Newform data - 448.6.a.y

Formats: - HTML - YAML - JSON - 2024-04-24T12:27:35.337625

• 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
  conrey_indexes	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_polredabs	boolean
  is_rm	boolean
  is_self_dual	boolean
  is_self_twist	boolean
  is_twist_minimal	boolean
  label	text
  level	integer
  level_is_prime	boolean
  level_is_prime_power	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': 16128, 'analytic_conductor': 71.85195127621532, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [7, 1]], 'atkin_lehner_string': '-+', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': False, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [448, 1, [127, 197, 129], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 2, 'field_disc': 61, 'field_disc_factorization': [[61, 1]], 'field_poly': [-15, -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': [[3, [-12, -14, 1]], [5, [-2700, 34, 1]]], 'hecke_orbit': 25, 'hecke_orbit_code': 108086391157555648, '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_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '448.6.a.y', 'level': 448, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 7], 'level_radical': 14, 'minimal_twist': '224.6.a.c', 'nf_label': '2.2.61.1', 'prim_orbit_index': 1, 'qexp_display': 'q+(7-\\beta )q^{3}+(-17-7\\beta )q^{5}-7^{2}q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '448.6.a', 'trace_display': [0, 14, -34, -98], 'trace_hash': 1692694535994029803, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.909', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.374', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '65.256', 'prec': 20}], 'trace_zratio': 0, 'traces': [2, 0, 14, 0, -34, 0, -98, 0, -266, 0, -420, 0, 490, 0, 616, 0, -1056, 0, -1246, 0, -686, 0, -504, 0, 306, 0, -3556, 0, 3904, 0, 2044, 0, 2672, 0, 1666, 0, 7488, 0, 9408, 0, 7832, 0, -10332, 0, 16478, 0, 41972, 0, 4802, 0, -9100, 0, -32812, 0, 46424, 0, 21412, 0, -48398, 0, 718, 0, 13034, 0, 33516, 0, -12824, 0, -5480, 0, 103992, 0, -54100, 0, -26894, 0, 20580, 0, 64568, 0, 5830, 0, 47810, 0, 5996, 0, 93940, 0, -17388, 0, -24010, 0, 92632, 0, 232120, 0, -97296, 0, 134428, 0, -99962, 0, 117684, 0, -30184, 0, 117824, 0, -125288, 0, 50708, 0, -130304, 0, -5096, 0, 18522, 0, 51744, 0, 24250, 0, 193172, 0, -102204, 0, -41552, 0, 60656, 0, 266714, 0, 61054, 0, -176960, 0, 524, 0, 347102, 0, 190104, 0, 172088, 0, 399916, 0, 33614, 0, -116340, 0, 193648, 0, 116536, 0, 513520, 0, -263606, 0, 98252, 0, 24696, 0, 1198036, 0, 50224, 0, -363860, 0, -329614, 0, 587594, 0, 571986, 0, 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-12001864, 0, -388696420, 0, 683559044, 0, 1224814304, 0, 979080032, 0, 13902256, 0, 1262338392, 0, 1723918, 0, 122995096, 0, 535776992, 0, -1079249136, 0, 33998728, 0, -55118308, 0], 'weight': 6, 'weight_parity': 1}
• mf_hecke_nf •

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

  
