Newform data - 448.6.a.s

Formats: - HTML - YAML - JSON - 2024-04-19T01:19:13.323605

• 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': 1, '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': 19, 'hecke_orbit_code': 81064793393332672, '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.s', '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': 23463392464536379, '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, 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-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': 81064793393332672, '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.s', '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, 0, 0, 0, -2041024, 0, 0, 0, -1459880, 0, 0, 0, 4430016, 0, 0, 0, 1794072, 0, 0, 0, 0, 0, 0, 0, 1371632, 0, 0, 0, -12108064, 0, 0, 0, -395144, 0, 0, 0, -5123592, 0, 0, 0, 4974400, 0, 0, 0, 10810080, 0, 0, 0, 1522528, 0, 0, 0, 8002088, 0, 0, 0, -356456, 0, 0, 0, -21329776, 0, 0, 0, -997964, 0, 0, 0, -10890448, 0, 0, 0, -3670688, 0, 0, 0, 1918840, 0, 0, 0, -1738240, 0, 0, 0, -4992832, 0, 0, 0, 2517448, 0, 0, 0, -15335672, 0, 0, 0, -11874064, 0, 0, 0, -12243568, 0, 0, 0, 0, 0, 0, 0, 23554616, 0, 0, 0, -5431160, 0, 0, 0, -7596448, 0, 0, 0, 2067136, 0, 0, 0, -13327408, 0, 0, 0, -2254376, 0, 0, 0, 0, 0, 0, 0, -6383620, 0, 0, 0, 20651296, 0, 0, 0, 20294952, 0, 0, 0, -3857336, 0, 0, 0, -2982432, 0, 0, 0, -20980016, 0, 0, 0, 1271648, 0, 0, 0, -25030152, 0, 0, 0, 1813488, 0, 0, 0, 26869936, 0, 0, 0, -3366424, 0, 0, 0, 55785360, 0, 0, 0, -8876792, 0, 0, 0, -1625232, 0, 0, 0, 1914256, 0, 0, 0, 3522984, 0, 0, 0, -8099672, 0, 0, 0, 15372832, 0, 0, 0, 3221912, 0, 0, 0, 26195888, 0, 0, 0, 11668860, 0, 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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: 329385
    {'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 19, 'source_is_minimal': False, 'source_label': '448.6.a.s', '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.d', 'twisting_char_orbit': 4, 'weight': 6}
  • id: 329386
    {'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 19, 'source_is_minimal': False, 'source_label': '448.6.a.s', '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.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 329387
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 19, 'source_is_minimal': False, 'source_label': '448.6.a.s', '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': '1.a', 'twisting_char_orbit': 1, 'weight': 6}
  • id: 329388
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 19, 'source_is_minimal': False, 'source_label': '448.6.a.s', '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': '4.b', 'twisting_char_orbit': 2, 'weight': 6}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 906400
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 81064793393332672, 'p': 2}
  • id: 906401
    {'charpoly_factorization': [[[-12, 14, 1], 1]], 'hecke_orbit_code': 81064793393332672, 'p': 3}
  • id: 906402
    {'charpoly_factorization': [[[-2700, 34, 1], 1]], 'hecke_orbit_code': 81064793393332672, 'p': 5}
  • id: 906403
    {'charpoly_factorization': [[[-49, 1], 2]], 'hecke_orbit_code': 81064793393332672, 'p': 7}
  • id: 906404
