Newform data - 315.8.a.f

Formats: - HTML - YAML - JSON - 2026-02-23T00:45:43.952334

• 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': 20160, 'analytic_conductor': 98.40128302749835, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, -1], [5, -1], [7, -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': [315, 1, [281, 127, 136], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 4, 'field_disc': 2166421638008, 'field_disc_factorization': [[2, 3], [31, 1], [211, 1], [41400811, 1]], 'field_poly': [5376, 164, -248, -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, [-3024, -2168, -14, 25, 1]]], 'hecke_orbit': 6, 'hecke_orbit_code': 22517998271070523, 'hecke_ring_generator_nbound': 11, 'hecke_ring_index': 4, 'hecke_ring_index_factorization': [[2, 2]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': True, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '315.8.a.f', 'level': 315, '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': [3, 5, 7], 'level_radical': 105, 'minimal_twist': '105.8.a.i', 'prim_orbit_index': 1, 'qexp_display': 'q+(-6-\\beta _{1})q^{2}+(2^{5}+12\\beta _{1}+\\beta _{2}+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 4, 'rm_discs': [], 'sato_tate_group': '7.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '315.8.a', 'trace_display': [-25, 0, 500, 1372], 'trace_hash': 250421378298375528, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '3.920', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '40.811', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '632.873', 'prec': 24}], 'trace_zratio': 0, 'traces': [4, -25, 0, 141, 500, 0, 1372, -3771, 0, -3125, -176, 0, 2240, -8575, 0, 36097, -7776, 0, 27112, 17625, 0, 128884, -179088, 0, 62500, -244454, 0, 48363, -150200, 0, -29784, -356363, 0, -351070, 171500, 0, 141016, -743816, 0, -471375, -119896, 0, 277920, -661260, 0, 1766000, -317400, 0, 470596, -390625, 0, 3196022, -2609552, 0, -22000, -1293453, 0, 1974802, -1597720, 0, -1738768, 4399648, 0, 5563785, 280000, 0, 3882088, 5321270, 0, -1071875, -6337624, 0, 3120992, 7399494, 0, 793120, -60368, 0, -7237440, 4512125, 0, 1990710, -5689896, 0, -972000, 20469040, 0, -6214556, 1122848, 0, 768320, -21286096, 0, -12232652, 3389000, 0, -1342208, -2941225, 0, 2203125, -12912048, 0, -8192144, -3403946, 0, -18316006, 24150952, 0, -46776512, 16110500, 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], [-6, -1, 0, 0], [0, 0, 0, 0], [32, 12, 1, 0], [125, 0, 0, 0], [0, 0, 0, 0], [343, 0, 0, 0], [-924, -56, -19, -2], [0, 0, 0, 0], [-750, -125, 0, 0], [16, -262, 22, -3], [0, 0, 0, 0], [442, 470, 2, -21], [-2058, -343, 0, 0], [0, 0, 0, 0], [8700, 1192, 105, 50], [-2146, 772, 36, 74], [0, 0, 0, 0], [6524, 1182, -166, 55], [4000, 1500, 125, 0], [0, 0, 0, 0], [32248, -282, 174, -26], [-44416, -1232, -192, -64], [0, 0, 0, 0], [15625, 0, 0, 0], [-60116, -3968, -22, 122], [0, 0, 0, 0], [10976, 4116, 343, 0], [-37354, -2508, 1724, -78], [0, 0, 0, 0], [-5204, -8182, -786, -307], [-84996, -15784, -595, -254], [0, 0, 0, 0], [-86244, -3442, -2652, -516], [42875, 0, 0, 0], [0, 0, 0, 0], [39290, -17200, 1056, 816], [-185920, 1094, -1230, 2], [0, 0, 0, 0], [-115500, -7000, -2375, -250], [-28654, -1108, -4172, -986], [0, 0, 0, 0], [81208, -43900, -3012, -70], [-161616, -11616, -3180, 192], [0, 0, 0, 