Newform data - 325.8.a.c

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• 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': 20800, 'analytic_conductor': 101.52513328233957, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[5, 1], [13, -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': [325, 1, [27, 301], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 4, 'field_disc': 65292860812, 'field_disc_factorization': [[2, 2], [2861, 1], [5705423, 1]], 'field_poly': [20912, -640, -354, -1, 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': [[2, [12880, -3264, -270, 15, 1]]], 'hecke_orbit': 3, 'hecke_orbit_code': 9007199388959045, 'hecke_ring_generator_nbound': 3, 'hecke_ring_index': 2, 'hecke_ring_index_factorization': [[2, 1]], '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': False, 'label': '325.8.a.c', 'level': 325, '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': [5, 13], 'level_radical': 65, 'minimal_twist': '13.8.a.c', 'prim_orbit_index': 1, 'qexp_display': 'q+(-4+\\beta _{1})q^{2}+(-21+2\\beta _{1}-\\beta _{2}+\\cdots)q^{3}+\\cdots', 'related_objects': [], 'relative_dim': 4, 'rm_discs': [], 'sato_tate_group': '7.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '325.8.a', 'trace_display': [-15, -80, 0, -1692], 'trace_hash': 208185868472252408, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '3.728', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '38.578', 'prec': 20}, {'__RealLiteral__': 0, 'data': '9.271', 'prec': 17}, {'__RealLiteral__': 0, 'data': '605.169', 'prec': 24}], 'trace_zratio': 0, 'traces': [4, -15, -80, 253, 0, 1579, -1692, -1893, 3494, 0, 1836, 3655, 8788, -18285, 0, -36159, -11814, 2738, 27660, 0, 69930, -59930, -172920, 26553, 0, -32955, -174800, 170903, 133344, 0, -231748, 459291, 33868, -480249, 0, -157930, -248026, 85326, -175760, 0, 588108, -132275, -309304, 1270806, 0, 574948, -557916, -837429, -767378, 0, -1816496, 555841, -2022348, -479, 0, 1391625, 5609844, 3027194, 1162668, 0, -1340572, -2715564, -4213476, -6734935, 0, 8124226, 598484, -4515993, -108848, 0, 697860, -1607430, 13725816, 14884053, 0, 12055070, 5326932, 3469063, 20079576, 0, -8368396, -857160, 2024724, -13603483, 0, -22922499, -22170952, 2100618, 17646240, 0, -3717324, -14504892, 17910680, -3729785, 0, -37637751, 6329096, 22166262, 6200852, 0, -7144140, -49035855, 5371792, -4158921, 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], [-4, 1, 0, 0], [-21, 2, -1, 0], [63, -4, -2, 1], [0, 0, 0, 0], [391, -4, -4, 11], [-421, -34, -11, 4], [-471, -16, -2, 3], [882, 10, 31, 18], [0, 0, 0, 0], [446, -88, -40, 60], [857, 368, 26, -89], [2197, 0, 0, 0], [-4519, -174, 28, 21], [0, 0, 0, 0], [-8901, 120, 258, -159], [-2569, -662, 255, -366], [545, 625, -200, -467], [6422, 368, -740, 124], [0, 0, 0, 0], [18077, 186, 999, -566], [-15604, 2026, -424, -388], [-43036, -232, 356, 168], [7147, -408, 666, -295], [0, 0, 0, 0], [-8788, 2197, 0, 0], [-43119, -874, 509, -432], [43873, -328, 1546, -1169], [33754, 4336, 3064, 120], [0, 0, 0, 0], [-57108, -3884, -1534, -2500], [119241, -13624, 1606, -837], [6978, 12500, 1598, -3348], [-114739, -12394, 4984, 1069], [0, 0, 0, 0], [-39986, -4340, -548, 5258], [-66299, 18350, 1957, 2734], [13712, 20862, -1976, 5664], [-46137, 4394, -2197, 0], [0, 0, 0, 0], [145528, 2252, -1854, 36], [-27931, -7396, 5288, -2579], [-66611, -31402, 1597, -8264], [320306, -2952, 4948, 2430], [0, 0, 0, 0], [156092, -46568, -1216, -5284], [-129681, -7466, 11561, -8604], [-197271, -55704, 438, 8235], [-188138, 27426, 16275, -9702], [0, 0, 0, 0], [-435935, -81226, -595, 7280], [138411, -8788, -4394, 2197], [-504308, -10940, 118, 6060], [17653, -58252, 6068, -703], [0, 0, 0, 0], [347723, 22328, 8762, -4071], [1391594, 67956, 10494, -3500], [762136, -16534, -9872, -24560], [319510, -69976, 22056, -1284], [0, 0, 0, 0], [-356016, 5380, -21226, 35660], [-654730, -68530, 32768, 37422], [-1062854, -28920, -24312, 18236], [-1698813, 64024, 2594, 1481], [0, 0, 0, 0], [2044162, -70408, 8480, 34946], [162850, -72832, -1364, 