  {'an': [[1, 0], [0, 0], [7, -1], [0, 0], [-17, -7], [0, 0], [-49, 0], [0, 0], [-133, -14], [0, 0], [-210, -46], [0, 0], [245, -49], [0, 0], [308, -32], [0, 0], [-528, 14], [0, 0], [-623, -247], [0, 0], [-343, 49], [0, 0], [-252, 16], [0, 0], [153, 238], [0, 0], [-1778, 278], [0, 0], [1952, -546], [0, 0], [1022, -642], [0, 0], [1336, -112], [0, 0], [833, 343], [0, 0], [3744, 14], [0, 0], [4704, -588], [0, 0], [3916, -1134], [0, 0], [-5166, -1090], [0, 0], [8239, 1169], [0, 0], [20986, 850], [0, 0], [2401, 0], [0, 0], [-4550, 626], [0, 0], [-16406, -2688], [0, 0], [23212, 2252], [0, 0], [10706, -1106], [0, 0], [-24199, -1639], [0, 0], [359, 441], [0, 0], [6517, 686], [0, 0], [16758, -882], [0, 0], [-6412, 3696], [0, 0], [-2740, 364], [0, 0], [51996, 396], [0, 0], [-27050, -5404], [0, 0], [-13447, 1513], [0, 0], [10290, 2254], [0, 0], [32284, 1108], [0, 0], [2915, 7126], [0, 0], [23905, -527], [0, 0], [2998, 3458], [0, 0], [46970, -5774], [0, 0], [-8694, 14448], [0, 0], [-12005, 2401], [0, 0], [46316, -5516], [0, 0], [116060, 8560], [0, 0], [-48648, -6146], [0, 0], [67214, 9058], [0, 0]], 'ap': [[0, 0], [7, -1], [-17, -7], [-49, 0], [-210, -46], [245, -49], [-528, 14], [-623, -247], [-252, 16], [1952, -546], [1022, -642], [3744, 14], [3916, -1134], [-5166, -1090], [20986, 850], [-16406, -2688], [-24199, -1639], [359, 441], [-6412, 3696], [51996, 396], [-27050, -5404], [32284, 1108], [23905, -527], [-8694, 14448], [-48648, -6146], [-49981, 2989], [58842, -15502], [58912, -21812], [-62644, -12894], [-65152, -14798], [-20776, 18228], [133357, -1747], [262, -644], [173551, -9], [-58170, 37716], [96824, -48372], [-131803, -27041], [599018, 4134], [-181930, 45590], [285993, 13251], [548800, 35660], [-321103, 8995], [-161532, 41988], [105972, -65842], [-140370, -96684], [91966, 10950], [-215180, -95808], [-290500, -28556], [-119007, 47465], [372025, 95515], [-836830, -32984], [-726012, -114168], [471112, -13202], [-403725, 68675], [-259678, -49840], [433580, -127156], [-1062767, -7189], [-355656, -191632], [-1025110, 150584], [-149190, -65184], [-1993859, 14341], [-1760153, 91105], [-2289595, 22245], [-141848, 221648], [-165716, 40530], [403598, -49476], [-3010910, 68702], [-2858644, 119014], [459746, 13678], [-1672891, -30961], [762882, 383544], [535472, -437524], [-2840180, -149132], [2087750, -199724], [-2501842, 221610], [-2804270, 168090], [-1717264, -400610], [1876173, -271145], [-2529204, -102802], [283464, -602714], [3040947, 258171], [3173474, 421456], [-2412844, -321616], [3529340, -67942], [1659280, 439904], [427252, -392584], [412650, 588840], [-7025812, 178766], [-6603903, 305515], [-1391488, -51344], [5502525, 8037], [-170394, 1043958], [4834004, -376592], [2505076, -412232], [1059828, 703256], [3340652, -300964], [6592549, -201761], [-2740884, 325738], [-818587, 721317], [-1664258, -104188], [59822, 756762], [-5551362, -261492], [7111923, 520147], [-7573428, -546714], [-12194154, 276370], [30810, 1432144], [2846403, -769269], [-1270602, -804636], [8406720, 929064], [13355082, -337792], [12076792, 42680], [-2828192, 1504566], [-5056988, 1347430], [-8662731, 577981], [15309700, 169564], [2268516, -2269610], [-1480101, -1634357], [8223838, 199286], [838732, -419286], [6838118, -428654], [-11118465, -349671], [2575558, -2213596], [12691905, 938931], [3298372, 1939376], [-11731195, 794837], [4828572, -1273734], [-447800, -324954], [-639506, -240202], [11504010, 511738], [20541543, -215159], [-8996694, 802022], [-2818984, 374772], [-6160588, 2602576], [2209928, -110082], [15983160, -552930], [15371140, 585914], [-8258205, -901299], [-12674627, -2654811], [11527633, 2520763], [-9994572, 2292374], [162729, 611825], [-16395206, 1575672], [-9950416, 2441472], [2018632, 