0], [424128, 65504, 3984, 768], [-86212, 27900, -452, 2662], [0, 0, 0, 0], [117649, 0, 0, 0], [-93750, -15625, 0, 0], [0, 0, 0, 0], [791536, 28696, 1182, 2000], [-669334, 70582, -2798, -485], [0, 0, 0, 0], [2000, -32750, 2750, -375], [-316932, -19208, -6517, -686], [0, 0, 0, 0], [517548, -87546, -7844, -2980], [-426084, 106316, 300, -2586], [0, 0, 0, 0], [-419910, -39916, -19212, 3250], [1067504, 109194, 20438, 3414], [0, 0, 0, 0], [1370892, 68120, 12097, -3686], [55250, 58750, 250, -2625], [0, 0, 0, 0], [952664, 53572, 17860, -4294], [1271424, 206824, 28750, -1072], [0, 0, 0, 0], [-257250, -42875, 0, 0], [-1597336, 70186, -18466, 3429], [0, 0, 0, 0], [819966, -127958, -30914, -3171], [1851748, 646, -8144, -7008], [0, 0, 0, 0], [159472, 126512, 28720, -4592], [5488, -89866, 7546, -1029], [0, 0, 0, 0], [-1859208, 191688, 7704, 10996], [1087500, 149000, 13125, 6250], [0, 0, 0, 0], [398820, 343426, 52004, 14260], [-1527988, 398024, 24032, -1068], [0, 0, 0, 0], [-268250, 96500, 4500, 9250], [4995296, 421332, 66524, 6444], [0, 0, 0, 0], [-1687184, 526800, 7380, 8536], [292034, -17224, -28064, 20332], [0, 0, 0, 0], [151606, 161210, 686, -7203], [-5060544, -958208, -85712, -4384], [0, 0, 0, 0], [-3043384, 24184, -83300, -15068], [815500, 147750, -20750, 6875], [0, 0, 0, 0], [-462258, 473878, 32946, -23453], [-705894, -117649, 0, 0], [0, 0, 0, 0], [500000, 187500, 15625, 0]], 'ap': [[-6, -1, 0, 0], [0, 0, 0, 0], [125, 0, 0, 0], [343, 0, 0, 0], [16, -262, 22, -3], [442, 470, 2, -21], [-2146, 772, 36, 74], [6524, 1182, -166, 55], [-44416, -1232, -192, -64], [-37354, -2508, 1724, -78], [-5204, -8182, -786, -307], [39290, -17200, 1056, 816], [-28654, -1108, -4172, -986], [81208, -43900, -3012, -70], [-86212, 27900, -452, 2662], [-669334, 70582, -2798, -485], [-426084, 106316, 300, -2586], [-419910, -39916, -19212, 3250], [952664, 53572, 17860, -4294], [-1597336, 70186, -18466, 3429], [819966, -127958, -30914, -3171], [-1859208, 191688, 7704, 10996], [-1527988, 398024, 24032, -1068], [292034, -17224, -28064, 20332], [-462258, 473878, 32946, -23453], [-3385426, 698188, -68532, -30730], [-2176832, 413552, 101632, -584], [6072628, -263500, 123940, -13998], [-11751786, 306972, -76340, -12930], [-11342066, 491174, -55430, -14421], [-16820184, 56720, -21944, -9768], [16648676, 1197088, 68808, -39328], [-4959338, -1148494, 17198, -44191], [-8518388, -1799450, 151410, 50027], [-32427570, -2640504, 115048, 33068], [-44417560, -2327916, -5892, 12810], [-1946694, 908266, 294382, 102885], [-5494896, 5262484, 22332, -67022], [11927924, 4262260, -94980, 102578], [-38309394, -2456516, 685220, 18526], [-88648496, -1331926, -76874, 59781], [-7342614, -5120736, 448040, 96776], [-94476152, 1441022, 541530, 4831], [105694218, -2821968, 653584, 164856], [-65720702, -6615390, 41814, 20737], [94709132, 1884666, -320226, 38325], [35836260, 7775592, 1148984, -254956], [-37740064, -2424084, -210284, -81994], [14852084, -7887816, -492896, -131060], [101318890, 4119412, 523396, 358306], [-72574330, 4025606, -648710, -256229], [-18144408, 3037594, 305118, 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-1680250218], [51856284548, -770611888, -43792184, -1166935064], [31814086414, 5440582, -103004598, -1324934261], [-87323360880, 68129061180, 1982203844, 