17188], [-1108055, -98696, -18542, -22161], [11388, -74104, 36476, -7344], [0, 0, 0, 0], [219223, -127466, 2377, -46812], [-403690, -31800, -18300, 2530], [3460682, -86200, 25132, 19552], [3710967, -58558, -64040, -29337], [0, 0, 0, 0], [3000538, 85160, -3644, -39530], [1361778, 39196, 63002, -33372], [859027, -8788, -8788, 24167], [4998524, 117200, -1856, -35432], [0, 0, 0, 0], [-2049039, -207440, -33080, -30960], [-265754, 177586, -4864, 18542], [566416, -360492, -46126, 27300], [-3410893, -180320, -87290, 45829], [0, 0, 0, 0], [-5614755, -217720, 145444, 45129], [-5622978, -29564, -147506, 55512], [545902, 13312, 35876, -24550], [4335222, 292472, 13828, 40536], [0, 0, 0, 0], [-924937, -74698, -24167, 8788], [-3608068, 127200, 100408, 996], [4646356, -487256, 115564, 43640], [-763923, -455278, 100972, -16871], [0, 0, 0, 0], [-9402173, -28968, -56190, -112471], [1437378, 574168, -56956, -108496], [5718317, -610343, 42168, -12327], [1572948, -383060, -77786, 136548], [0, 0, 0, 0]], 'ap': [[-4, 1, 0, 0], [-21, 2, -1, 0], [0, 0, 0, 0], [-421, -34, -11, 4], [446, -88, -40, 60], [2197, 0, 0, 0], [-2569, -662, 255, -366], [6422, 368, -740, 124], [-43036, -232, 356, 168], [33754, 4336, 3064, 120], [-57108, -3884, -1534, -2500], [-66299, 18350, 1957, 2734], [145528, 2252, -1854, 36], [-66611, -31402, 1597, -8264], [-129681, -7466, 11561, -8604], [-504308, -10940, 118, 6060], [319510, -69976, 22056, -1284], [-356016, 5380, -21226, 35660], [162850, -72832, -1364, 17188], [219223, -127466, 2377, -46812], [3460682, -86200, 25132, 19552], [4998524, 117200, -1856, -35432], [566416, -360492, -46126, 27300], [4335222, 292472, 13828, 40536], [1437378, 574168, -56956, -108496], [-1564628, -314068, 184866, -201828], [1332168, -485824, -218528, 91888], [-10881156, 359000, 604, -76608], [-211805, 72562, -164917, 191618], [-395442, -79336, -104876, 22680], [-9386336, 570016, -160720, 79352], [-11940673, -734278, -115117, 265248], [5250028, 830892, -312814, 51828], [-7050057, 3160682, -85109, 56224], [21225702, 607736, 476500, 444120], [-142917, 816246, -81471, 254988], [7053586, -226104, 74844, 48912], [-4236236, -911020, 188602, 1001620], [12720488, 2801052, 183502, -220164], [-19793868, -778364, 900134, -582780], [27143487, -197054, 1481783, -290856], [15142040, 1402188, 408210, -918612], [-14018062, 1347796, 1218798, 1095120], [34797704, 6768116, -496418, -425708], [-106197281, -2386430, 1354915, -294990], [-4634130, -4973740, -1273610, -883280], [-23898441, -7052742, 1356771, 642432], [149202265, -4187478, -1876569, 1107900], [65473704, 5254148, 3518266, 1353564], [-8212911, -9525586, -1525835, 3414094], [-69400657, -10295326, 3396995, 1035978], [26891605, 2851642, 2266567, -2008860], [-93101966, -2826896, -1625128, 3283232], [158254680, 10102632, 522732, -2381448], [-177866365, 8977786, 2955015, 962466], [-35916492, 9349200, 5020896, -7459872], [-32417616, 5058300, 1469610, 1730436], [32110785, -18810358, 2368231, -4720196], [-58058692, 10752948, -3599010, 2022732], [-106616970, 12199624, -677572, -1723896], [-137170812, -21698544, 1017864, -4594296], [189108561, 5182358, 6175105, 4899078], [-219091182, 34547512, -5012152, 620324], [-164712150, -9857572, 5619634, -10093680], [-127536291, -15699210, -1249455, 6956094], [-372960246, 27912840, 4320348, -3415656], [212863052, -20076652, 4664938, 4869100], [461172445, 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-20424849208], [632368146358, 3943177360, -16825112696, -9069154992], [375094350674, 29453894716, 2425252530, -13966617984], [565957181548, -75742909636, -5705804742, -194834436], [145841746202, -21565237976, -18171695140, -16160615560], [-311646489696, 25802114004, -14091402006, -21717347820], [-86433934995, 2876975022, -15734869863, 3471222720], [168529754356, 31993407212, -17056389374, -8282774756], [631435444298, -35113034488, 36466838540, 2400533160], [-250330629471, -10592908274, 12680684081, 3341622024], [-1148726532384, -4966468900, 3600738010, 16314240924], [-774925514424, -8368670044, -8715421622, -7885946948], [8728112278, 17192056204, -20289850526, -14836191408]], 