Newform data - 162.10.c.k

Formats: - HTML - YAML - JSON - 2025-02-11T16:44:26.200176

• 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': 16200, 'analytic_conductor': 83.43580545854745, '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': 4, 'field_disc': 815409, 'field_disc_factorization': [[3, 2], [7, 2], [43, 2]], 'field_poly': [5625, 75, 76, -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': [[5, [7756002201600, -4745571840, 5688576, 1704, 1]]], 'hecke_orbit': 11, 'hecke_orbit_code': 45036133880430754, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 46656, 'hecke_ring_index_factorization': [[2, 6], [3, 6]], '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': False, 'label': '162.10.c.k', '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': '54.10.a.e', 'nf_label': '4.0.815409.4', 'prim_orbit_index': 3, 'qexp_display': 'q+(-2^{4}+2^{4}\\beta _{1})q^{2}-2^{8}\\beta _{1}q^{4}+(-852\\beta _{1}+\\cdots)q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '9.2.3.c3', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '162.10.c', 'trace_display': [-32, 0, -1704, -6538], 'trace_hash': 717521820980303207, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.046', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.036', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.423', 'prec': 17}, {'__RealLiteral__': 0, 'data': '61.280', 'prec': 20}, {'__RealLiteral__': 0, 'data': '57.551', 'prec': 20}, {'__RealLiteral__': 0, 'data': '1544.881', 'prec': 27}], 'trace_zratio': 0, 'traces': [4, -32, 0, -512, -1704, 0, -6538, 16384, 0, 54528, -14568, 0, -37138, -104608, 0, -131072, -175824, 0, 1418300, -436224, 0, -233088, -144552, 0, -4567286, 1188416, 0, 3347456, -10307328, 0, 2968520, -2097152, 0, 1406592, 67314576, 0, -58454596, -11346400, 0, -6979584, -17735808, 0, 30013232, 7458816, 0, 4625664, -44124936, 0, -53013156, -73076576, 0, -9507328, 186332256, 0, -298175616, -26779648, 0, -164917248, -133725288, 0, 3590330, -94992640, 0, 67108864, 333488280, 0, -132828790, 22505472, 0, -538516608, 171921312, 0, -880554556, 467636768, 0, -181542400, 598376184, 0, 376775834, 223346688, 0, 567545856, 1285892400, 0, 924530112, 480211712, 0, -59670528, -410842512, 0, -2678230604, -37005312, 0, -705998976, 182237736, 0, 1672271798, 1696420992, 0, 2338450432, 2072097408, 0, -52056562, -152117248, 0, -1490658048, 5023980144, 0, 2549822984, 2385404928, 0, -428474368, -3103060152, 0, -579570624, 5277351936, 0, 4279209216, 3685900680, 0, 895287958, 57445280, 0, 759941120, 25056454368, 0, 8695650896, -536870912, 0, 5335812480, -7722855264, 0, 827522794, 4250521280, 0, -720175104, 4829137464, 0, 1203361646, -8616265728, 0, -1375370496, 17336999760, 0, 11721609216, 7044436448, 0, 7482188288, 2717002032, 0, 3607645586, 5809356800, 0, -19148037888, 24436970400, 0, -3522617500, 6028413344, 0, -1786773504, 4596379536, 0, -8093583100, -4540366848, 0, 20574278400, 8871289080, 0, 1532630712, -29584963584, 0, -15366774784, 4304178048, 0, -62790555982, -954728448, 0, 3286740096, -3348580896, 0, -1811450764, 21425844832, 0, -592084992, 36333031080, 0, -18901118016, 22591967232, 0, -5831607552, 192779400, 0, -33247555726, 26756348768, 0, -13571367936, -72452158704, 0, -21206052028, -18707603456, 0, 33153558528, -22010499840, 0, 50837160960, 1665809984, 0, 4867751936, -23253419928, 0, -17233768858, -23850528768, 0, -40191841152, -62939050368, 0, -194670514640, -20398583872, 0, 38166478848, -42548274648, 0, 8609158904, 13711179776, 0, 99297924864, -101541992208, 0, 27389537132, -9273129984, 0, -42218815488, -36868386240, 0, 103458367872, -34233673728, 0, 58974410880, -126379897680, 0, 130856412542, -28649214656, 0, -1838248960, -228799439568, 0, -54062750222, 12159057920, 0, -200451634944, -134623867968, 0, -18889133184, -69565207168, 0, -8589934592, 136589725104, 0, 141269529898, -170745999360, 0, 247131368448, -37029588144, 0, 3886109568, 13240364704, 0, -34004170240, -15841711440, 0, 260955334268, 