1746433798], [-94230522782, 29193492596, 3165483404, 1183724562], [318258131722, 5576988980, 3670940716, -300993606], [-154785685672, 45074676428, 2750048020, 870767566], [-917294872, 27019366302, 4227563778, 898383839], [-24749138228, 40553317212, -5338897452, -1308837826], [-64894383550, -203524300, -9120976596, 877227162], [137461227182, 36187688952, -2324504232, 656637932], [443741333760, -2628713096, -1135748024, 1423781724], [-308557934342, 43028520400, 3965610928, 1466750056], [194915010408, 25431391066, 8218986038, -1063394627], [-235102229908, -47656068190, 4907980374, 1449927657], [-515307622728, 6210678684, -5273451900, 1121469942], [-324897892538, 13651743784, 1674441288, -1669113236], [552246028524, 37150951518, 1516479322, -1406225049], [288022554810, -28223141792, 3340540736, 268727000], [183218484756, -22129861680, 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[-443323097592, 63142548258, 2151258646, 1244543489], [349638305226, 49483111608, 9822480968, -2489255188], [-157938482628, -84615168458, 4201189170, -3033507197], [-625537033574, 19468270880, -5154420616, -154177984], [-502206600428, 43926840028, 3277208628, 3463979054], [-126425217418, 15176225780, 117345500, 588294114], [-1117319063958, 16061969296, -3741098680, -613479040], [429229471662, -55317893746, -11412061550, 2011967], [389345547624, 78105169760, -9353865696, 2016792880], [1335057670318, 8667267872, 1349858984, 914748728], [177244528254, -42742966000, 9692002048, -866915896], [-367752465212, -24752609610, -3688342558, -1778577789], [-358964069270, 56712274192, 961226256, 4116498032], [-261071956250, -48803575712, -2914075920, -879783104], [580719977428, -69815892512, 568398224, 78471744], [-89946638140, 119985094676, -269129276, 1549389418], [452045457238, 123602300770, -3718863050, -360772055], [482241780842, -10603028714, 8908623474, 2732641019], [419942712292, 25381769200, 2615002136, -29338240], [54499784572, 49057999552, 5077423312, -197567024], [-129226519390, -51330350584, -1468781432, -1260194476], [509698766806, 39210362932, -321394380, -3465563846], [-298429508008, -14974691190, -6434664946, -4734447483], [587832124928, 127278975540, -6452597044, 2159331514], [378934557894, 52072604052, 1742699636, 6581314], [6576677708, -40101087476, -6372630916, -492078402], [-342335028890, 50648834136, -8090289336, 329653348], [-146751220222, 24147503990, 6627460690, 4167712859], [1150096231856, 14956037140, 2798839308, -819154750], [271894995924, 40629927036, 1091328860, 1130538382], [-73970755802, 48477355270, 9682318834, 1200227275], [263598252822, -50329388740, 8793324916, 2074518206], [501496376196, 19739493724, 3813924780, 1646056806], [-648282405330, -37470631656, 11708664888, -395842548], [302147946676, -87856526454, 2522070254, 131031597], [-1504357306192, 40409456508, 5610556164, 1337898542]], 'char_orbit_index': 1, 'field_poly': [5376, 164, -248, -1, 1], 'hecke_orbit_code': 22517998271070523, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1, 1, 2], 'hecke_ring_inverse_denominators': [1, 1, 1, 1], 'hecke_ring_inverse_numerators': [[1, 0, 0, 0], [0, 1, 0, 0], [124, 0, 1, 0], [12, 204, 1, 2]], 'hecke_ring_numerators': [[1, 0, 0, 0], [0, 1, 0, 0], [-124, 0, 1, 0], [112, -204, -1, 1]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 4, 