'twist_class_level': 162, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 8}
  • id: 137390
    {'conductor': 9, 'degree': 2, 'multiplicity': 1, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 8, 'source_is_minimal': False, 'source_label': '162.8.c.h', 'source_level': 162, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 8, 'target_is_minimal': False, 'target_label': '162.8.c.h', 'target_level': 162, 'twist_class_label': '162.8.a.a', 'twist_class_level': 162, 'twisting_char_label': '9.c', 'twisting_char_orbit': 3, 'weight': 8}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 425600
    {'charpoly_factorization': [[[64, -8, 1], 1]], 'hecke_orbit_code': 31525334964764834, 'p': 2}
  • id: 425601
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 31525334964764834, 'p': 3}
  • id: 425602
    {'charpoly_factorization': [[[27225, 165, 1], 1]], 'hecke_orbit_code': 31525334964764834, 'p': 5}
  • id: 425603
    {'charpoly_factorization': [[[258064, -508, 1], 1]], 'hecke_orbit_code': 31525334964764834, 'p': 7}
  • id: 425604
    {'charpoly_factorization': [[[9144576, -3024, 1], 1]], 'hecke_orbit_code': 31525334964764834, 'p': 11}
  • id: 425605
    {'charpoly_factorization': [[[25391521, 5039, 1], 1]], 'hecke_orbit_code': 31525334964764834, 'p': 13}
  • id: 425606
    {'charpoly_factorization': [[[-3189, 1], 2]], 'hecke_orbit_code': 31525334964764834, 'p': 17}
  • id: 425607
    {'charpoly_factorization': [[[-1508, 1], 2]], 'hecke_orbit_code': 31525334964764834, 'p': 19}
  • id: 425608
    {'charpoly_factorization': [[[5715360000, 75600, 1], 1]], 'hecke_orbit_code': 31525334964764834, 'p': 23}
  • id: 425609
    {'charpoly_factorization': [[[6833502225, 82665, 1], 1]], 'hecke_orbit_code': 31525334964764834, 'p': 29}
  • id: 425610
    {'charpoly_factorization': [[[30587211664, -174892, 1], 1]], 'hecke_orbit_code': 31525334964764834, 'p': 31}
  • id: 425611
    {'charpoly_factorization': [[[323569, 1], 2]], 'hecke_orbit_code': 31525334964764834, 'p': 37}
  • id: 425612
    {'charpoly_factorization': [[[94936701924, 308118, 1], 1]], 'hecke_orbit_code': 31525334964764834, 'p': 41}
  • id: 425613
    {'charpoly_factorization': [[[113353422400, 336680, 1], 1]], 'hecke_orbit_code': 31525334964764834, 'p': 43}
  • id: 425614
    {'charpoly_factorization': [[[146839174416, 383196, 1], 1]], 'hecke_orbit_code': 31525334964764834, 'p': 47}
  • id: 425615
    {'charpoly_factorization': [[[760206, 1], 2]], 'hecke_orbit_code': 31525334964764834, 'p': 53}
  • id: 425616
    {'charpoly_factorization': [[[4953580240896, 2225664, 1], 1]], 'hecke_orbit_code': 31525334964764834, 'p': 59}
  • id: 425617
    {'charpoly_factorization': [[[5039194384225, 2244815, 1], 1]], 'hecke_orbit_code': 31525334964764834, 'p': 61}
  • id: 425618
    {'charpoly_factorization': [[[2170282883344, 1473188, 1], 1]], 'hecke_orbit_code': 31525334964764834, 'p': 67}
  • id: 425619
    {'charpoly_factorization': [[[-5006892, 1], 2]], 'hecke_orbit_code': 31525334964764834, 'p': 71}
  • id: 425620
    {'charpoly_factorization': [[[5898301, 1], 2]], 'hecke_orbit_code': 31525334964764834, 'p': 73}
  • id: 425621
    {'charpoly_factorization': [[[49403579597824, 7028768, 1], 1]], 'hecke_orbit_code': 31525334964764834, 'p': 79}
  • id: 425622
    {'charpoly_factorization': [[[7028840230416, 2651196, 1], 1]], 'hecke_orbit_code': 31525334964764834, 'p': 83}
  • id: 425623
    {'charpoly_factorization': [[[-6770901, 1], 2]], 'hecke_orbit_code': 31525334964764834, 'p': 89}