5761400832, 0, 77266199424, 241927452552, 0, 221842909004, -38507572672, 0, 275720503296, -29824441152, 0, -185917533952, -22005927936, 0, -138695998080, -411627842304, 0, -261012746948, -93772873728, 0, 112710983168, 31956928008, 0, -94336302528, -239430025216, 0, -86944065024, 21049254552, 0, 121706261488, 57722329376, 0, -46474854400, -512861988624, 0, 99799127360, 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-1084082702840, -1060913872896, 0, 704335994880, -50029944600, 0, 1406975248526, 813394575360, 0, -13326479872, 717514790160, 0, -1806678911232, -38942015488, 0, -372054718848, 896152391736, 0, 382323517070, 551480603456, 0, 763216920576, 1648527589368, 0, 1025224921378, -643069458432, 0, 503512402944, 35207818704, 0, 2280025383560, 1557364117120, 0, -326377341952, -136345560, 0, -216318335368, -1221327323136, 0, 1361544788736, 964355255472, 0, 3544022939328, 137746542464, 0, -109689438208, 191095366608, 0, 3291986442240, -794383398912, 0, -1624671875328, 1812989867640, 0, -788166119596, -876465188224, 0, 296740159488, 612282678888, 0, -924678472234, -675501047808, 0, 294947089920, -2317810721904, 0, -1973511474788, -827666942976, 0, -547738779648, 82956596928, 0, -279362688106, -1887181148160, 0, 4044156725760, 517832407056, 0, -51709709006, 2093702600672, 0, 229193717248, -6181108297584, 0, -1499062715596, 14705991680, 0, -3660791033088, -1354457460792, 0, 99623208960, 1730008007104, 0, -389089853440, -5073812221968, 0, 4533384646976, -3207226159104, 0, 1076990943744, -1499361061680, 0, -419498219520, 151113065472, 0, -1113043314688, -607637971848, 0, -1596142331882, 274877906944, 0, -4370871203328, -4805842121448, 0, 3692950848, 2260312478368, 0, 1365967994880, 6084521062992, 0, -4852927917748, -1977050947584, 0, -592473410304, -2781327019680, 0, 3562190881774, -124355506176, 0, -423691670528, -3758635826304, 0, 1022967596736, -544066723840, 0, 126733691520, -7674786953568, 0, 2370180347396, -2087642674144, 0, 92182413312, 1098993336240, 0, -3550201566322, -2472518381568, 0, -7741678481664, -3981877176576, 0, -2242446117758, 3549486544064, 0, 308060581376, -4129171806672, 0, -501213251936, -2205764026368, 0, -477191058432, 1939721350848, 0, -6287431060800, 5949361086464, 0, 704189693952, -600295847640, 0, -1962229945918, -2219135969280, 0, 3293022738432, 2215663512432, 0, 7516822822028, 2088101975584, 0, -1500365979648, 3434618778864, 0, -2593686040704, 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1465294784090, 6930018258752, 0, -784706924544, 2371625129784, 0, 12129770815246, 3786875338752, 0, -7716104025600, 15724201214016, 0, 9484624248192, -10303952752352, 0, 1966947172352, -6059711663280, 0, 10198073198768, -2203739160576, 0, 17588491842048, 9070198326552, 0, -7200121218048, 531780526880, 0, -16074382331392, 39711773665584, 0, -18165910783484, -244410482688, 0, 3693456212736, 550974899328, 0, 1009484335454, 40686086025216, 0, -1682810929152, 1638559189920, 0, -1727067280320, 428618354688, 0, -14099618164608, 22015381857120, 0, 38432265247348, 4893567652416, 0, 231865697792, -18560807238912, 0, -6046790283544, -10970032553984, 0, 12279550321920, -2032950059712, 0, -5483435217124, -7001593981984, 0, -151573757952, 18276239909616, 0, -33948354243520, 9301255956480, 0, 455912481024, -2922647312424, 0, 20659108000896, 8663764882880, 0, 9677372424192, 4441037006952, 0, -9931271466838, -2891771805696, 0, -5492652699648, -26818103312592, 0, -14837375568412, -1831750217056, 0, 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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, 0, 0], [-16, 16, 0, 0], [0, 0, 0, 0], [0, -256, 0, 0], [0, -852, -1, 0], [0, 0, 0, 0], [-3269, 3269, 4, 4], [4096, 0, 0, 0], [0, 0, 0, 0], [13632, 0, 0, -16], [-7284, 7284, -23, -23], [0, 0, 0, 0], [0, -18569, 52, 0], [0, -52304, -64, 0], [0, 0, 0, 0], [-65536, 65536, 0, 0], [-43956, 0, 0, 121], [0, 0, 0, 0], [354575, 0, 0, 112], [-218112, 218112, 256, 256], [0, 0, 0, 0], [0, -116544, 368, 