'label': '315.8.a.f', 'level': 315, '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': [6, 8, 6, 8, 10, 11, 12, 9], 'ALdims_eis_new': [0, 0, 0, 0, 0, 0, 0, 0], 'ALdims_eis_old': [2, 2, 2, 2, 2, 2, 2, 2], 'ALdims_old': [38, 32, 32, 34, 31, 30, 29, 32], 'Nk2': 20160, 'analytic_conductor': 98.40128302749835, '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': [315, 1, [281, 127, 136], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 328, 'dim': 70, 'eis_dim': 16, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 134218043, 'hecke_orbit_dims': [1, 1, 2, 2, 3, 4, 4, 4, 4, 4, 4, 4, 5, 6, 6, 8, 8], 'label': '315.8.a', 'level': 315, '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': [3, 5, 7], 'level_radical': 105, 'mf_dim': 344, 'mf_new_dim': 70, 'num_forms': 17, 'plus_dim': 37, 'prim_orbit_index': 1, 'relative_dim': 70, 'sturm_bound': 384, 'trace_bound': 2, 'trace_display': [-30, 0, 0, 686], 'traces': [70, -30, 0, 4714, 0, 0, 686, 906, 0, -6500, 5110, 0, -9572, -8918, 0, 308898, -62612, 0, 33720, 0, 0, -184700, -47624, 0, 1093750, -125404, 0, 107702, 131186, 0, -530052, 306778, 0, 1001784, -171500, 0, 495264, 100804, 0, -1365000, 2349068, 0, 2095844, -1647960, 0, -2073176, -3620, 0, 8235430, -468750, 0, 5834120, -2337772, 0, -811000, -1524978, 0, 2851352, -6506252, 0, -3382656, 22740672, 0, 13580954, -2150250, 0, 1684700, -17493108, 0, 686000, -672024, 0, 17383592, 872308, 0, -959548, 2304960, 0, -6066738, -15120000, 0, 1520820, -15755040, 0, 8672750, 47422128, 0, 662336, 26929096, 0, -11956294, 1016960, 0, 5191388, -27587500, 0, -33125748, -3529470, 0, 73656250, 54714192, 0, -6372748, -17918672, 0, 23842596, 6605724, 0, 271570, -14549500, 0, -3500658, -98059248, 0, 24249500, 109113948, 0, 48935036, 8439858, 0, -1169000, 184748312, 0, 36974280, 0, 0, 36839732, -30473390, 0, 29598000, 163564644, 0, 20361852, -144474256, 0, -85711556, -27075976, 0, 55453612, -27440000, 0, 161596160, 80703372, 0, 76934000, 2233588, 0, 187543548, 163184420, 0, 52361694, 367223924, 0, -14053396, -88755500, 0, -276645384, -373734972, 0, -107634000, -104180076, 0, -23890488, 507140996, 0, -86233868, 207192332, 0, 531221108, 46730500, 0, 141127408, -21105788, 0, 10718750, -800867120, 0, -637269092, -151491296, 0, -171242700, -384946156, 0, -160632784, 132831500, 0, -425163196, 95859640, 0, 107660500, 69417414, 0, 445866976, 206497432, 0, 554597386, -1093240924, 0, -271555660, 14156250, 0, -328386792, -319276748, 0, -47085500, 1451466292, 0, 625554792, -66466536, 0, 780568446, -46007092, 0, 990503848, 29061000, 0, 389369484, -491792048, 0, -210321000, -1269460662, 0, -839080140, -426422402, 0, -854190308, 850913796, 0, -397063164, 794564000, 0, 363397284, 1617358472, 0, 266596250, -792684756, 0, 149065056, -402619926, 0, 631472836, -345007058, 0, 1253950032, 0, 0, 435244996, 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68843107424, -13822330480, 0, 279010897152, 52519730548, 0, 56200456288, 0, 0, -324595573852, 58534022244, 0, -25048369500, 111925575652, 0, -10486095288, -182692099248, 0, -47640315568, -50132085680, 0, -48141125648, 55159384500, 0, 92172386348, 80280841836, 0, -21328125000], '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: 241625