'char_orbit_index': 1, 'field_poly': [20912, -640, -354, -1, 1], 'hecke_orbit_code': 9007199388959045, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1, 4, 2], 'hecke_ring_inverse_denominators': [1, 1, 1, 1], 'hecke_ring_inverse_numerators': [[1, 0, 0, 0], [0, 1, 0, 0], [175, 4, -2, 1], [669, 240, -26, 15]], 'hecke_ring_numerators': [[1, 0, 0, 0], [0, 1, 0, 0], [1956, -180, -15, 1], [1606, -188, -13, 1]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 4, 'label': '325.8.a.c', 'level': 325, 'maxp': 2999, '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': [33, 30, 34, 36], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [3, 3, 3, 3], 'ALdims_old': [29, 29, 24, 25], 'Nk2': 20800, 'analytic_conductor': 101.52513328233957, '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': [325, 1, [27, 301], [1, 1]], 'conrey_index': 1, 'cusp_dim': 240, 'dim': 133, 'eis_dim': 12, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 134218053, 'hecke_orbit_dims': [1, 2, 4, 6, 6, 7, 9, 13, 13, 15, 15, 21, 21], 'label': '325.8.a', 'level': 325, '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': [5, 13], 'level_radical': 65, 'mf_dim': 252, 'mf_new_dim': 133, 'num_forms': 13, 'plus_dim': 69, 'prim_orbit_index': 1, 'relative_dim': 133, 'sturm_bound': 280, 'trace_bound': 2, 'trace_display': [6, 0, 0, -2428], 'traces': [133, 6, 0, 8278, 0, -1292, -2428, 684, 103977, 0, 10752, -18562, -2197, 66418, 0, 501762, -46606, 134818, -19716, 0, -9676, 341288, -134640, -616408, 0, 52728, 602196, -100604, -301002, 0, 123056, -406072, -1043220, -639084, 0, 5325104, 710590, 1684248, 237276, 0, 591358, -1922022, -541276, -128572, 0, -1816016, -1483764, 3880514, 16192421, 0, 567104, -430612, -3118490, 3984812, 0, 13766758, 194068, -997996, 6932564, 0, -2884114, 5619236, -2761108, 39327650, 0, -1195988, 3360352, 6853970, -15745204, 0, 11651556, 16161648, 4616562, -7706050, 0, -9852540, 3907228, -7122674, 2212820, 0, 91341349, -25667736, 13381960, -23385708, 0, -20029712, -23526284, 47750348, 36911318, 0, 5114616, -13208360, 1396100, -30150398, 0, -132063480, 36213134, -78176562, 45948784, 0, -23116522, 49114228, 18835428, 9029670, 0, 63763576, 5040276, 128404522, 19622878, 0, -30781132, -31165132, -100632514, -60332728, 0, 8107656, -11189321, 12890904, -25700140, 0, 102381285, 49457440, 4535472, 183950132, 0, 92615676, -71182148, -147709084, -110457568, 0, -57450216, -292319424, -25347380, -14160996, 0, 193448840, 41857862, 19791600, 135865176, 0, 75701592, 108704638, -24808524, 520317052, 0, -50647268, -270840248, 394994672, -66005550, 0, -178849120, 293631788, 119017934, 31033088, 0, -38219012, 103198570, 127484484, -75760212, 0, 394343596, 576123194, -220503312, 56293700, 0, 16064208, -219846396, -267163274, 641965597, 0, -214353692, -56118674, -45235618, 494079072, 0, -286473884, 347595548, -116273480, -654975664, 0, 282666170, -95718896, -106549212, -42200156, 0, 314994992, -244515072, -787608204, -379883580, 0, 180156796, 525546278, -186839394, -1554810932, 0, 554877932, -358269150, 733702516, 537618388, 0, -1154944200, 340638452, 934040512, -1357531178, 0, -32351584, -43858276, 95789200, -350765912, 0, 507448980, 24915872, -238858636, 8427504, 0, -408028936, 306368940, -559774842, 870996516, 0, -14065194, 1222585218, 166289548, 3212581342, 0, -709131996, 118358680, -1125153988, 198509602, 0, 569057128, -1501817568, 473871334, 557708450, 0, 2817364844, 465055528, -1670275302, 1807534884, 0, -104255310, -1306856230, 933956232, -2417600872, 0, -1348489828, -346159320, -607308312, 2756936900, 0, -1781006972, -940339516, -71408460, -1553711160, 0, 3497115362, 779281934, 920686324, -179436552, 0, -143546934, -2729954316, 1584875092, 1969839564, 0, 1736741944, 781085160, -415843496, -1702669122, 0, -1941133052, 3016114058, 721723288, -285520316, 0, -4091866764, 151344262, -850345124, -4055723692, 0, 1300276366, 431076138, -19714364, 5545846008, 0, 1190396116, -220759792, 3480821740, 2423020463, 0, 1040589180, 271006948, 1046943374, -8430708328, 0, -2835802674, -4964077640, -1271106144, 