0], [0, -72276, -65, 0], [0, 0, 0, 0], [-2283643, 2283643, 1704, 1704], [297104, 0, 0, 832], [0, 0, 0, 0], [836864, 0, 0, -1024], [-5153664, 5153664, -416, -416], [0, 0, 0, 0], [0, 1484260, 3120, 0], [0, -1048576, 0, 0], [0, 0, 0, 0], [703296, -703296, -1936, -1936], [16828644, 0, 0, -6677], [0, 0, 0, 0], [-14613649, 0, 0, 1628], [-5673200, 5673200, -1792, -1792], [0, 0, 0, 0], [0, -3489792, -4096, 0], [0, -8867904, 9392, 0], [0, 0, 0, 0], [15006616, -15006616, -840, -840], [1864704, 0, 0, 5888], [0, 0, 0, 0], [1156416, 0, 0, -1040], [-22062468, 22062468, 2013, 2013], [0, 0, 0, 0], [0, -26506578, -26152, 0], [0, -36538288, -27264, 0], [0, 0, 0, 0], [-4753664, 4753664, -13312, -13312], [46583064, 0, 0, 11858], [0, 0, 0, 0], [-74543904, 0, 0, 12312], [-13389824, 13389824, 16384, 16384], [0, 0, 0, 0], [0, -82458624, 6656, 0], [0, -66862644, 2791, 0], [0, 0, 0, 0], [1795165, -1795165, -36084, -36084], [-23748160, 0, 0, 49920], [0, 0, 0, 0], [16777216, 0, 0, 0], [166744140, -166744140, -25735, -25735], [0, 0, 0, 0], [0, -66414395, 50592, 0], [0, 11252736, 30976, 0], [0, 0, 0, 0], [-269258304, 269258304, 106832, 106832], [42980328, 0, 0, -170642], [0, 0, 0, 0], [-220138639, 0, 0, -108072], [233818384, -233818384, -26048, -26048], [0, 0, 0, 0], [0, -90771200, 28672, 0], [0, 299188092, 46051, 0], [0, 0, 0, 0], [188387917, -188387917, 123692, 123692], [55836672, 0, 0, -65536], [0, 0, 0, 0], [141886464, 0, 0, 150272], [642946200, -642946200, 27378, 27378], [0, 0, 0, 0], [0, 462265056, 147048, 0], [0, 240105856, 13440, 0], [0, 0, 0, 0], [-29835264, 29835264, -94208, 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[1036048704, -1036048704, 221552, 221552], [0, -26028281, -678108, 0], [1255995036, 0, 0, 450485], [637455746, 0, 0, 311208], [0, -1551530076, -518907, 0], [2173912724, 0, 0, 706296], [0, -3861427632, 1124420, 0], [2414568732, -2414568732, 1261333, 1261333], [0, 601680823, 1145720, 0], [0, 1358501016, 2612494, 0], [1803822793, -1803822793, -1471908, -1471908], [0, -1761308750, 3190824, 0], [-2023395775, 0, 0, 6343232], [0, 4435644540, -7639389, 0], [2152089024, -2152089024, 6872016, 6872016], [-837145224, 0, 0, -2056678], [-452862691, 0, 0, -2424988], [96389700, -96389700, -1754317, -1754317], [0, -16623777863, 7773864, 0], [-18113039676, 0, 0, -2610413], [-5301513007, 0, 0, -2745980], [0, -8616884429, 21131848, 0], [4304579452, -4304579452, 23314560, 23314560], [-50770996104, 50770996104, -2986662, -2986662], [0, 13694768566, -23505936, 0], [-9217096560, 0, 0, 18499052], [0, -63189948840, -13769922, 0], [65428206271, -65428206271, -4928504, -4928504], [-33655966992, 0, 0, -20183884], [0, 68294862552, 25581534, 0], [-18514794072, 18514794072, -36164290, -36164290], [-3960427860, 0, 0, -50205823], [65238833567, 0, 0, 15127572], [110921454502, -110921454502, -5320104, -5320104], [-14912220576, 14912220576, -46620728, -46620728], [0, -92958766976, -37874568, 0], [0, 15978464004, -34977731, 0], [24949781840, 0, 0, -28067688], [0, 73904692548, 38020493, 0], [128564256589, -128564256589, 62313736, 62313736], [138844772088, -138844772088, 98131514, 98131514], [-224268633137, 224268633137, -21014344, -21014344], [0, -108281535293, -57459712, 0], [0, -274820185032, -3357354, 0], [16618141465, -16618141465, 30240412, 30240412], [115420506648, -115420506648, -155406062, -155406062], [440613067644, 0, 0, -94709859], [-218799811937, 218799811937, -79201428, -79201428], [0, -135371326295, 54420748, 0], [57242194283, 0, 0, -191008648], [0, -33741070656, -135786640, 0], [285320734188, -285320734188, -195601039, -195601039], [161734641950, 0, 0, -273794424], [0, -112976523960, 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4440975236, 4440975236], [5503845464280, 0, 0, 1947326370], [-3023395141772, 3023395141772, -775738944, -775738944], [0, -2741717608562, 2738589432, 0], [-8487088560880, 0, 0, -2563375800], [0, -1461323656212, -4964542833, 0], [0, -4965635733419, -126722788, 0], [-3709343892103, 