793892], [9753463, 1830857], [-2547846, -256478], [5246817, 1790691], [-12747168, -1492050], [-18964757, 117259], [-18076660, -355172], [-23523696, 1493030], [-3148034, -1740956], [2979648, 71284], [-14658910, -2990622], [-20827912, -539044], [15741712, 1018468], [4407200, -4065600], [38921744, -959378], [-33572178, -922516], [-5221805, -1104635], [-13457682, 3591482], [29027522, -155176], [11840892, 2296024], [-9397367, -3927319], [-26695602, -1280468], [-12032790, 3005154], [-3878056, -3631536], [-7343829, -1850891], [35344692, -857906], [46790257, 2309923], [-11821740, 742776], [33746169, -2388477], [55543964, 739516], [-30411070, -137144], [16936878, 3679606], [-19828322, -4556748], [-32462136, -1367180], [26836944, 2263590], [-30051756, -5509748], [8659195, -4904963], [8965236, -3159632], [-15040893, 7984035], [3120108, -773206], [38348658, -2986816], [52842944, 386164], [-12965091, -4473441], [-6448182, 5770520], [32445497, -3701567], [3233318, -7248388], [41537090, -2036462], [46286642, -4488120], [60969636, -3205440], [-50460536, -617684], [32329061, 1701791], [-3662848, -7379580], [5839846, 3557372], [-31674772, 4953046], [-35012640, -5502098], [-24639394, 2740612], [-12715920, 802832], [7239018, 2212392], [-25270238, 4264834], [-14943037, 7073997], [-33372690, 1805972], [80418933, -2562123], [-5634229, 607901], [-8164142, -11727678], [70795074, 2874726], [37582824, 5968914], [16088359, 625591], [-61232876, -3552906], [86402183, 2468865], [-95304888, -768004], [46185573, 6223677], [-14789992, -1017912], [30370536, 5710558], [29253168, -7689872], [-17046868, 553378], [5175184, -9803272], [4407964, 3023034], [-13495060, -6554590], [-15559320, 11024440], [29646954, 949704], [-88326140, -379816], [-30994327, -1497663], [-20061292, 7294266], [-5686246, -360976], [72296140, -5773280], [18518444, 12012124], [41765038, -7680638], [26179844, -1336622], [5612971, 12959843], [-23970968, 9613720], [15407954, 4830056], [87349185, -482807], [110678512, 339640], [112546712, 3095302], [-58789802, 5824196], [-18199468, 905720], [-24018540, -15102772], [267470, 8096386], [-100749579, -3018027], [-125191668, -5406516], [61644378, -3382232], [42602678, -12327028], [57173438, -12132490], [-12554752, 13302224], [-90924155, -7467259], [-1622614, -423554], [-45462984, -16376880], [53823686, -8063076], [-62918254, 7099512], [-2914436, -15492732], [-31815366, -5278336], [12679439, -11854927], [-124781440, 6575036], [-20743108, -9211902], [-88809357, -264869], [-55185409, 11199545], [-33613408, 9731470], [-64739276, 9737960], [-61712798, 662710], [5314655, 17301081], [-137685753, -10947559], [17507728, -6026762], [-5117777, 8834223], [5632566, -4472020], [25958514, 22672776], [-15138872, -4275484], [-102330868, -1507142], [-53875991, 12650435], [-46324250, -2912486], [-45443762, 19436676], [63553616, 17702412], [110504826, -3379880], [-155883196, -5020692], [-60827046, -24948546], [22101062, 16295412], [-48330664, -28593502], [-111165327, -548047], [-101225068, 2936588], [-63262136, -3673896], [84738626, -2086974], [-77047329, 8621753], [87006241, -8077191], [-36985984, -30325004], [151754394, 3789800], [-27417770, 21940828], [-40365822, -2399134], [181617890, 13784680], [-44947582, 33905648], [26584089, -18075399], [49911476, 