    {'charpoly_factorization': [[[-84976, -420, 1], 1]], 'hecke_orbit_code': 81064793393332672, 'p': 11}
  • id: 906405
    {'charpoly_factorization': [[[-86436, -490, 1], 1]], 'hecke_orbit_code': 81064793393332672, 'p': 13}
  • id: 906406
    {'charpoly_factorization': [[[266828, 1056, 1], 1]], 'hecke_orbit_code': 81064793393332672, 'p': 17}
  • id: 906407
    {'charpoly_factorization': [[[-3333420, -1246, 1], 1]], 'hecke_orbit_code': 81064793393332672, 'p': 19}
  • id: 906408
    {'charpoly_factorization': [[[47888, -504, 1], 1]], 'hecke_orbit_code': 81064793393332672, 'p': 23}
  • id: 906409
    {'charpoly_factorization': [[[-14374772, -3904, 1], 1]], 'hecke_orbit_code': 81064793393332672, 'p': 29}
  • id: 906410
    {'charpoly_factorization': [[[-24097520, 2044, 1], 1]], 'hecke_orbit_code': 81064793393332672, 'p': 31}
  • id: 906411
    {'charpoly_factorization': [[[14005580, -7488, 1], 1]], 'hecke_orbit_code': 81064793393332672, 'p': 37}
  • id: 906412
    {'charpoly_factorization': [[[-63108260, -7832, 1], 1]], 'hecke_orbit_code': 81064793393332672, 'p': 41}
  • id: 906413
    {'charpoly_factorization': [[[-45786544, -10332, 1], 1]], 'hecke_orbit_code': 81064793393332672, 'p': 43}
  • id: 906414
    {'charpoly_factorization': [[[396339696, 41972, 1], 1]], 'hecke_orbit_code': 81064793393332672, 'p': 47}
  • id: 906415
    {'charpoly_factorization': [[[-171589148, 32812, 1], 1]], 'hecke_orbit_code': 81064793393332672, 'p': 53}
  • id: 906416
    {'charpoly_factorization': [[[421726020, -48398, 1], 1]], 'hecke_orbit_code': 81064793393332672, 'p': 59}
  • id: 906417
    {'charpoly_factorization': [[[-11734460, -718, 1], 1]], 'hecke_orbit_code': 81064793393332672, 'p': 61}
  • id: 906418
    {'charpoly_factorization': [[[-792171632, -12824, 1], 1]], 'hecke_orbit_code': 81064793393332672, 'p': 67}
  • id: 906419
    {'charpoly_factorization': [[[2694018240, 103992, 1], 1]], 'hecke_orbit_code': 81064793393332672, 'p': 71}
  • id: 906420
    {'charpoly_factorization': [[[-1049693676, 54100, 1], 1]], 'hecke_orbit_code': 81064793393332672, 'p': 73}
  • id: 906421
    {'charpoly_factorization': [[[967369152, 64568, 1], 1]], 'hecke_orbit_code': 81064793393332672, 'p': 79}
  • id: 906422
    {'charpoly_factorization': [[[554507556, 47810, 1], 1]], 'hecke_orbit_code': 81064793393332672, 'p': 83}
  • id: 906423
    {'charpoly_factorization': [[[-12657841308, 17388, 1], 1]], 'hecke_orbit_code': 81064793393332672, 'p': 89}
  • id: 906424
    {'charpoly_factorization': [[[62455628, 97296, 1], 1]], 'hecke_orbit_code': 81064793393332672, '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': 19, 'label': '448.6.a.s', '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: 246030000
    {'hecke_orbit_code': 81064793393332672, 'n': 1, 'trace_an': 2}
  • id: 246030001
    {'hecke_orbit_code': 81064793393332672, 'n': 2, 'trace_an': 0}
  • id: 246030002
    {'hecke_orbit_code': 81064793393332672, 'n': 3, 'trace_an': -14}
  • id: 246030003
    {'hecke_orbit_code': 81064793393332672, 'n': 4, 'trace_an': 0}
  • id: 246030004
    {'hecke_orbit_code': 81064793393332672, 'n': 5, 'trace_an': -34}
  • id: 246030005
    {'hecke_orbit_code': 81064793393332672, 'n': 6, 'trace_an': 0}