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '315.8.a.f', 'source_level': 315, 'target_char_orbit': 1, 'target_dim': 4, 'target_hecke_orbit': 9, 'target_is_minimal': True, 'target_label': '105.8.a.i', 'target_level': 105, 'twist_class_label': '105.8.a.i', 'twist_class_level': 105, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 8}
  • id: 241626
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '315.8.a.f', 'source_level': 315, 'target_char_orbit': 1, 'target_dim': 4, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '315.8.a.f', 'target_level': 315, 'twist_class_label': '105.8.a.i', 'twist_class_level': 105, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 8}
  • id: 241627
    {'conductor': 15, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '315.8.a.f', 'source_level': 315, 'target_char_orbit': 1, 'target_dim': 4, 'target_hecke_orbit': 8, 'target_is_minimal': False, 'target_label': '525.8.a.h', 'target_level': 525, 'twist_class_label': '105.8.a.i', 'twist_class_level': 105, 'twisting_char_label': '15.d', 'twisting_char_orbit': 4, 'weight': 8}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 695425
    {'charpoly_factorization': [[[-3024, -2168, -14, 25, 1], 1]], 'hecke_orbit_code': 22517998271070523, 'p': 2}
  • id: 695426
    {'charpoly_factorization': [[[0, 1], 4]], 'hecke_orbit_code': 22517998271070523, 'p': 3}
  • id: 695427
    {'charpoly_factorization': [[[-125, 1], 4]], 'hecke_orbit_code': 22517998271070523, 'p': 5}
  • id: 695428
    {'charpoly_factorization': [[[-343, 1], 4]], 'hecke_orbit_code': 22517998271070523, 'p': 7}
  • id: 695429
    {'charpoly_factorization': [[[-71841533137920, -86121166032, -28754188, 176, 1], 1]], 'hecke_orbit_code': 22517998271070523, 'p': 11}
  • id: 695430
    {'charpoly_factorization': [[[1867907644133568, 309323904352, -148669700, -2240, 1], 1]], 'hecke_orbit_code': 22517998271070523, 'p': 13}
  • id: 695431
    {'charpoly_factorization': [[[424551067548484368, -4028593599616, -1336591944, 7776, 1], 1]], 'hecke_orbit_code': 22517998271070523, 'p': 17}
  • id: 695432
    {'charpoly_factorization': [[[-124338185111870720, 30627896501392, -1362919052, -27112, 1], 1]], 'hecke_orbit_code': 22517998271070523, 'p': 19}
  • id: 695433
    {'charpoly_factorization': [[[809956175215853568, 199043768631296, 10094714880, 179088, 1], 1]], 'hecke_orbit_code': 22517998271070523, 'p': 23}
  • id: 695434
    {'charpoly_factorization': [[[749240308747236584400, -4866269217054944, -54834868216, 150200, 1], 1]], 'hecke_orbit_code': 22517998271070523, 'p': 29}
  • id: 695435
    {'charpoly_factorization': [[[106469874236929476224, 2275769633794992, -48119817324, 29784, 1], 1]], 'hecke_orbit_code': 22517998271070523, 'p': 31}
  • id: 695436
    {'charpoly_factorization': [[[241587740742677154448, 48111190755309088, -221048607752, -141016, 1], 1]], 'hecke_orbit_code': 22517998271070523, 'p': 37}
  • id: 695437
    {'charpoly_factorization': [[[-5784896843868896103600, -142086116927752800, -516208474712, 119896, 1], 1]], 'hecke_orbit_code': 22517998271070523, 'p': 41}
  • id: 695438
    {'charpoly_factorization': [[[-39352305316155391332352, 344718060509492352, -648010684080, -277920, 1], 1]], 'hecke_orbit_code': 22517998271070523, 'p': 43}
  • id: 695439
    {'charpoly_factorization': [[[684596655464824476647424, -366631860762991616, -1733957745584, 317400, 1], 1]], 'hecke_orbit_code': 22517998271070523, 'p': 47}