685428848, 0, -2699907468, 1311208238, -163527240, 62675700, 0, -2317727712, 899245128, 1706900340, -646804412, 0, 3777909844, -1945087586, -1336781398, 4026445184, 0, 4023517540, -1205963898, 4566788796, -7556273084, 0, -1344165988, -2651952784, 1702699336, 12110901318, 0, -214231640, -2633095408, -5133601716, -4262751824, 0, -245945288, 7384801024, -1200686970, -5420148888, 0, -550095908, 3516342282, 28960854, 1176382772, 0, -664117396, 5250711608, -2427261224, -6445229868, 0, -4518836740, -1120411568, 2941927300, 4348067810, 0, -184126176, 6406188760, -1406525886, -2959698548, 0, 13496181812, -61627584, 717810452, -233183348, 0, 6855214113, -3741746932, -1825987668, 2189016102, 0, 1643602388, 5582300580, -6417727668, -4336616918, 0, -5153552216, -10103635324, 4060662762, 9976096996, 0, -16742981666, -1175144542, -5254521646, -2980854744, 0, -8351513620, -10209412812, -5410604644, -10834493944, 0, 1625200428, -11638450344, 3297875140, 6031937530, 0, 1121231840, -4653370300, -660723204, -11531904494, 0, -10426597796, 9669243318, -2612479244, 6015828792, 0, 481458134, -8486285444, -102450504, -8387785072, 0, -11092959656, 5274116308, 13842031124, 4040202006, 0, 15915346564, -2920693564, 6002489748, 1516212648, 0, 2534665718, 5776342228, 2324553156, -9943010840, 0, -11886776670, 4692441436, -17887470940, 18338519720, 0, 864180778, -6089306896, 4560029368, 709033416, 0, -6679767804, 39134194658, -478607706, -8960691828, 0, 20568459964, -664652108, -12451166768, 10526167304, 0, 23995638629, -1613955746, 5181366992, -21880915304, 0, -17587215794, -3029159368, -5161669196, -11821852454, 0, -9485044296, -24397986520, 11162483292, -13128981432, 0, -4604503952, -5524467514, -15924364354, -4357652784, 0, 1359152934, 42810943444, -1718332876, -3187109448, 0, 9233374264, -8441795504, -765302980, 79192196, 0, 2210263600, 1639051428, 13047582004, 13613224688, 0, -17063602460, -13469588962, 23155600974, 14519108588, 0, 293145710, 21342807436, 15354582648, -15630206862, 0, -2001692552, -793920300, -7022425884, -28182608748, 0, -5368647736, -35530889320, -5879104244, 5486119912, 0, 20631589892, 18380323016, 14504140056, -5792072044, 0, 1139125420, 6781339296, -16179156656, 71927861588, 0, 104252536, 0, -25081185548, -1614375806, 0, -11305473712, -27437002040, 3204583824, -21758349692, 0, 22017274938, -29446966492, 2510275076, 12572721600, 0, -24139055990, -16088531264, -3578178240, -30124848578, 0, -8792307192, 22344585608, -21360574656, 8616211009, 0, -4575733704, -12366707936, -300773694, -14472990784, 0, -26886063964, 11792160476, 4194977004, 30932369636, 0, 4204529770, 13189446642, -829082220, 37811409712, 0, -3599872380, 33391026452, 39256162148, -26015080406, 0, 25423467456, -33456530120, -24190477984, 58160314288, 0, 27144768842, -19309031066, 28008035424, 2422825236, 0, -16977388096, 47201723940, 14226252676, 44721089212, 0, -31833109452, 4054617324, 9891515558, 20745610342, 0, 22542551756, -11489000588, -18693944928, -14461880704, 0, 106154697492, -473661830, 19690103570, -9989519736, 0, 16855562708, -88075899560, 8584150496, 917743584, 0, -15610140786, -21233191088, -27361309680, 18212332376, 0, 9209330388, 81329451896, -3978820666, 43592852604, 0, 37503831000, 840073176, 5997511208, -67012478732, 0, 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12295013978, 0, -26230816372, 41246594152, -11705534220, 19423745348, 0, 21158461388, 26521070532, -16540662766, 41997750708, 0, -10569968594, -26245779430, -30782264332, 12240520460, 0, -83416903472, -46605198264, 56636452684, -20080068962, 0, -60723748744, 8755044108, 42627542820, -110014936498, 0, 3117611130, -50954243780, -1246278888, 32204713124, 0, 124551706588, 21827655242, 41411264688, 40040405540, 0, 114890177216, -18257201976, 9080271304, 55555359705, 0, 23937025048, -26404562012, -48559888670, -19104994432, 0, -103098136100, 13521705796, -50826815240, 39105502444, 0, 8688431960, 29062767236, 39923632236, -4765998760, 0, -114952965876, -35608487248, -72544694652, -77207270268, 0, 58658826916, -118631788508, -1885632344, 