31867990], [38246257, -21451367], [-3855742, -19100760], [-85290843, -17669057], [-3131240, -13193360], [-11085667, -10837169], [-95413213, -21729501], [210593719, -9582497], [-34083192, -88298], [196778316, -5101950], [-37416792, 11259592], [104698370, -6486106], [-279393030, 7491646], [-172130570, -7861308], [142916522, 25362278], [-203963213, 3436405], [89798660, 4317240], [125902570, 12151160], [-14990556, 4416828], [-17508648, -15336762], [-72529298, 6481132], [145975018, 4402350], [249015508, -1575780], [47232394, 38179792], [12279659, -794629], [-82591712, 921344], [148881214, -11694956], [-283320774, 3506552], [-119758317, -17065605], [43256878, -9460444], [-347517157, 8587005], [-37021796, 19858756], [194500620, -13127394], [-62344988, -4515630], [-17555818, -12849486], [-171787455, 831161], [119234024, 13883420], [23677212, 27951266], [177244566, 7700756], [66701444, -9664382], [213315746, -5619734], [26717831, 32527655], [-280441448, -1220220], [-67019771, 2570373], [-65348084, 20988450], [-344160366, 10299912], [-13846534, -30097480], [219515002, 33028410], [128817374, -6468028], [10815540, 8000622], [-18113063, -23715461], [38184916, -26918596], [232093444, 15229858], [54486390, -39536166], [87394625, 1140867], [-17974474, -19324526], [80159716, 17034908], [57636523, -50980811], [-89029913, -1118273], [-111067230, 50506904], [-9797342, 27660752], [158700738, 27142866], [130561734, -17277764], [-385642450, 19719028], [-57841602, -28843026], [3286745, 21254713], [50829330, -23439696], [-262195444, 11353288], [-10672386, -11732644], [-143045746, 37298380], [-157605616, -39830804], [-60629856, 55315236], [-53577671, 47983969], [-40209604, -49718578], [-104093071, -47759061], [100181620, -32995536], [393830796, 11302942], [-118187272, 1506668], [-67180393, -53658225], [-274299032, 19481488], [-24224578, -2312772], [-15310064, -31818808], [404479374, -18846268], [121661057, 8887977], [-332050460, 28478200], [229949398, -18200532], [-281379712, -12163242], [-278881920, -22983954], [-82984147, -20718537], [-128657052, -21981050], [254517536, 16306496], [185150218, -27675704], [170019339, 40071035], [-297819984, 2101392], [11655420, 54419204], [-23375609, -82453455], [-247764244, -40982592], [-185964758, 8799130], [-4088660, 18541894], [-270287729, 31742697], [236708304, -45123492], [224473907, 4928955], [-387520896, 21299892], [-385297242, -30998996], [-92596826, 60047110], [-669165588, 9069018], [-25121656, 62877684], [540626176, 15722854], [-186857917, -6381515], [168510666, -14845320], [362950112, 49703296], [65058368, -43508626], [44856393, -43344581], [-53160422, -30251294], [325092850, -2962680], [-256883884, -13631618], [-3260789, 50441763], [-187102237, 6154179], [417622814, 44694244], [-183948636, 31366538], [-194704426, -35355198], [139099044, 27534232], [110698362, -55888672], [220918617, -7621677], [151288452, -83362884], [137168626, -49710622], [-25916288, 49056518], [-235339188, -53461668], [-369970444, -24012198], [-522540661, -17515435], [795418008, -11754048], [-61238289, 70484991], [-690557404, -10498838], [35872043, 24415629], [-527840418, -16417214], [-64696478, -30719192], [-531647361, -44129313], [-27559154, 17164334]], 'char_orbit_index': 1, 'field_poly': [-15, -1, 1], 'hecke_orbit_code': 108086391157555648, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1], 'hecke_ring_inverse_denominators': [1, 2], 'hecke_ring_inverse_numerators': [[1, 0], [1, 1]], 'hecke_ring_numerators': [[1, 0], [-1, 2]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 2, 'label': '448.6.a.y', 'level': 448, 'maxp': 2999, 'weight': 6}