0, 0, -1999293060], [0, 1568221388148, 759397545, 0], [0, -8713570329263, 1145558080, 0], [-7741947650040, 0, 0, 2568441606], [0, -2401093736183, -5594795328, 0], [0, -4641157009680, -4865555892, 0], [-12226431859272, 0, 0, 1764605002], [-10603570736104, 0, 0, 3749620104], [-10826527052676, 10826527052676, -6261918499, -6261918499], [0, -5328138083951, -5300837060, 0], [-9034616089980, 0, 0, -5817132509], [5822926217957, 0, 0, -6935734796], [-632555188536, 632555188536, -5809535850, -5809535850], [7193752398745, -7193752398745, 5978706108, 5978706108], [9044251088136, -9044251088136, -10537659450, -10537659450], [0, -1524181618757, 10306961000, 0], [-19519637777820, 0, 0, -6482100533], [0, 2195265332905, 11948210828, 0], [11260958823252, 0, 0, 3546611135], [8102572608665, 0, 0, -8946647048], [0, -22940859006744, 1250612306, 0], [-25137304077611, 25137304077611, 3099856784, 3099856784], [-16356853268112, 16356853268112, -6193344876, -6193344876], [31906174431404, 0, 0, -3995830368], [-39237046681080, 39237046681080, -2962322682, -2962322682], [4017594949859, 0, 0, 7598762648], [0, -33183161042172, -1800440003, 0], [-4127770079148, 4127770079148, -19042795905, -19042795905], [-17823760851348, 0, 0, -3049337199], [0, 12236614848925, 578149644, 0], [-742621298148, 0, 0, 13870046037], [0, -3043988096712, -3984347498, 0], [26564150525316, -26564150525316, -8821105885, -8821105885], [-18868965018991, 0, 0, -3789080268], [40343157499786, -40343157499786, 4958215512, 4958215512]], 'char_orbit_index': 3, 'field_poly': [5625, 75, 76, -1, 1], 'hecke_orbit_code': 45036133880430754, 'hecke_ring_character_values': [[83, [0, -1, 0, 0]]], 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 5700, 475, 19], 'hecke_ring_inverse_denominators': [1, 216, 216, 54], 'hecke_ring_inverse_numerators': [[1, 0, 0, 0], [0, 108, 1, 0], [-16308, 16308, 1, 1], [-6102, 0, 0, 19]], 'hecke_ring_numerators': [[1, 0, 0, 0], [5625, -76, 76, -1], [-50625, 103284, -684, 9], [6102, 0, 0, 54]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 4, 'label': '162.10.c.k', 'level': 162, 'maxp': 997, 'weight': 10}
• 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': 16200, 'analytic_conductor': 83.43580545854745, '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': 462, 'dim': 72, 'eis_dim': 48, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 137606725794, 'hecke_orbit_dims': [2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 4, 4, 4, 4, 4, 4, 6, 6, 8, 8], 'label': '162.10.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': 510, 'mf_new_dim': 72, 'num_forms': 20, 'prim_orbit_index': 3, 'relative_dim': 36, 'sturm_bound': 270, 'trace_bound': 5, 'trace_display': [0, 0, 0, -3420], 'traces': [72, 0, 0, -9216, 0, 0, -3420, 0, 0, 0, 0, 0, 324360, 0, 0, -2359296, 0, 0, 1445940, 0, 0, 1056672, 0, 0, -16985412, 0, 0, 1751040, 0, 0, -3582702, 0, 0, -9560160, 0, 0, 104427504, 0, 0, 0, 0, 0, 38516724, 0, 0, 25716096, 0, 0, -188413344, 0, 0, 83036160, 0, 0, -84310956, 0, 0, -257433120, 0, 0, -47718468, 0, 0, 1207959552, 0, 0, 425096838, 0, 0, -495940320, 0, 0, 70408908, 0, 0, -185080320, 0, 0, 658802034, 0, 0, -1394620416, 0, 0, 895938246, 0, 0, 270508032, 0, 0, -949708188, 0, 0, -757695168, 0, 0, 3839070528, 0, 0, 8696530944, 0, 0, 3934109502, 0, 0, -128209824, 0, 0, 352493028, 0, 0, -224133120, 0, 0, 15972146676, 0, 0, -9448904448, 0, 0, -20912911002, 0, 0, -917171712, 0, 0, 50513152428, 0, 0, 2163363552, 0, 0, -12957868062, 0, 0, 4894801920, 0, 0, 21211550334, 0, 0, 10340044416, 0, 0, -26336108340, 0, 0, -13366720512, 0, 0, -3140239500, 0, 0, 51467538240, 0, 0, 20027604546, 0, 0, 0, 0, 0, -62496744876, 0, 0, 14779310112, 0, 0, 30656490228, 0, 0, -19720562688, 0, 0, -56013467670, 0, 0, 42140211552, 0, 0, 107332762428, 0, 0, -3291660288, 0, 0, 65143625976, 0, 0, -66258663552, 0, 0, 34282412550, 0, 0, -48233816064, 0, 0, 176382688464, 0, 0, 1800317664, 0, 0, 1598653584, 0, 0, -42514513920, 0, 0, -43757353566, 0, 0, -104447661408, 