7474273092, 0, -403213971228, 45736972334, 33168879212, -41474514488, 0, 60657654238, -11272315568, 74378343800, -94053536904, 0, -17651113858, -18221953152, -95902574430, 149913397294, 0, -947858196, -12121530500, -97472228106, -187345106992, 0, -117675639760, 1999244468, -31060288212, -65209956488, 0, 81008222520, -127719544716, -23816810568, 70474093536, 0, -124403278316, -33377155312, -56414933244, -60219147408, 0, -22205600124, 11795741040, -11167311454, -79981611840, 0, 68454570464, 29600390514, 6296256248, -106311583684, 0, 66807623490, 108726301792, -28494253908, -157597181344, 0, 2068361256, 40943000600, 133124191832, -60152153386, 0, 9761625392, 186883907284, -60220818260, -41024277700, 0, -69260845122, 118381804, 88881861588, 75496679804, 0, -2249035334, -60934829124, 23090718828, -75277162244, 0, 131087130492, -53338000456, -82677423696, -48884241474, 0, -52988278396, 6694821432, -19771008146, 257620958824, 0, -120611315756, 64343622416, 899851748, -19054087260, 0, 63904533483, 46594755958, 99324670512, -169767536462, 0, -156140679284, 1286598892, 134244803744, 87661614400, 0, -139151767716, -46547541440, -102784557098, 145489387056, 0, 47746306556, 99492118266, -25216489324, -78499802892, 0, -122404595848, -71758913466, -68044964532, -317108224792, 0, -130492328892, -32949802016, 28676593956, 165411227216, 0, 31409296256, -58806854994, 188187891742, 22702103280, 0, 518461712868, -14186376030, -91053801992, 76849464216, 0, 161985361830, 45279836002, 6947373700, 9895428608, 0, -166577016512, -61349068580, 288210046302, 86573755156, 0, 128229123216, 89234066204, 49823671908, -521590949700, 0, -61818183522, 33031385296, -158421556280, 48915675648, 0, -27858983232, -11321884464, -205381791208, 166486077364, 0, 80168258586, 15175711784, -69956326892, 64603481826, 0, -3652773228, -92494072340, 68590609396, 211879915868, 0, 20987815724, -29222050648, 4421250340, 156481531304, 0, -111620863336, -160232046230, -42278461628, -43473245672, 0, 180983099488, -101675587528, -218665895976, -124235643622, 0, 215599557292, 83941102142, -11036172248, 133302653940, 0, 75345464688, -3399530542, 261191779612, 272255957316, 0, -125587417706, 72131191240, -57361214336, 2955498420, 0, -267832454864, 125067959464, 376902136556, -45303023194, 0, -399027979616, -253776837266, 168457595822, 448605912184, 0, 224105411692, 86936563344, -181036696806, -354268733024, 0, 122872300937, 10748989472, 99617817288, -144497071148, 0, 93589508732, 99667215300, -240159345032, 381713271480, 0, 168124291572, 321763882100, 8504679760, 301708120744, 0, 251807002448, -72919574142, 191423956744, -113564663320, 0, 101466490670, 22571952452, -107332846316, 73971493420, 0, 82551202536, -191503097416, -77418861468, 292627314932, 0, -9137472884, -256876283564, -192928399516, 122192948512, 0, -204434010952, -115340125826, -8160756452, -33983030684, 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: 251895
    {'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '325.8.a.c', 'source_level': 325, 'target_char_orbit': 1, 'target_dim': 4, 'target_hecke_orbit': 3, 'target_is_minimal': True, 'target_label': '13.8.a.c', 'target_level': 13, 'twist_class_label': '13.8.a.c', 'twist_class_level': 13, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 8}
  • id: 251896
    {'conductor': 15, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '325.8.a.c', 'source_level': 325, 'target_char_orbit': 1, 'target_dim': 4, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '117.8.a.e', 'target_level': 117, 'twist_class_label': '13.8.a.c', 'twist_class_level': 13, 'twisting_char_label': '15.d', 'twisting_char_orbit': 4, 'weight': 8}
  • id: 251897
    {'conductor': 65, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '325.8.a.c', 'source_level': 325, 'target_char_orbit': 1, 'target_dim': 4, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '169.8.a.c', 'target_level': 169, 'twist_class_label': '13.8.a.c', 'twist_class_level': 13, 'twisting_char_label': '65.d', 'twisting_char_orbit': 4, 'weight': 8}
  • id: 251898