• mf_newspaces •

  Column	Type
  AL_dims	jsonb
  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_prime	boolean
  level_is_prime_power	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

  
  {'AL_dims': [[[[2, -1], [7, -1]], 14, 8], [[[2, 1], [7, -1]], 16, 8], [[[2, 1], [7, 1]], 15, 7], [[[2, -1], [7, 1]], 15, 9]], 'ALdims': [15, 16, 15, 14], 'Nk2': 16128, 'analytic_conductor': 71.85195127621532, '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': [448, 1, [127, 197, 129], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 308, 'dim': 60, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [3, 5], 'hecke_orbit_code': 100663744, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 4, 4, 5, 5], 'label': '448.6.a', 'level': 448, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 7], 'level_radical': 14, 'mf_dim': 332, 'mf_new_dim': 60, 'num_forms': 32, 'plus_dim': 29, 'prim_orbit_index': 1, 'relative_dim': 60, 'sturm_bound': 384, 'trace_bound': 5, 'trace_display': [0, 0, 0, 0], 'traces': [60, 0, 0, 0, 0, 0, 0, 0, 4860, 0, 0, 0, 0, 0, 0, 0, -808, 0, 0, 0, 0, 0, 0, 0, 43732, 0, 0, 0, -4072, 0, 0, 0, -11344, 0, 0, 0, 10648, 0, 0, 0, 28168, 0, 0, 0, 72048, 0, 0, 0, 144060, 0, 0, 0, -52984, 0, 0, 0, 61616, 0, 0, 0, -96160, 0, 0, 0, -7680, 0, 0, 0, -240432, 0, 0, 0, -10072, 0, 0, 0, 7448, 0, 0, 0, 436076, 0, 0, 0, 264800, 0, 0, 0, -70232, 0, 0, 0, -728064, 0, 0, 0, -160808, 0, 0, 0, -28272, 0, 0, 0, 0, 0, 0, 0, 354168, 0, 0, 0, -65752, 0, 0, 0, 547728, 0, 0, 0, 924364, 0, 0, 0, -43152, 0, 0, 0, 241744, 0, 0, 0, 0, 0, 0, 0, -545800, 0, 0, 0, 2445408, 0, 0, 0, -891552, 0, 0, 0, 34568, 0, 0, 0, -1095240, 0, 0, 0, -1457984, 0, 0, 0, -485296, 0, 0, 0, -222816, 0, 0, 0, 2199220, 0, 0, 0, 2933760, 0, 0, 0, -549296, 0, 0, 0, 1300368, 0, 0, 0, -929280, 0, 0, 0, -1775760, 0, 0, 0, 786824, 0, 0, 0, -1264120, 0, 0, 0, -1435984, 0, 0, 0, 6366112, 0, 0, 0, -871856, 0, 0, 0, 7072992, 0, 0, 0, 0, 0, 0, 0, -4976928, 0, 0, 0, 4027348, 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-230880160, 0, 0, 0, -5710093328, 0, 0, 0, 2427263320, 0, 0, 0], 'weight': 6, '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: 329447
    {'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 25, 'source_is_minimal': False, 'source_label': '448.6.a.y', 'source_level': 448, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': True, 'target_label': '224.6.a.c', 'target_level': 224, 'twist_class_label': '224.6.a.c', 'twist_class_level': 224, 'twisting_char_label': '8.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 329448
    {'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 25, 'source_is_minimal': False, 'source_label': '448.6.a.y', 'source_level': 448, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 4, 'target_is_minimal': True, 'target_label': '224.6.a.d', 'target_level': 224, 'twist_class_label': '224.6.a.c', 'twist_class_level': 224, 'twisting_char_label': '8.d', 'twisting_char_orbit': 4, 'weight': 6}
  • id: 329449
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 25, 'source_is_minimal': False, 'source_label': '448.6.a.y', 'source_level': 448, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 19, 'target_is_minimal': False, 'target_label': '448.6.a.s', 'target_level': 448, 'twist_class_label': '224.6.a.c', 'twist_class_level': 224, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 329450