  • id: 246030006
    {'hecke_orbit_code': 81064793393332672, 'n': 7, 'trace_an': 98}
  • id: 246030007
    {'hecke_orbit_code': 81064793393332672, 'n': 8, 'trace_an': 0}
  • id: 246030008
    {'hecke_orbit_code': 81064793393332672, 'n': 9, 'trace_an': -266}
  • id: 246030009
    {'hecke_orbit_code': 81064793393332672, 'n': 10, 'trace_an': 0}
  • id: 246030010
    {'hecke_orbit_code': 81064793393332672, 'n': 11, 'trace_an': 420}
  • id: 246030011
    {'hecke_orbit_code': 81064793393332672, 'n': 12, 'trace_an': 0}
  • id: 246030012
    {'hecke_orbit_code': 81064793393332672, 'n': 13, 'trace_an': 490}
  • id: 246030013
    {'hecke_orbit_code': 81064793393332672, 'n': 14, 'trace_an': 0}
  • id: 246030014
    {'hecke_orbit_code': 81064793393332672, 'n': 15, 'trace_an': -616}
  • id: 246030015
    {'hecke_orbit_code': 81064793393332672, 'n': 16, 'trace_an': 0}
  • id: 246030016
    {'hecke_orbit_code': 81064793393332672, 'n': 17, 'trace_an': -1056}
  • id: 246030017
    {'hecke_orbit_code': 81064793393332672, 'n': 18, 'trace_an': 0}
  • id: 246030018
    {'hecke_orbit_code': 81064793393332672, 'n': 19, 'trace_an': 1246}
  • id: 246030019
    {'hecke_orbit_code': 81064793393332672, 'n': 20, 'trace_an': 0}
  • id: 246030020
    {'hecke_orbit_code': 81064793393332672, 'n': 21, 'trace_an': -686}
  • id: 246030021
    {'hecke_orbit_code': 81064793393332672, 'n': 22, 'trace_an': 0}
  • id: 246030022
    {'hecke_orbit_code': 81064793393332672, 'n': 23, 'trace_an': 504}
  • id: 246030023
    {'hecke_orbit_code': 81064793393332672, 'n': 24, 'trace_an': 0}
  • id: 246030024
    {'hecke_orbit_code': 81064793393332672, 'n': 25, 'trace_an': 306}
  • id: 246030025
    {'hecke_orbit_code': 81064793393332672, 'n': 26, 'trace_an': 0}
  • id: 246030026
    {'hecke_orbit_code': 81064793393332672, 'n': 27, 'trace_an': 3556}
  • id: 246030027
    {'hecke_orbit_code': 81064793393332672, 'n': 28, 'trace_an': 0}
  • id: 246030028
    {'hecke_orbit_code': 81064793393332672, 'n': 29, 'trace_an': 3904}
  • id: 246030029
    {'hecke_orbit_code': 81064793393332672, 'n': 30, 'trace_an': 0}
  • id: 246030030
    {'hecke_orbit_code': 81064793393332672, 'n': 31, 'trace_an': -2044}
  • id: 246030031
    {'hecke_orbit_code': 81064793393332672, 'n': 32, 'trace_an': 0}
  • id: 246030032
    {'hecke_orbit_code': 81064793393332672, 'n': 33, 'trace_an': 2672}
  • id: 246030033
    {'hecke_orbit_code': 81064793393332672, 'n': 34, 'trace_an': 0}
  • id: 246030034
    {'hecke_orbit_code': 81064793393332672, 'n': 35, 'trace_an': -1666}
  • id: 246030035
    {'hecke_orbit_code': 81064793393332672, 'n': 36, 'trace_an': 0}
  • id: 246030036
    {'hecke_orbit_code': 81064793393332672, 'n': 37, 'trace_an': 7488}
  • id: 246030037
    {'hecke_orbit_code': 81064793393332672, 'n': 38, 'trace_an': 0}
  • id: 246030038
    {'hecke_orbit_code': 81064793393332672, 'n': 39, 'trace_an': -9408}
  • id: 246030039
    {'hecke_orbit_code': 81064793393332672, 'n': 40, 'trace_an': 0}
  • id: 246030040
    {'hecke_orbit_code': 81064793393332672, 'n': 41, 'trace_an': 7832}
  • id: 246030041
    {'hecke_orbit_code': 81064793393332672, 'n': 42, 'trace_an': 0}
  • id: 246030042
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