    {'conductor': 65, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '325.8.a.c', 'source_level': 325, 'target_char_orbit': 2, 'target_dim': 8, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '169.8.b.c', 'target_level': 169, 'twist_class_label': '13.8.a.c', 'twist_class_level': 13, 'twisting_char_label': '65.g', 'twisting_char_orbit': 7, 'weight': 8}
  • id: 251899
    {'conductor': 20, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '325.8.a.c', 'source_level': 325, 'target_char_orbit': 1, 'target_dim': 4, 'target_hecke_orbit': 11, 'target_is_minimal': False, 'target_label': '208.8.a.k', 'target_level': 208, 'twist_class_label': '13.8.a.c', 'twist_class_level': 13, 'twisting_char_label': '20.d', 'twisting_char_orbit': 4, 'weight': 8}
  • id: 251900
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '325.8.a.c', 'source_level': 325, 'target_char_orbit': 1, 'target_dim': 4, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '325.8.a.c', 'target_level': 325, 'twist_class_label': '13.8.a.c', 'twist_class_level': 13, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 8}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 715125
    {'charpoly_factorization': [[[12880, -3264, -270, 15, 1], 1]], 'hecke_orbit_code': 9007199388959045, 'p': 2}
  • id: 715126
    {'charpoly_factorization': [[[1640448, -229440, -2921, 80, 1], 1]], 'hecke_orbit_code': 9007199388959045, 'p': 3}
  • id: 715127
    {'charpoly_factorization': [[[0, 1], 4]], 'hecke_orbit_code': 9007199388959045, 'p': 5}
  • id: 715128
    {'charpoly_factorization': [[[1625961532, -257728644, 168035, 1692, 1], 1]], 'hecke_orbit_code': 9007199388959045, 'p': 7}
  • id: 715129
    {'charpoly_factorization': [[[19773464676784, 29807712432, -22277744, -1836, 1], 1]], 'hecke_orbit_code': 9007199388959045, 'p': 11}
  • id: 715130
    {'charpoly_factorization': [[[-2197, 1], 4]], 'hecke_orbit_code': 9007199388959045, 'p': 13}
  • id: 715131
    {'charpoly_factorization': [[[174768583683247684, -2196543589932, -955565883, 11814, 1], 1]], 'hecke_orbit_code': 9007199388959045, 'p': 17}
  • id: 715132
    {'charpoly_factorization': [[[436885571235243760, 41686844893872, -1856808064, -27660, 1], 1]], 'hecke_orbit_code': 9007199388959045, 'p': 19}
  • id: 715133
    {'charpoly_factorization': [[[2050857366883726336, 249472900932864, 10345450384, 172920, 1], 1]], 'hecke_orbit_code': 9007199388959045, 'p': 23}
  • id: 715134
    {'charpoly_factorization': [[[-32314495718898017840, 3712250796795072, -42339084056, -133344, 1], 1]], 'hecke_orbit_code': 9007199388959045, 'p': 29}
  • id: 715135
    {'charpoly_factorization': [[[-838885006381296780608, -14375320738992256, -46857675820, 231748, 1], 1]], 'hecke_orbit_code': 9007199388959045, 'p': 31}
  • id: 715136
    {'charpoly_factorization': [[[591854679631517957476, 9722817587431964, -189938966107, 248026, 1], 1]], 'hecke_orbit_code': 9007199388959045, 'p': 37}
  • id: 715137
    {'charpoly_factorization': [[[192075440852513383936, -8224636842319584, 114274129860, -588108, 1], 1]], 'hecke_orbit_code': 9007199388959045, 'p': 41}
  • id: 715138
    {'charpoly_factorization': [[[11042021147139132512752, -156099159305350552, -756373057465, 309304, 1], 1]], 'hecke_orbit_code': 9007199388959045, 'p': 43}
  • id: 715139
    {'charpoly_factorization': [[[-13266608970368463213860, -300277692344475588, -630779629093, 557916, 1], 1]], 'hecke_orbit_code': 9007199388959045, 'p': 47}
  • id: 715140
    {'charpoly_factorization': [[[-28032456599489173331264, 209932118264652288, 1284175766452, 2022348, 1], 1]], 'hecke_orbit_code': 9007199388959045, 'p': 53}
  • id: 715141
    {'charpoly_factorization': [[[-440566558481139303699920, 3890016251618636592, -3000233695440, -1162668, 1], 1]], 'hecke_orbit_code': 9007199388959045, 'p': 59}
  • id: 715142
    {'charpoly_factorization': [[[11698489512880377284128768, -4107973812239656672, -6782366613244, 1340572, 1], 1]], 'hecke_orbit_code': 9007199388959045, 'p': 61}
  • id: 715143