  • id: 425624
    {'charpoly_factorization': [[[261675464020996, 16176386, 1], 1]], 'hecke_orbit_code': 31525334964764834, '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': 8, 'label': '162.8.c.h', 'level': 162, 'portrait': 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', 'weight': 8}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 49827775
    {'hecke_orbit_code': 31525334964764834, 'n': 1, 'trace_an': 2}
  • id: 49827776
    {'hecke_orbit_code': 31525334964764834, 'n': 2, 'trace_an': 8}
  • id: 49827777
    {'hecke_orbit_code': 31525334964764834, 'n': 3, 'trace_an': 0}
  • id: 49827778
    {'hecke_orbit_code': 31525334964764834, 'n': 4, 'trace_an': -64}
  • id: 49827779
    {'hecke_orbit_code': 31525334964764834, 'n': 5, 'trace_an': -165}
  • id: 49827780
    {'hecke_orbit_code': 31525334964764834, 'n': 6, 'trace_an': 0}
  • id: 49827781
    {'hecke_orbit_code': 31525334964764834, 'n': 7, 'trace_an': 508}
  • id: 49827782
    {'hecke_orbit_code': 31525334964764834, 'n': 8, 'trace_an': -1024}
  • id: 49827783
    {'hecke_orbit_code': 31525334964764834, 'n': 9, 'trace_an': 0}
  • id: 49827784
    {'hecke_orbit_code': 31525334964764834, 'n': 10, 'trace_an': -2640}
  • id: 49827785
    {'hecke_orbit_code': 31525334964764834, 'n': 11, 'trace_an': 3024}
  • id: 49827786
    {'hecke_orbit_code': 31525334964764834, 'n': 12, 'trace_an': 0}
  • id: 49827787
    {'hecke_orbit_code': 31525334964764834, 'n': 13, 'trace_an': -5039}
  • id: 49827788
    {'hecke_orbit_code': 31525334964764834, 'n': 14, 'trace_an': -4064}
  • id: 49827789
    {'hecke_orbit_code': 31525334964764834, 'n': 15, 'trace_an': 0}
  • id: 49827790
    {'hecke_orbit_code': 31525334964764834, 'n': 16, 'trace_an': -4096}
  • id: 49827791
    {'hecke_orbit_code': 31525334964764834, 'n': 17, 'trace_an': 6378}
  • id: 49827792
    {'hecke_orbit_code': 31525334964764834, 'n': 18, 'trace_an': 0}
  • id: 49827793
    {'hecke_orbit_code': 31525334964764834, 'n': 19, 'trace_an': 3016}
  • id: 49827794
    {'hecke_orbit_code': 31525334964764834, 'n': 20, 'trace_an': -10560}
  • id: 49827795
    {'hecke_orbit_code': 31525334964764834, 'n': 21, 'trace_an': 0}
  • id: 49827796
    {'hecke_orbit_code': 31525334964764834, 'n': 22, 'trace_an': -24192}
  • id: 49827797
    {'hecke_orbit_code': 31525334964764834, 'n': 23, 'trace_an': -75600}
  • id: 49827798
    {'hecke_orbit_code': 31525334964764834, 'n': 24, 'trace_an': 0}
  • id: 49827799
    {'hecke_orbit_code': 31525334964764834, 'n': 25, 'trace_an': 50900}
  • id: 49827800
    {'hecke_orbit_code': 31525334964764834, 'n': 26, 'trace_an': -80624}
  • id: 49827801
    {'hecke_orbit_code': 31525334964764834, 'n': 27, 'trace_an': 0}
  • id: 49827802
    {'hecke_orbit_code': 31525334964764834, 'n': 28, 'trace_an': -65024}
  • id: 49827803
    {'hecke_orbit_code': 31525334964764834, 'n': 29, 'trace_an': -82665}
  • id: 49827804
    {'hecke_orbit_code': 31525334964764834, 'n': 30, 'trace_an': 0}
  • id: 49827805
    {'hecke_orbit_code': 31525334964764834, 'n': 31, 'trace_an': 174892}
  • id: 49827806
    {'hecke_orbit_code': 31525334964764834, 'n': 32, 'trace_an': 32768}
  • id: 49827807
    {'hecke_orbit_code': 31525334964764834, 'n': 33, 'trace_an': 0}
  • id: 49827808
    {'hecke_orbit_code': 31525334964764834, 'n': 34, 'trace_an': 25512}
  • id: 49827809
    {'hecke_orbit_code': 31525334964764834, 'n': 35, 'trace_an': -167640}