  • id: 695440
    {'charpoly_factorization': [[[13162886485747979332800, -363564954362455072, 1152248279388, 2609552, 1], 1]], 'hecke_orbit_code': 22517998271070523, 'p': 53}
  • id: 695441
    {'charpoly_factorization': [[[3442752510371622757416960, -2940155906320385024, -3285839967920, 1597720, 1], 1]], 'hecke_orbit_code': 22517998271070523, 'p': 59}
  • id: 695442
    {'charpoly_factorization': [[[-2811024590868610601843056, -20390512513657041472, -9679758273960, 1738768, 1], 1]], 'hecke_orbit_code': 22517998271070523, 'p': 61}
  • id: 695443
    {'charpoly_factorization': [[[-33147262182304559380661248, 37933644837575057920, -6351655717296, -3882088, 1], 1]], 'hecke_orbit_code': 22517998271070523, 'p': 67}
  • id: 695444
    {'charpoly_factorization': [[[-14281936720259000912032896, -16815610331158738416, 3921261018260, 6337624, 1], 1]], 'hecke_orbit_code': 22517998271070523, 'p': 71}
  • id: 695445
    {'charpoly_factorization': [[[-19783197135581362423984448, 73043836453387478240, -21360518047556, -3120992, 1], 1]], 'hecke_orbit_code': 22517998271070523, 'p': 73}
  • id: 695446
    {'charpoly_factorization': [[[186077750432238484030668800, -114077031199831042048, -16827437369920, 7237440, 1], 1]], 'hecke_orbit_code': 22517998271070523, 'p': 79}
  • id: 695447
    {'charpoly_factorization': [[[-279164799081858357140323584, -274722611046644276864, -40456980676928, 5689896, 1], 1]], 'hecke_orbit_code': 22517998271070523, 'p': 83}
  • id: 695448
    {'charpoly_factorization': [[[-115081957846560833988467760, -435146573993849813568, -111680237848472, -1122848, 1], 1]], 'hecke_orbit_code': 22517998271070523, 'p': 89}
  • id: 695449
    {'charpoly_factorization': [[[342638892695457760436370432, 985656897065869054592, -205381773612228, 1342208, 1], 1]], 'hecke_orbit_code': 22517998271070523, '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': 6, 'label': '315.8.a.f', 'level': 315, 'portrait': 'data:image/png;base64,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', 'weight': 8}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 43849141
    {'hecke_orbit_code': 22517998271070523, 'n': 1, 'trace_an': 4}
  • id: 43849142
    {'hecke_orbit_code': 22517998271070523, 'n': 2, 'trace_an': -25}
  • id: 43849143
    {'hecke_orbit_code': 22517998271070523, 'n': 3, 'trace_an': 0}
  • id: 43849144
    {'hecke_orbit_code': 22517998271070523, 'n': 4, 'trace_an': 141}
  • id: 43849145
    {'hecke_orbit_code': 22517998271070523, 'n': 5, 'trace_an': 500}
  • id: 43849146
    {'hecke_orbit_code': 22517998271070523, 'n': 6, 'trace_an': 0}
  • id: 43849147
    {'hecke_orbit_code': 22517998271070523, 'n': 7, 'trace_an': 1372}
  • id: 43849148
    {'hecke_orbit_code': 22517998271070523, 'n': 8, 'trace_an': -3771}
  • id: 43849149
    {'hecke_orbit_code': 22517998271070523, 'n': 9, 'trace_an': 0}
  • id: 43849150
    {'hecke_orbit_code': 22517998271070523, 'n': 10, 'trace_an': -3125}
  • id: 43849151
    {'hecke_orbit_code': 22517998271070523, 'n': 11, 'trace_an': -176}
  • id: 43849152
    {'hecke_orbit_code': 22517998271070523, 'n': 12, 'trace_an': 0}
  • id: 43849153
    {'hecke_orbit_code': 22517998271070523, 'n': 13, 'trace_an': 2240}
  • id: 43849154
    {'hecke_orbit_code': 22517998271070523, 'n': 14, 'trace_an': -8575}