    {'charpoly_factorization': [[[-57652152918405249496208, -1655538850137785008, -3173466373600, -598484, 1], 1]], 'hecke_orbit_code': 9007199388959045, 'p': 67}
  • id: 715144
    {'charpoly_factorization': [[[25198394623098276504585148, -11346486157347185268, -19945595301317, -697860, 1], 1]], 'hecke_orbit_code': 9007199388959045, 'p': 71}
  • id: 715145
    {'charpoly_factorization': [[[69005615349760865423798224, -112101299294615962656, 62394173705480, -13725816, 1], 1]], 'hecke_orbit_code': 9007199388959045, 'p': 73}
  • id: 715146
    {'charpoly_factorization': [[[229378857747410521003744000, -369039251681588824704, 139609676016704, -20079576, 1], 1]], 'hecke_orbit_code': 9007199388959045, 'p': 79}
  • id: 715147
    {'charpoly_factorization': [[[709040025062126489586866176, 65141013406058526144, -54205847777724, -2024724, 1], 1]], 'hecke_orbit_code': 9007199388959045, 'p': 83}
  • id: 715148
    {'charpoly_factorization': [[[-762427412064772823043503600, 122937551307954545280, 70656400552568, -17646240, 1], 1]], 'hecke_orbit_code': 9007199388959045, 'p': 89}
  • id: 715149
    {'charpoly_factorization': [[[-4430455663617486384281251760, 1842548960279415002144, -183951644606488, -6329096, 1], 1]], 'hecke_orbit_code': 9007199388959045, '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': 3, 'label': '325.8.a.c', 'level': 325, 'portrait': 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', 'weight': 8}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 29118373
    {'hecke_orbit_code': 9007199388959045, 'n': 1, 'trace_an': 4}
  • id: 29118374
    {'hecke_orbit_code': 9007199388959045, 'n': 2, 'trace_an': -15}
  • id: 29118375
    {'hecke_orbit_code': 9007199388959045, 'n': 3, 'trace_an': -80}
  • id: 29118376
    {'hecke_orbit_code': 9007199388959045, 'n': 4, 'trace_an': 253}
  • id: 29118377
    {'hecke_orbit_code': 9007199388959045, 'n': 5, 'trace_an': 0}
  • id: 29118378
    {'hecke_orbit_code': 9007199388959045, 'n': 6, 'trace_an': 1579}
  • id: 29118379
    {'hecke_orbit_code': 9007199388959045, 'n': 7, 'trace_an': -1692}
  • id: 29118380
    {'hecke_orbit_code': 9007199388959045, 'n': 8, 'trace_an': -1893}
  • id: 29118381
    {'hecke_orbit_code': 9007199388959045, 'n': 9, 'trace_an': 3494}
  • id: 29118382
    {'hecke_orbit_code': 9007199388959045, 'n': 10, 'trace_an': 0}
  • id: 29118383
    {'hecke_orbit_code': 9007199388959045, 'n': 11, 'trace_an': 1836}
  • id: 29118384
    {'hecke_orbit_code': 9007199388959045, 'n': 12, 'trace_an': 3655}
  • id: 29118385
    {'hecke_orbit_code': 9007199388959045, 'n': 13, 'trace_an': 8788}
  • id: 29118386
    {'hecke_orbit_code': 9007199388959045, 'n': 14, 'trace_an': -18285}
  • id: 29118387
    {'hecke_orbit_code': 9007199388959045, 'n': 15, 'trace_an': 0}
  • id: 29118388
    {'hecke_orbit_code': 9007199388959045, 'n': 16, 'trace_an': -36159}
  • id: 29118389
    {'hecke_orbit_code': 9007199388959045, 'n': 17, 'trace_an': -11814}
  • id: 29118390
    {'hecke_orbit_code': 9007199388959045, 'n': 18, 'trace_an': 2738}
  • id: 29118391
    {'hecke_orbit_code': 9007199388959045, 'n': 19, 'trace_an': 27660}
  • id: 29118392
    {'hecke_orbit_code': 9007199388959045, 'n': 20, 'trace_an': 0}
  • id: 29118393
    {'hecke_orbit_code': 9007199388959045, 'n': 21, 'trace_an': 69930}
  • id: 29118394
    {'hecke_orbit_code': 9007199388959045, 'n': 22, 'trace_an': -59930}
  • id: 29118395
    {'hecke_orbit_code': 9007199388959045, 'n': 23, 'trace_an': -172920}
  • id: 29118396
    {'hecke_orbit_code': 9007199388959045, 'n': 24, 'trace_an': 26553}
  • id: 29118397
    {'hecke_orbit_code': 9007199388959045, 'n': 25, 'trace_an': 0}
  • id: 29118398
    {'hecke_orbit_code': 9007199388959045, 'n': 26, 'trace_an': -32955}
  • id: 29118399
    {'hecke_orbit_code': 9007199388959045, 'n': 27, 'trace_an': -174800}
  • id: 29118400
    {'hecke_orbit_code': 9007199388959045, 'n': 28, 'trace_an': 170903}
  • id: 29118401
    {'hecke_orbit_code': 9007199388959045, 'n': 29, 'trace_an': 133344}
  • id: 29118402
    {'hecke_orbit_code': 9007199388959045, 'n': 30, 'trace_an': 0}
  • id: 29118403