  • id: 49827810
    {'hecke_orbit_code': 31525334964764834, 'n': 36, 'trace_an': 0}
  • id: 49827811
    {'hecke_orbit_code': 31525334964764834, 'n': 37, 'trace_an': -647138}
  • id: 49827812
    {'hecke_orbit_code': 31525334964764834, 'n': 38, 'trace_an': 12064}
  • id: 49827813
    {'hecke_orbit_code': 31525334964764834, 'n': 39, 'trace_an': 0}
  • id: 49827814
    {'hecke_orbit_code': 31525334964764834, 'n': 40, 'trace_an': 84480}
  • id: 49827815
    {'hecke_orbit_code': 31525334964764834, 'n': 41, 'trace_an': -308118}
  • id: 49827816
    {'hecke_orbit_code': 31525334964764834, 'n': 42, 'trace_an': 0}
  • id: 49827817
    {'hecke_orbit_code': 31525334964764834, 'n': 43, 'trace_an': -336680}
  • id: 49827818
    {'hecke_orbit_code': 31525334964764834, 'n': 44, 'trace_an': -387072}
  • id: 49827819
    {'hecke_orbit_code': 31525334964764834, 'n': 45, 'trace_an': 0}
  • id: 49827820
    {'hecke_orbit_code': 31525334964764834, 'n': 46, 'trace_an': -1209600}
  • id: 49827821
    {'hecke_orbit_code': 31525334964764834, 'n': 47, 'trace_an': -383196}
  • id: 49827822
    {'hecke_orbit_code': 31525334964764834, 'n': 48, 'trace_an': 0}
  • id: 49827823
    {'hecke_orbit_code': 31525334964764834, 'n': 49, 'trace_an': 565479}
  • id: 49827824
    {'hecke_orbit_code': 31525334964764834, 'n': 50, 'trace_an': -407200}
  • id: 49827825
    {'hecke_orbit_code': 31525334964764834, 'n': 51, 'trace_an': 0}
  • id: 49827826
    {'hecke_orbit_code': 31525334964764834, 'n': 52, 'trace_an': -322496}
  • id: 49827827
    {'hecke_orbit_code': 31525334964764834, 'n': 53, 'trace_an': -1520412}
  • id: 49827828
    {'hecke_orbit_code': 31525334964764834, 'n': 54, 'trace_an': 0}
  • id: 49827829
    {'hecke_orbit_code': 31525334964764834, 'n': 55, 'trace_an': -997920}
  • id: 49827830
    {'hecke_orbit_code': 31525334964764834, 'n': 56, 'trace_an': -260096}
  • id: 49827831
    {'hecke_orbit_code': 31525334964764834, 'n': 57, 'trace_an': 0}
  • id: 49827832
    {'hecke_orbit_code': 31525334964764834, 'n': 58, 'trace_an': 661320}
  • id: 49827833
    {'hecke_orbit_code': 31525334964764834, 'n': 59, 'trace_an': -2225664}
  • id: 49827834
    {'hecke_orbit_code': 31525334964764834, 'n': 60, 'trace_an': 0}
  • id: 49827835
    {'hecke_orbit_code': 31525334964764834, 'n': 61, 'trace_an': -2244815}
  • id: 49827836
    {'hecke_orbit_code': 31525334964764834, 'n': 62, 'trace_an': 2798272}
  • id: 49827837
    {'hecke_orbit_code': 31525334964764834, 'n': 63, 'trace_an': 0}
  • id: 49827838
    {'hecke_orbit_code': 31525334964764834, 'n': 64, 'trace_an': 524288}
  • id: 49827839
    {'hecke_orbit_code': 31525334964764834, 'n': 65, 'trace_an': -831435}
  • id: 49827840
    {'hecke_orbit_code': 31525334964764834, 'n': 66, 'trace_an': 0}
  • id: 49827841
    {'hecke_orbit_code': 31525334964764834, 'n': 67, 'trace_an': -1473188}
  • id: 49827842
    {'hecke_orbit_code': 31525334964764834, 'n': 68, 'trace_an': -204096}
  • id: 49827843
    {'hecke_orbit_code': 31525334964764834, 'n': 69, 'trace_an': 0}
  • id: 49827844
    {'hecke_orbit_code': 31525334964764834, 'n': 70, 'trace_an': -670560}
  • id: 49827845
    {'hecke_orbit_code': 31525334964764834, 'n': 71, 'trace_an': 10013784}
  • id: 49827846
    {'hecke_orbit_code': 31525334964764834, 'n': 72, 'trace_an': 0}
  • id: 49827847
    {'hecke_orbit_code': 31525334964764834, 'n': 73, 'trace_an': -11796602}
  • id: 49827848
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