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 25, 'source_is_minimal': False, 'source_label': '448.6.a.y', 'source_level': 448, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 25, 'target_is_minimal': False, 'target_label': '448.6.a.y', 'target_level': 448, 'twist_class_label': '224.6.a.c', 'twist_class_level': 224, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 6}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 906550
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 108086391157555648, 'p': 2}
  • id: 906551
    {'charpoly_factorization': [[[-12, -14, 1], 1]], 'hecke_orbit_code': 108086391157555648, 'p': 3}
  • id: 906552
    {'charpoly_factorization': [[[-2700, 34, 1], 1]], 'hecke_orbit_code': 108086391157555648, 'p': 5}
  • id: 906553
    {'charpoly_factorization': [[[49, 1], 2]], 'hecke_orbit_code': 108086391157555648, 'p': 7}
  • id: 906554
    {'charpoly_factorization': [[[-84976, 420, 1], 1]], 'hecke_orbit_code': 108086391157555648, 'p': 11}
  • id: 906555
    {'charpoly_factorization': [[[-86436, -490, 1], 1]], 'hecke_orbit_code': 108086391157555648, 'p': 13}
  • id: 906556
    {'charpoly_factorization': [[[266828, 1056, 1], 1]], 'hecke_orbit_code': 108086391157555648, 'p': 17}
  • id: 906557
    {'charpoly_factorization': [[[-3333420, 1246, 1], 1]], 'hecke_orbit_code': 108086391157555648, 'p': 19}
  • id: 906558
    {'charpoly_factorization': [[[47888, 504, 1], 1]], 'hecke_orbit_code': 108086391157555648, 'p': 23}
  • id: 906559
    {'charpoly_factorization': [[[-14374772, -3904, 1], 1]], 'hecke_orbit_code': 108086391157555648, 'p': 29}
  • id: 906560
    {'charpoly_factorization': [[[-24097520, -2044, 1], 1]], 'hecke_orbit_code': 108086391157555648, 'p': 31}
  • id: 906561
    {'charpoly_factorization': [[[14005580, -7488, 1], 1]], 'hecke_orbit_code': 108086391157555648, 'p': 37}
  • id: 906562
    {'charpoly_factorization': [[[-63108260, -7832, 1], 1]], 'hecke_orbit_code': 108086391157555648, 'p': 41}
  • id: 906563
    {'charpoly_factorization': [[[-45786544, 10332, 1], 1]], 'hecke_orbit_code': 108086391157555648, 'p': 43}
  • id: 906564
    {'charpoly_factorization': [[[396339696, -41972, 1], 1]], 'hecke_orbit_code': 108086391157555648, 'p': 47}
  • id: 906565
    {'charpoly_factorization': [[[-171589148, 32812, 1], 1]], 'hecke_orbit_code': 108086391157555648, 'p': 53}
  • id: 906566
    {'charpoly_factorization': [[[421726020, 48398, 1], 1]], 'hecke_orbit_code': 108086391157555648, 'p': 59}
  • id: 906567
    {'charpoly_factorization': [[[-11734460, -718, 1], 1]], 'hecke_orbit_code': 108086391157555648, 'p': 61}
  • id: 906568
    {'charpoly_factorization': [[[-792171632, 12824, 1], 1]], 'hecke_orbit_code': 108086391157555648, 'p': 67}
  • id: 906569
    {'charpoly_factorization': [[[2694018240, -103992, 1], 1]], 'hecke_orbit_code': 108086391157555648, 'p': 71}
  • id: 906570
    {'charpoly_factorization': [[[-1049693676, 54100, 1], 1]], 'hecke_orbit_code': 108086391157555648, 'p': 73}
  • id: 906571
    {'charpoly_factorization': [[[967369152, -64568, 1], 1]], 'hecke_orbit_code': 108086391157555648, 'p': 79}
  • id: 906572