0, 0, -485205823116, 0, 0, 10791802368, 0, 0, -354405086712, 0, 0, 198551815488, 0, 0, 98470569006, 0, 0, -65902878720, 0, 0, -56016268632, 0, 0, -144000360576, 0, 0, 19300812012, 0, 0, 24431855616, 0, 0, 254612641914, 0, 0, -169223178240, 0, 0, -207129411144, 0, 0, -154618822656, 0, 0, 435254846454, 0, 0, 495382350528, 0, 0, -266878617750, 0, 0, 108824790528, 0, 0, -1101429477360, 0, 0, -112926903840, 0, 0, 210020947452, 0, 0, 253921443840, 0, 0, 419697492372, 0, 0, 2253550464, 0, 0, -339677407044, 0, 0, -9012340224, 0, 0, -774606919752, 0, 0, -1056939141888, 0, 0, 875867505444, 0, 0, -47380561920, 0, 0, 1163348145648, 0, 0, 560887304544, 0, 0, 334589493510, 0, 0, -337306641408, 0, 0, -1370705594652, 0, 0, -671358148416, 0, 0, -2507877413460, 0, 0, 178511413248, 0, 0, 305038542042, 0, 0, 1302347369088, 0, 0, 1471729391118, 0, 0, 229360190976, 0, 0, 3114963644184, 0, 0, -1171371576960, 0, 0, -513434871414, 0, 0, -138500112384, 0, 0, -2406501671904, 0, 0, 1219277609568, 0, 0, 4859644305348, 0, 0, 121562648064, 0, 0, 559636075440, 0, 0, 1518959646144, 0, 0, -2266914692466, 0, 0, -193969963008, 0, 0, -3079178200692, 0, 0, 825334894080, 0, 0, 4156176668346, 0, 0, -1965604110336, 0, 0, 3256246959912, 0, 0, 416117068992, 0, 0, 4972887683244, 0, 0, -1113155960832, 0, 0, -5204609094312, 0, 0, 100663599744, 0, 0, 264182405886, 0, 0, 1007132032512, 0, 0, -279034163820, 0, 0, 1772078444352, 0, 0, -1365313890744, 0, 0, 65643429888, 0, 0, -1287191209374, 0, 0, -2359941988032, 0, 0, -9728949667176, 0, 0, -45119107584, 0, 0, 10026178424802, 0, 0, 2820517809984, 0, 0, 3548141259642, 0, 0, -57378078720, 0, 0, 9785400583896, 0, 0, 316385319168, 0, 0, -10845909563904, 0, 0, -8177739098112, 0, 0, 491932802268, 0, 0, 7087992491232, 0, 0, -2659165447140, 0, 0, 1209459769344, 0, 0, 3194804793078, 0, 0, 8045846418816, 0, 0, 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0, 0, -88306338721122, 0, 0, 181455404396544, 0, 0, -119803093746318, 0, 0, -12767521242240, 0, 0, -111887211718584, 0, 0, -25414632382464, 0, 0, -72146722285170, 0, 0, -102096100795392, 0, 0, 121080563672778, 0, 0, 25208465665536, 0, 0, 248446877605884, 0, 0, 25257542922144, 0, 0, 79665692938902, 0, 0, 33742273904640, 0, 0, 1478962063116, 0, 0, -22962095731296, 0, 0, -355569392870964, 0, 0, 7170082384896, 0, 0, 160450449405912, 0, 0, -30986148122496, 0, 0, -114895734371568, 0, 0, -36864092307456, 0, 0, -204449664547728, 0, 0, -62462086794432, 0, 0, 52302898482534, 0, 0, -9882015750144, 0, 0, -19403895740472, 0, 0, 88949536864992, 0, 0, 775997669887740, 0, 0, -3127277518848, 0, 0, 8997582057732, 0, 0, -234726760073664, 0, 0, -69889481204004, 0, 0, 65180836329984, 0, 0, -488847811626648, 0, 0, 96875245223424, 0, 0, 193638198541410, 0, 0, 86642267258880], 'weight': 10, '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: 137743
    {'conductor': 9, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 4, 'source_hecke_orbit': 11, 'source_is_minimal': False, 'source_label': '162.10.c.k', 'source_level': 162, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 5, 'target_is_minimal': True, 'target_label': '54.10.a.e', 'target_level': 54, 'twist_class_label': '54.10.a.e', 'twist_class_level': 54, 'twisting_char_label': '9.d', 'twisting_char_orbit': 4, 'weight': 10}
  • id: 137744
    {'conductor': 9, 'degree': 2, 'multiplicity': 1, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 4, 'source_hecke_orbit': 11, 'source_is_minimal': False, 'source_label': '162.10.c.k', 'source_level': 162, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 8, 'target_is_minimal': True, 'target_label': '54.10.a.h', 'target_level': 54, 'twist_class_label': '54.10.a.e', 'twist_class_level': 54, 'twisting_char_label': '9.c', 'twisting_char_orbit': 3, 'weight': 10}
  • id: 137745