  • id: 43849155
    {'hecke_orbit_code': 22517998271070523, 'n': 15, 'trace_an': 0}
  • id: 43849156
    {'hecke_orbit_code': 22517998271070523, 'n': 16, 'trace_an': 36097}
  • id: 43849157
    {'hecke_orbit_code': 22517998271070523, 'n': 17, 'trace_an': -7776}
  • id: 43849158
    {'hecke_orbit_code': 22517998271070523, 'n': 18, 'trace_an': 0}
  • id: 43849159
    {'hecke_orbit_code': 22517998271070523, 'n': 19, 'trace_an': 27112}
  • id: 43849160
    {'hecke_orbit_code': 22517998271070523, 'n': 20, 'trace_an': 17625}
  • id: 43849161
    {'hecke_orbit_code': 22517998271070523, 'n': 21, 'trace_an': 0}
  • id: 43849162
    {'hecke_orbit_code': 22517998271070523, 'n': 22, 'trace_an': 128884}
  • id: 43849163
    {'hecke_orbit_code': 22517998271070523, 'n': 23, 'trace_an': -179088}
  • id: 43849164
    {'hecke_orbit_code': 22517998271070523, 'n': 24, 'trace_an': 0}
  • id: 43849165
    {'hecke_orbit_code': 22517998271070523, 'n': 25, 'trace_an': 62500}
  • id: 43849166
    {'hecke_orbit_code': 22517998271070523, 'n': 26, 'trace_an': -244454}
  • id: 43849167
    {'hecke_orbit_code': 22517998271070523, 'n': 27, 'trace_an': 0}
  • id: 43849168
    {'hecke_orbit_code': 22517998271070523, 'n': 28, 'trace_an': 48363}
  • id: 43849169
    {'hecke_orbit_code': 22517998271070523, 'n': 29, 'trace_an': -150200}
  • id: 43849170
    {'hecke_orbit_code': 22517998271070523, 'n': 30, 'trace_an': 0}
  • id: 43849171
    {'hecke_orbit_code': 22517998271070523, 'n': 31, 'trace_an': -29784}
  • id: 43849172
    {'hecke_orbit_code': 22517998271070523, 'n': 32, 'trace_an': -356363}
  • id: 43849173
    {'hecke_orbit_code': 22517998271070523, 'n': 33, 'trace_an': 0}
  • id: 43849174
    {'hecke_orbit_code': 22517998271070523, 'n': 34, 'trace_an': -351070}
  • id: 43849175
    {'hecke_orbit_code': 22517998271070523, 'n': 35, 'trace_an': 171500}
  • id: 43849176
    {'hecke_orbit_code': 22517998271070523, 'n': 36, 'trace_an': 0}
  • id: 43849177
    {'hecke_orbit_code': 22517998271070523, 'n': 37, 'trace_an': 141016}
  • id: 43849178
    {'hecke_orbit_code': 22517998271070523, 'n': 38, 'trace_an': -743816}
  • id: 43849179
    {'hecke_orbit_code': 22517998271070523, 'n': 39, 'trace_an': 0}
  • id: 43849180
    {'hecke_orbit_code': 22517998271070523, 'n': 40, 'trace_an': -471375}
  • id: 43849181
    {'hecke_orbit_code': 22517998271070523, 'n': 41, 'trace_an': -119896}
  • id: 43849182
    {'hecke_orbit_code': 22517998271070523, 'n': 42, 'trace_an': 0}
  • id: 43849183
    {'hecke_orbit_code': 22517998271070523, 'n': 43, 'trace_an': 277920}
  • id: 43849184
    {'hecke_orbit_code': 22517998271070523, 'n': 44, 'trace_an': -661260}
  • id: 43849185
    {'hecke_orbit_code': 22517998271070523, 'n': 45, 'trace_an': 0}
  • id: 43849186
    {'hecke_orbit_code': 22517998271070523, 'n': 46, 'trace_an': 1766000}
  • id: 43849187
    {'hecke_orbit_code': 22517998271070523, 'n': 47, 'trace_an': -317400}
  • id: 43849188
    {'hecke_orbit_code': 22517998271070523, 'n': 48, 'trace_an': 0}
  • id: 43849189
    {'hecke_orbit_code': 22517998271070523, 'n': 49, 'trace_an': 470596}
  • id: 43849190
    {'hecke_orbit_code': 22517998271070523, 'n': 50, 'trace_an': -390625}
  • id: 43849191
    {'hecke_orbit_code': 22517998271070523, 'n': 51, 'trace_an': 0}