    {'charpoly_factorization': [[[554507556, -47810, 1], 1]], 'hecke_orbit_code': 108086391157555648, 'p': 83}
  • id: 906573
    {'charpoly_factorization': [[[-12657841308, 17388, 1], 1]], 'hecke_orbit_code': 108086391157555648, 'p': 89}
  • id: 906574
    {'charpoly_factorization': [[[62455628, 97296, 1], 1]], 'hecke_orbit_code': 108086391157555648, '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': 25, 'label': '448.6.a.y', 'level': 448, 'portrait': 'data:image/png;base64,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', 'weight': 6}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 258485000
    {'hecke_orbit_code': 108086391157555648, 'n': 1, 'trace_an': 2}
  • id: 258485001
    {'hecke_orbit_code': 108086391157555648, 'n': 2, 'trace_an': 0}
  • id: 258485002
    {'hecke_orbit_code': 108086391157555648, 'n': 3, 'trace_an': 14}
  • id: 258485003
    {'hecke_orbit_code': 108086391157555648, 'n': 4, 'trace_an': 0}
  • id: 258485004
    {'hecke_orbit_code': 108086391157555648, 'n': 5, 'trace_an': -34}
  • id: 258485005
    {'hecke_orbit_code': 108086391157555648, 'n': 6, 'trace_an': 0}
  • id: 258485006
    {'hecke_orbit_code': 108086391157555648, 'n': 7, 'trace_an': -98}
  • id: 258485007
    {'hecke_orbit_code': 108086391157555648, 'n': 8, 'trace_an': 0}
  • id: 258485008
    {'hecke_orbit_code': 108086391157555648, 'n': 9, 'trace_an': -266}
  • id: 258485009
    {'hecke_orbit_code': 108086391157555648, 'n': 10, 'trace_an': 0}
  • id: 258485010
    {'hecke_orbit_code': 108086391157555648, 'n': 11, 'trace_an': -420}
  • id: 258485011
    {'hecke_orbit_code': 108086391157555648, 'n': 12, 'trace_an': 0}
  • id: 258485012
    {'hecke_orbit_code': 108086391157555648, 'n': 13, 'trace_an': 490}
  • id: 258485013
    {'hecke_orbit_code': 108086391157555648, 'n': 14, 'trace_an': 0}
  • id: 258485014
    {'hecke_orbit_code': 108086391157555648, 'n': 15, 'trace_an': 616}
  • id: 258485015
    {'hecke_orbit_code': 108086391157555648, 'n': 16, 'trace_an': 0}
  • id: 258485016
    {'hecke_orbit_code': 108086391157555648, 'n': 17, 'trace_an': -1056}
  • id: 258485017
    {'hecke_orbit_code': 108086391157555648, 'n': 18, 'trace_an': 0}
  • id: 258485018
    {'hecke_orbit_code': 108086391157555648, 'n': 19, 'trace_an': -1246}
  • id: 258485019
    {'hecke_orbit_code': 108086391157555648, 'n': 20, 'trace_an': 0}
  • id: 258485020
    {'hecke_orbit_code': 108086391157555648, 'n': 21, 'trace_an': -686}
  • id: 258485021
    {'hecke_orbit_code': 108086391157555648, 'n': 22, 'trace_an': 0}
  • id: 258485022
    {'hecke_orbit_code': 108086391157555648, 'n': 23, 'trace_an': -504}
  • id: 258485023
    {'hecke_orbit_code': 108086391157555648, 'n': 24, 'trace_an': 0}
  • id: 258485024
    {'hecke_orbit_code': 108086391157555648, 'n': 25, 'trace_an': 306}
  • id: 258485025
    {'hecke_orbit_code': 108086391157555648, 'n': 26, 'trace_an': 0}
  • id: 258485026
    {'hecke_orbit_code': 108086391157555648, 'n': 27, 'trace_an': -3556}
  • id: 258485027
    {'hecke_orbit_code': 108086391157555648, 'n': 28, 'trace_an': 0}
  • id: 258485028
    {'hecke_orbit_code': 108086391157555648, 'n': 29, 'trace_an': 3904}
  • id: 258485029
    {'hecke_orbit_code': 108086391157555648, 'n': 30, 'trace_an': 0}
  • id: 258485030
    {'hecke_orbit_code': 108086391157555648, 'n': 31, 'trace_an': 2044}
  • id: 258485031
    {'hecke_orbit_code': 108086391157555648, 'n': 32, 'trace_an': 0}