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 3, 'source_dim': 4, 'source_hecke_orbit': 11, 'source_is_minimal': False, 'source_label': '162.10.c.k', 'source_level': 162, 'target_char_orbit': 3, 'target_dim': 4, 'target_hecke_orbit': 11, 'target_is_minimal': False, 'target_label': '162.10.c.k', 'target_level': 162, 'twist_class_label': '54.10.a.e', 'twist_class_level': 54, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 10}
  • id: 137746
    {'conductor': 9, 'degree': 2, 'multiplicity': 1, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 4, 'source_hecke_orbit': 11, 'source_is_minimal': False, 'source_label': '162.10.c.k', 'source_level': 162, 'target_char_orbit': 3, 'target_dim': 4, 'target_hecke_orbit': 11, 'target_is_minimal': False, 'target_label': '162.10.c.k', 'target_level': 162, 'twist_class_label': '54.10.a.e', 'twist_class_level': 54, 'twisting_char_label': '9.c', 'twisting_char_orbit': 3, 'weight': 10}
  • id: 137747
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 4, 'source_hecke_orbit': 11, 'source_is_minimal': False, 'source_label': '162.10.c.k', 'source_level': 162, 'target_char_orbit': 3, 'target_dim': 4, 'target_hecke_orbit': 16, 'target_is_minimal': False, 'target_label': '162.10.c.p', 'target_level': 162, 'twist_class_label': '54.10.a.e', 'twist_class_level': 54, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 10}
  • id: 137748
    {'conductor': 9, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 4, 'source_hecke_orbit': 11, 'source_is_minimal': False, 'source_label': '162.10.c.k', 'source_level': 162, 'target_char_orbit': 3, 'target_dim': 4, 'target_hecke_orbit': 16, 'target_is_minimal': False, 'target_label': '162.10.c.p', 'target_level': 162, 'twist_class_label': '54.10.a.e', 'twist_class_level': 54, 'twisting_char_label': '9.d', 'twisting_char_orbit': 4, 'weight': 10}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 426650
    {'charpoly_factorization': [[[256, 16, 1], 2]], 'hecke_orbit_code': 45036133880430754, 'p': 2}
  • id: 426651
    {'charpoly_factorization': [[[0, 1], 4]], 'hecke_orbit_code': 45036133880430754, 'p': 3}
  • id: 426652
    {'charpoly_factorization': [[[7756002201600, -4745571840, 5688576, 1704, 1], 1]], 'hecke_orbit_code': 45036133880430754, 'p': 5}
  • id: 426653
    {'charpoly_factorization': [[[2069109290176369, -297397033094, 88232907, 6538, 1], 1]], 'hecke_orbit_code': 45036133880430754, 'p': 7}
  • id: 426654
    {'charpoly_factorization': [[[3255102999452160000, -26283445747200, 2016417024, 14568, 1], 1]], 'hecke_orbit_code': 45036133880430754, 'p': 11}
  • id: 426655
    {'charpoly_factorization': [[[83696305507706565025, -339759536767310, 10527799539, 37138, 1], 1]], 'hecke_orbit_code': 45036133880430754, 'p': 13}
  • id: 426656
    {'charpoly_factorization': [[[-49470429888, 87912, 1], 2]], 'hecke_orbit_code': 45036133880430754, 'p': 17}
  • id: 426657
    {'charpoly_factorization': [[[81683152609, -709150, 1], 2]], 'hecke_orbit_code': 45036133880430754, 'p': 19}
  • id: 426658
    {'charpoly_factorization': [[[92344032081491890176, -1389084040539648, 30504860928, 144552, 1], 1]], 'hecke_orbit_code': 45036133880430754, 'p': 23}
  • id: 426659
    {'charpoly_factorization': [[[673541419824063324717318144, 267502749622191783936, 80288333955072, 10307328, 1], 1]], 'hecke_orbit_code': 45036133880430754, 'p': 29}
  • id: 426660
    {'charpoly_factorization': [[[1022280835706275647076000000, 94912866291154480000, 40785237764400, -2968520, 1], 1]], 'hecke_orbit_code': 45036133880430754, 'p': 31}
  • id: 426661
    {'charpoly_factorization': [[[204253599323425, 29227298, 1], 2]], 'hecke_orbit_code': 45036133880430754, 'p': 37}
  • id: 426662
    {'charpoly_factorization': [[[53385217292717257770034790400, -4097901224910221475840, 545611297849344, 17735808, 1], 1]], 'hecke_orbit_code': 45036133880430754, 'p': 41}
  • id: 426663
    {'charpoly_factorization': [[[49604758824371363426599899136, -6684584791679296596992, 678072836952768, -30013232, 1], 1]], 'hecke_orbit_code': 45036133880430754, 'p': 43}
  • id: 426664