    {'hecke_orbit_code': 9007199388959045, 'n': 31, 'trace_an': -231748}
  • id: 29118404
    {'hecke_orbit_code': 9007199388959045, 'n': 32, 'trace_an': 459291}
  • id: 29118405
    {'hecke_orbit_code': 9007199388959045, 'n': 33, 'trace_an': 33868}
  • id: 29118406
    {'hecke_orbit_code': 9007199388959045, 'n': 34, 'trace_an': -480249}
  • id: 29118407
    {'hecke_orbit_code': 9007199388959045, 'n': 35, 'trace_an': 0}
  • id: 29118408
    {'hecke_orbit_code': 9007199388959045, 'n': 36, 'trace_an': -157930}
  • id: 29118409
    {'hecke_orbit_code': 9007199388959045, 'n': 37, 'trace_an': -248026}
  • id: 29118410
    {'hecke_orbit_code': 9007199388959045, 'n': 38, 'trace_an': 85326}
  • id: 29118411
    {'hecke_orbit_code': 9007199388959045, 'n': 39, 'trace_an': -175760}
  • id: 29118412
    {'hecke_orbit_code': 9007199388959045, 'n': 40, 'trace_an': 0}
  • id: 29118413
    {'hecke_orbit_code': 9007199388959045, 'n': 41, 'trace_an': 588108}
  • id: 29118414
    {'hecke_orbit_code': 9007199388959045, 'n': 42, 'trace_an': -132275}
  • id: 29118415
    {'hecke_orbit_code': 9007199388959045, 'n': 43, 'trace_an': -309304}
  • id: 29118416
    {'hecke_orbit_code': 9007199388959045, 'n': 44, 'trace_an': 1270806}
  • id: 29118417
    {'hecke_orbit_code': 9007199388959045, 'n': 45, 'trace_an': 0}
  • id: 29118418
    {'hecke_orbit_code': 9007199388959045, 'n': 46, 'trace_an': 574948}
  • id: 29118419
    {'hecke_orbit_code': 9007199388959045, 'n': 47, 'trace_an': -557916}
  • id: 29118420
    {'hecke_orbit_code': 9007199388959045, 'n': 48, 'trace_an': -837429}
  • id: 29118421
    {'hecke_orbit_code': 9007199388959045, 'n': 49, 'trace_an': -767378}
  • id: 29118422
    {'hecke_orbit_code': 9007199388959045, 'n': 50, 'trace_an': 0}
  • id: 29118423
    {'hecke_orbit_code': 9007199388959045, 'n': 51, 'trace_an': -1816496}
  • id: 29118424
    {'hecke_orbit_code': 9007199388959045, 'n': 52, 'trace_an': 555841}
  • id: 29118425
    {'hecke_orbit_code': 9007199388959045, 'n': 53, 'trace_an': -2022348}
  • id: 29118426
    {'hecke_orbit_code': 9007199388959045, 'n': 54, 'trace_an': -479}
  • id: 29118427
    {'hecke_orbit_code': 9007199388959045, 'n': 55, 'trace_an': 0}
  • id: 29118428
    {'hecke_orbit_code': 9007199388959045, 'n': 56, 'trace_an': 1391625}
  • id: 29118429
    {'hecke_orbit_code': 9007199388959045, 'n': 57, 'trace_an': 5609844}
  • id: 29118430
    {'hecke_orbit_code': 9007199388959045, 'n': 58, 'trace_an': 3027194}
  • id: 29118431
    {'hecke_orbit_code': 9007199388959045, 'n': 59, 'trace_an': 1162668}
  • id: 29118432
    {'hecke_orbit_code': 9007199388959045, 'n': 60, 'trace_an': 0}
  • id: 29118433
    {'hecke_orbit_code': 9007199388959045, 'n': 61, 'trace_an': -1340572}
  • id: 29118434
    {'hecke_orbit_code': 9007199388959045, 'n': 62, 'trace_an': -2715564}
  • id: 29118435
    {'hecke_orbit_code': 9007199388959045, 'n': 63, 'trace_an': -4213476}
  • id: 29118436
    {'hecke_orbit_code': 9007199388959045, 'n': 64, 'trace_an': -6734935}
  • id: 29118437
    {'hecke_orbit_code': 9007199388959045, 'n': 65, 'trace_an': 0}
  • id: 29118438
    {'hecke_orbit_code': 9007199388959045, 'n': 66, 'trace_an': 8124226}
  • id: 29118439
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    {'hecke_orbit_code': 9007199388959045, 'n': 947, 'trace_an': -20479639932}
  • id: 29118623
    {'hecke_orbit_code': 9007199388959045, 'n': 953, 'trace_an': 10717436814}
  • id: 29118624
    {'hecke_orbit_code': 9007199388959045, 'n': 961, 'trace_an': 37372030700}
  • id: 29118625
    {'hecke_orbit_code': 9007199388959045, 'n': 967, 'trace_an': 36890721452}
  • id: 29118626
    {'hecke_orbit_code': 9007199388959045, 'n': 971, 'trace_an': 64037325072}
  • id: 29118627
    {'hecke_orbit_code': 9007199388959045, 'n': 977, 'trace_an': -8797731672}
  • id: 29118628
    {'hecke_orbit_code': 9007199388959045, 'n': 983, 'trace_an': -104017270908}
  • id: 29118629
    {'hecke_orbit_code': 9007199388959045, 'n': 991, 'trace_an': -32318114216}
  • id: 29118630
    {'hecke_orbit_code': 9007199388959045, 'n': 997, 'trace_an': -3520261632}