  • id: 258485032
    {'hecke_orbit_code': 108086391157555648, 'n': 33, 'trace_an': 2672}
  • id: 258485033
    {'hecke_orbit_code': 108086391157555648, 'n': 34, 'trace_an': 0}
  • id: 258485034
    {'hecke_orbit_code': 108086391157555648, 'n': 35, 'trace_an': 1666}
  • id: 258485035
    {'hecke_orbit_code': 108086391157555648, 'n': 36, 'trace_an': 0}
  • id: 258485036
    {'hecke_orbit_code': 108086391157555648, 'n': 37, 'trace_an': 7488}
  • id: 258485037
    {'hecke_orbit_code': 108086391157555648, 'n': 38, 'trace_an': 0}
  • id: 258485038
    {'hecke_orbit_code': 108086391157555648, 'n': 39, 'trace_an': 9408}
  • id: 258485039
    {'hecke_orbit_code': 108086391157555648, 'n': 40, 'trace_an': 0}
  • id: 258485040
    {'hecke_orbit_code': 108086391157555648, 'n': 41, 'trace_an': 7832}
  • id: 258485041
    {'hecke_orbit_code': 108086391157555648, 'n': 42, 'trace_an': 0}
  • id: 258485042
    {'hecke_orbit_code': 108086391157555648, 'n': 43, 'trace_an': -10332}
  • id: 258485043
    {'hecke_orbit_code': 108086391157555648, 'n': 44, 'trace_an': 0}
  • id: 258485044
    {'hecke_orbit_code': 108086391157555648, 'n': 45, 'trace_an': 16478}
  • id: 258485045
    {'hecke_orbit_code': 108086391157555648, 'n': 46, 'trace_an': 0}
  • id: 258485046
    {'hecke_orbit_code': 108086391157555648, 'n': 47, 'trace_an': 41972}
  • id: 258485047
    {'hecke_orbit_code': 108086391157555648, 'n': 48, 'trace_an': 0}
  • id: 258485048
    {'hecke_orbit_code': 108086391157555648, 'n': 49, 'trace_an': 4802}
  • id: 258485049
    {'hecke_orbit_code': 108086391157555648, 'n': 50, 'trace_an': 0}
  • id: 258485050
    {'hecke_orbit_code': 108086391157555648, 'n': 51, 'trace_an': -9100}
  • id: 258485051
    {'hecke_orbit_code': 108086391157555648, 'n': 52, 'trace_an': 0}
  • id: 258485052
    {'hecke_orbit_code': 108086391157555648, 'n': 53, 'trace_an': -32812}
  • id: 258485053
    {'hecke_orbit_code': 108086391157555648, 'n': 54, 'trace_an': 0}
  • id: 258485054
    {'hecke_orbit_code': 108086391157555648, 'n': 55, 'trace_an': 46424}
  • id: 258485055
    {'hecke_orbit_code': 108086391157555648, 'n': 56, 'trace_an': 0}
  • id: 258485056
    {'hecke_orbit_code': 108086391157555648, 'n': 57, 'trace_an': 21412}
  • id: 258485057
    {'hecke_orbit_code': 108086391157555648, 'n': 58, 'trace_an': 0}
  • id: 258485058
    {'hecke_orbit_code': 108086391157555648, 'n': 59, 'trace_an': -48398}
  • id: 258485059
    {'hecke_orbit_code': 108086391157555648, 'n': 60, 'trace_an': 0}
  • id: 258485060
    {'hecke_orbit_code': 108086391157555648, 'n': 61, 'trace_an': 718}
  • id: 258485061
    {'hecke_orbit_code': 108086391157555648, 'n': 62, 'trace_an': 0}
  • id: 258485062
    {'hecke_orbit_code': 108086391157555648, 'n': 63, 'trace_an': 13034}
  • id: 258485063
    {'hecke_orbit_code': 108086391157555648, 'n': 64, 'trace_an': 0}
  • id: 258485064
    {'hecke_orbit_code': 108086391157555648, 'n': 65, 'trace_an': 33516}
  • id: 258485065
    {'hecke_orbit_code': 108086391157555648, 'n': 66, 'trace_an': 0}
  • id: 258485066
    {'hecke_orbit_code': 108086391157555648, 'n': 67, 'trace_an': -12824}
  • id: 258485067
    {'hecke_orbit_code': 108086391157555648, 'n': 68, 'trace_an': 0}
  • id: 258485068
    {'hecke_orbit_code': 108086391157555648, 'n': 69, 'trace_an': -5480}
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