    {'charpoly_factorization': [[[223280707257496287534248792064, 20850174212770408831488, 1474484097017088, 44124936, 1], 1]], 'hecke_orbit_code': 45036133880430754, 'p': 47}
  • id: 426665
    {'charpoly_factorization': [[[1676311667078400, -93166128, 1], 2]], 'hecke_orbit_code': 45036133880430754, 'p': 53}
  • id: 426666
    {'charpoly_factorization': [[[19742600768391185389424837627904, 594176845259129969189376, 13439187998606592, 133725288, 1], 1]], 'hecke_orbit_code': 45036133880430754, 'p': 59}
  • id: 426667
    {'charpoly_factorization': [[[20867680178371047114534311843281, 16401042499206228692470, 4581006074260059, -3590330, 1], 1]], 'hecke_orbit_code': 45036133880430754, 'p': 61}
  • id: 426668
    {'charpoly_factorization': [[[20933934841616775731527632566641, -607739760684736014836090, 22218849169888971, 132828790, 1], 1]], 'hecke_orbit_code': 45036133880430754, 'p': 67}
  • id: 426669
    {'charpoly_factorization': [[[-100384459450682112, -85960656, 1], 2]], 'hecke_orbit_code': 45036133880430754, 'p': 71}
  • id: 426670
    {'charpoly_factorization': [[[7455683527525345, 440277278, 1], 2]], 'hecke_orbit_code': 45036133880430754, 'p': 73}
  • id: 426671
    {'charpoly_factorization': [[[332157798807980934462174358946449, 6866813728364422191249238, 160185225897623163, -376775834, 1], 1]], 'hecke_orbit_code': 45036133880430754, 'p': 79}
  • id: 426672
    {'charpoly_factorization': [[[168714109135051994637204407008690176, -528178028345689795071897600, 1242771033541579776, -1285892400, 1], 1]], 'hecke_orbit_code': 45036133880430754, 'p': 83}
  • id: 426673
    {'charpoly_factorization': [[[-797669539998720192, 205421256, 1], 2]], 'hecke_orbit_code': 45036133880430754, 'p': 89}
  • id: 426674
    {'charpoly_factorization': [[[251537606911757412481172048668330225, -838703254143165071648742470, 2294957716466710539, -1672271798, 1], 1]], 'hecke_orbit_code': 45036133880430754, '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': 11, 'label': '162.10.c.k', 'level': 162, 'portrait': 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', 'weight': 10}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 55436695
    {'hecke_orbit_code': 45036133880430754, 'n': 1, 'trace_an': 4}
  • id: 55436696
    {'hecke_orbit_code': 45036133880430754, 'n': 2, 'trace_an': -32}
  • id: 55436697
    {'hecke_orbit_code': 45036133880430754, 'n': 3, 'trace_an': 0}
  • id: 55436698
    {'hecke_orbit_code': 45036133880430754, 'n': 4, 'trace_an': -512}
  • id: 55436699
    {'hecke_orbit_code': 45036133880430754, 'n': 5, 'trace_an': -1704}
  • id: 55436700
    {'hecke_orbit_code': 45036133880430754, 'n': 6, 'trace_an': 0}
  • id: 55436701
    {'hecke_orbit_code': 45036133880430754, 'n': 7, 'trace_an': -6538}
  • id: 55436702
    {'hecke_orbit_code': 45036133880430754, 'n': 8, 'trace_an': 16384}
  • id: 55436703
    {'hecke_orbit_code': 45036133880430754, 'n': 9, 'trace_an': 0}
  • id: 55436704
    {'hecke_orbit_code': 45036133880430754, 'n': 10, 'trace_an': 54528}
  • id: 55436705
    {'hecke_orbit_code': 45036133880430754, 'n': 11, 'trace_an': -14568}
  • id: 55436706
    {'hecke_orbit_code': 45036133880430754, 'n': 12, 'trace_an': 0}
  • id: 55436707
    {'hecke_orbit_code': 45036133880430754, 'n': 13, 'trace_an': -37138}
  • id: 55436708
    {'hecke_orbit_code': 45036133880430754, 'n': 14, 'trace_an': -104608}
  • id: 55436709
    {'hecke_orbit_code': 45036133880430754, 'n': 15, 'trace_an': 0}
  • id: 55436710
    {'hecke_orbit_code': 45036133880430754, 'n': 16, 'trace_an': -131072}
  • id: 55436711
    {'hecke_orbit_code': 45036133880430754, 'n': 17, 'trace_an': -175824}
  • id: 55436712
    {'hecke_orbit_code': 45036133880430754, 'n': 18, 'trace_an': 0}
  • id: 55436713
    {'hecke_orbit_code': 45036133880430754, 'n': 19, 'trace_an': 1418300}
  • id: 55436714
    {'hecke_orbit_code': 45036133880430754, 'n': 20, 'trace_an': -436224}
  • id: 55436715
    {'hecke_orbit_code': 45036133880430754, 'n': 21, 'trace_an': 0}
  • id: 55436716
    {'hecke_orbit_code': 45036133880430754, 'n': 22, 'trace_an': -233088}