  • id: 43849192
    {'hecke_orbit_code': 22517998271070523, 'n': 52, 'trace_an': 3196022}
  • id: 43849193
    {'hecke_orbit_code': 22517998271070523, 'n': 53, 'trace_an': -2609552}
  • id: 43849194
    {'hecke_orbit_code': 22517998271070523, 'n': 54, 'trace_an': 0}
  • id: 43849195
    {'hecke_orbit_code': 22517998271070523, 'n': 55, 'trace_an': -22000}
  • id: 43849196
    {'hecke_orbit_code': 22517998271070523, 'n': 56, 'trace_an': -1293453}
  • id: 43849197
    {'hecke_orbit_code': 22517998271070523, 'n': 57, 'trace_an': 0}
  • id: 43849198
    {'hecke_orbit_code': 22517998271070523, 'n': 58, 'trace_an': 1974802}
  • id: 43849199
    {'hecke_orbit_code': 22517998271070523, 'n': 59, 'trace_an': -1597720}
  • id: 43849200
    {'hecke_orbit_code': 22517998271070523, 'n': 60, 'trace_an': 0}
  • id: 43849201
    {'hecke_orbit_code': 22517998271070523, 'n': 61, 'trace_an': -1738768}
  • id: 43849202
    {'hecke_orbit_code': 22517998271070523, 'n': 62, 'trace_an': 4399648}
  • id: 43849203
    {'hecke_orbit_code': 22517998271070523, 'n': 63, 'trace_an': 0}
  • id: 43849204
    {'hecke_orbit_code': 22517998271070523, 'n': 64, 'trace_an': 5563785}
  • id: 43849205
    {'hecke_orbit_code': 22517998271070523, 'n': 65, 'trace_an': 280000}
  • id: 43849206
    {'hecke_orbit_code': 22517998271070523, 'n': 66, 'trace_an': 0}
  • id: 43849207
    {'hecke_orbit_code': 22517998271070523, 'n': 67, 'trace_an': 3882088}
  • id: 43849208
    {'hecke_orbit_code': 22517998271070523, 'n': 68, 'trace_an': 5321270}
  • id: 43849209
    {'hecke_orbit_code': 22517998271070523, 'n': 69, 'trace_an': 0}
  • id: 43849210
    {'hecke_orbit_code': 22517998271070523, 'n': 70, 'trace_an': -1071875}
  • id: 43849211
    {'hecke_orbit_code': 22517998271070523, 'n': 71, 'trace_an': -6337624}
  • id: 43849212
    {'hecke_orbit_code': 22517998271070523, 'n': 72, 'trace_an': 0}
  • id: 43849213
    {'hecke_orbit_code': 22517998271070523, 'n': 73, 'trace_an': 3120992}
  • id: 43849214
    {'hecke_orbit_code': 22517998271070523, 'n': 74, 'trace_an': 7399494}
  • id: 43849215
    {'hecke_orbit_code': 22517998271070523, 'n': 75, 'trace_an': 0}
  • id: 43849216
    {'hecke_orbit_code': 22517998271070523, 'n': 76, 'trace_an': 793120}
  • id: 43849217
    {'hecke_orbit_code': 22517998271070523, 'n': 77, 'trace_an': -60368}
  • id: 43849218
    {'hecke_orbit_code': 22517998271070523, 'n': 78, 'trace_an': 0}
  • id: 43849219
    {'hecke_orbit_code': 22517998271070523, 'n': 79, 'trace_an': -7237440}
  • id: 43849220
    {'hecke_orbit_code': 22517998271070523, 'n': 80, 'trace_an': 4512125}
  • id: 43849221
    {'hecke_orbit_code': 22517998271070523, 'n': 81, 'trace_an': 0}
  • id: 43849222
    {'hecke_orbit_code': 22517998271070523, 'n': 82, 'trace_an': 1990710}
  • id: 43849223
    {'hecke_orbit_code': 22517998271070523, 'n': 83, 'trace_an': -5689896}
  • id: 43849224
    {'hecke_orbit_code': 22517998271070523, 'n': 84, 'trace_an': 0}
  • id: 43849225
    {'hecke_orbit_code': 22517998271070523, 'n': 85, 'trace_an': -972000}
  • id: 43849226
    {'hecke_orbit_code': 22517998271070523, 'n': 86, 'trace_an': 20469040}
  • id: 43849227
    {'hecke_orbit_code': 22517998271070523, 'n': 87, 'trace_an': 0}
  • id: 43849228
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