  • id: 55436717
    {'hecke_orbit_code': 45036133880430754, 'n': 23, 'trace_an': -144552}
  • id: 55436718
    {'hecke_orbit_code': 45036133880430754, 'n': 24, 'trace_an': 0}
  • id: 55436719
    {'hecke_orbit_code': 45036133880430754, 'n': 25, 'trace_an': -4567286}
  • id: 55436720
    {'hecke_orbit_code': 45036133880430754, 'n': 26, 'trace_an': 1188416}
  • id: 55436721
    {'hecke_orbit_code': 45036133880430754, 'n': 27, 'trace_an': 0}
  • id: 55436722
    {'hecke_orbit_code': 45036133880430754, 'n': 28, 'trace_an': 3347456}
  • id: 55436723
    {'hecke_orbit_code': 45036133880430754, 'n': 29, 'trace_an': -10307328}
  • id: 55436724
    {'hecke_orbit_code': 45036133880430754, 'n': 30, 'trace_an': 0}
  • id: 55436725
    {'hecke_orbit_code': 45036133880430754, 'n': 31, 'trace_an': 2968520}
  • id: 55436726
    {'hecke_orbit_code': 45036133880430754, 'n': 32, 'trace_an': -2097152}
  • id: 55436727
    {'hecke_orbit_code': 45036133880430754, 'n': 33, 'trace_an': 0}
  • id: 55436728
    {'hecke_orbit_code': 45036133880430754, 'n': 34, 'trace_an': 1406592}
  • id: 55436729
    {'hecke_orbit_code': 45036133880430754, 'n': 35, 'trace_an': 67314576}
  • id: 55436730
    {'hecke_orbit_code': 45036133880430754, 'n': 36, 'trace_an': 0}
  • id: 55436731
    {'hecke_orbit_code': 45036133880430754, 'n': 37, 'trace_an': -58454596}
  • id: 55436732
    {'hecke_orbit_code': 45036133880430754, 'n': 38, 'trace_an': -11346400}
  • id: 55436733
    {'hecke_orbit_code': 45036133880430754, 'n': 39, 'trace_an': 0}
  • id: 55436734
    {'hecke_orbit_code': 45036133880430754, 'n': 40, 'trace_an': -6979584}
  • id: 55436735
    {'hecke_orbit_code': 45036133880430754, 'n': 41, 'trace_an': -17735808}
  • id: 55436736
    {'hecke_orbit_code': 45036133880430754, 'n': 42, 'trace_an': 0}
  • id: 55436737
    {'hecke_orbit_code': 45036133880430754, 'n': 43, 'trace_an': 30013232}
  • id: 55436738
    {'hecke_orbit_code': 45036133880430754, 'n': 44, 'trace_an': 7458816}
  • id: 55436739
    {'hecke_orbit_code': 45036133880430754, 'n': 45, 'trace_an': 0}
  • id: 55436740
    {'hecke_orbit_code': 45036133880430754, 'n': 46, 'trace_an': 4625664}
  • id: 55436741
    {'hecke_orbit_code': 45036133880430754, 'n': 47, 'trace_an': -44124936}
  • id: 55436742
    {'hecke_orbit_code': 45036133880430754, 'n': 48, 'trace_an': 0}
  • id: 55436743
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  • id: 55436932
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  • id: 55436935
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  • id: 55436936
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  • id: 55436937
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  • id: 55436938
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  • id: 55436939
    {'hecke_orbit_code': 45036133880430754, 'n': 911, 'trace_an': -32713706536224}
  • id: 55436940
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  • id: 55436941
    {'hecke_orbit_code': 45036133880430754, 'n': 929, 'trace_an': -78474093362160}
  • id: 55436942
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  • id: 55436943
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  • id: 55436944
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  • id: 55436945
    {'hecke_orbit_code': 45036133880430754, 'n': 953, 'trace_an': -71295043405392}
  • id: 55436946
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  • id: 55436947
    {'hecke_orbit_code': 45036133880430754, 'n': 967, 'trace_an': 24473229697850}
  • id: 55436948
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  • id: 55436949
    {'hecke_orbit_code': 45036133880430754, 'n': 977, 'trace_an': -6087976193424}
  • id: 55436950
    {'hecke_orbit_code': 45036133880430754, 'n': 983, 'trace_an': 53128301050632}
  • id: 55436951
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  • id: 55436952
    {'hecke_orbit_code': 45036133880430754, 'n': 997, 'trace_an': 80686314999572}