Embedded newform data - 605.6.a.c.1.2

Formats: - HTML - YAML - JSON - 2026-08-13T08:34:07.727459

• 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': 21780, 'analytic_conductor': 97.03221098685329, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[5, 1], [11, -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': [605, 1, [122, 486], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 4, 'field_disc': 18497464, 'field_disc_factorization': [[2, 3], [523, 1], [4421, 1]], 'field_poly': [116, -8, -33, -2, 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, [1224, 300, -82, -5, 1]]], 'hecke_orbit': 3, 'hecke_orbit_code': 9007199355404893, 'hecke_ring_generator_nbound': 3, 'hecke_ring_index': 6, 'hecke_ring_index_factorization': [[2, 1], [3, 1]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '605.6.a.c', 'level': 605, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [5, 11], 'level_radical': 55, 'minimal_twist': '55.6.a.b', 'prim_orbit_index': 1, 'qexp_display': 'q+(1+\\beta _{1})q^{2}+(\\beta _{1}-\\beta _{3})q^{3}+(15+\\beta _{1}+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 4, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '605.6.a', 'trace_display': [5, 0, -100, 90], 'trace_hash': 397183952660973470, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.203', 'prec': 10}, {'__RealLiteral__': 0, 'data': '3.751', 'prec': 14}, {'__RealLiteral__': 0, 'data': '1.844', 'prec': 14}, {'__RealLiteral__': 0, 'data': '37.254', 'prec': 17}, {'__RealLiteral__': 0, 'data': '23.095', 'prec': 17}, {'__RealLiteral__': 0, 'data': '556.888', 'prec': 20}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.002', 'prec': 4}, 'traces': [4, 5, 0, 61, -100, 157, 90, 135, 22, -125, 0, -795, -820, -1687, 0, -2671, 3800, 1610, 3394, -1525, 4708, 0, -3020, -2721, 2500, -3650, 5400, -2635, 5248, -3925, 4732, -11505, 0, 9759, -2250, 7150, 10210, 16945, 21080, -3375, 21068, 66565, 12140, 0, -550, -58442, 4720, 665, 24550, 3125, 12718, -58250, -21670, 19135, 0, -28985, -15480, -45435, -69068, 19875, 44000, -33375, 62040, -68223, 20500, 0, -8720, 107335, -57184, 42175, -47516, -63870, 2480, 55717, 0, 102461, 0, 2390, 188192, 66775, -122828, 279030, -68620, 115493, -95000, 115328, 60710, 0, -170266, -40250, 97740, 53950, -62330, 152926, -84850, -186681, 186160, 393590, 0, 38125, 334076, 423075, 60140, 11410, -117700, -123959, -249960, 355095, 197780, 0, 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1145019005, 335547104, -348992750, -131246840, -142796430, 795467350, -101296914, -90737500, -98579106, 0, -722357990, 823696856, -150554150, 265098580, 1749849990, -778661920, -230081900, 214191750, 290173926, 859204520, 0, -931274964, 413122375, 351821606, -795235670, -927663200, 836411084, -512670800, -2428938172, 447891160, 1368251215, 0, -13826875, 900171256, 516840870, -943141280, -858330016, 28586250, -764049363, 123015920, -971907265, 1592843650, 0, -888415840, -670933465, 131316740, 759641544, 198636000, 1665808542, -1378771500, -938825170, 618356920, 276032050, 0, 155713560, -704834200, -626585912, 47187500, 576557901, -41004440, 364177015, -1080615096, -77698350, 477454880, 0, -111839440, 152241456, -87750500, -275564050, 362812760, -129256910, -521775756, -254183500, -464663920, 801140650, 0, 586674616, 557663850, 199159246, 584602320, -765589580, 1828131440, 116688125, 1106212, 110421140, -213943630, 0, -268423000, -855861410, 352857520, 684533410, -309707812, -3284000, 1106622276, -1864228990, 950503620, 201306942, 0, 740474377, 801555340, -842173925, -2104097352, -505021750, -1220698128, -2340422840, 1122900160, 374452296, -37900000, 0, 1549583440, 2416032635, 208929932, 899668550, 399036692, 471472020, -456689660, -49984770, 833128000, 144477460, 0, -407625800, 384456770, 207864750, -678803588, 416022510, 685377140, -384562598, -51532300, 1091676429, -53975540, 0, -1374891512, -367906250, -55689240, -235933460, 1028090980, -599216171, 452523900, 680892176, -366837210, 3429475055, 0, 380124875, 541032176, 1153390730, -717458440, 873767590, 146798000, -1090204444, 898114080, 253523735, 526130808, 0, -899572220, 714115805, 1643254640, -936100029, 226572500, -337481517, 1228820320, -790227645, 404118088, 157319825, 0, 485834855, 1032136630, -1044669394, -275480250, 763081606, -197840060, 593721140, 353271340, -1106736500, 1220856432, 0, -1127324600, 365057080, 363198700, 1202240876, -634718510, -2174634720, -798455720, 42515625], 'weight': 6, 'weight_parity': 1}
• mf_hecke_cc •

  Column	Type
  an_normalized	double precision[]
  angles	double precision[]
  char_orbit_index	smallint
  conrey_index	integer
  dual_conrey_index	integer
  dual_embedding_index	integer
  dual_embedding_m	integer
  embedding_index	integer
  embedding_m	integer
  embedding_root_imag	double precision
  embedding_root_real	double precision
  hecke_orbit	integer
  hecke_orbit_code	bigint
  label	text
  level	integer
  weight	smallint

  
  {'an_normalized': [[1.0, 0.0], [-0.46703039453970213, 0.0], [0.42758199406952363, 0.0], [-0.7818826105760902, 0.0], [-0.4472135954999579, 0.0], [-0.19969378738836221, 0.0], [0.09935195128338688, 0.0], [0.8321933386407858, 0.0], [-0.8171736383475299, 0.0], [0.2088623419498641, 0.0], [0.0, 0.0], [-0.33431892575840944, 0.0], [0.7962191296971478, 0.0], [-0.046400381006169444, 0.0], [-0.19122048093887337, 0.0], [0.393223027297372, 0.0], [-0.223788287858199, 0.0], [0.38164492672489075, 0.0], [0.09513555727073206, 0.0], [0.34966853353462674, 0.0], [0.04248110544444873, 0.0], [0.0, 0.0], [-1.266501988268378, 0.0], [0.3558308871874016, 0.0], [0.2, 0.0], [-0.3718585342825172, 0.0], [-0.7769907278552082, 0.0], [-0.07768156303528306, 0.0], [-0.6511056999231295, 0.0], [0.08930577665695362, 0.0], [0.4010505176207716, 0.0], [-1.0158404442215736, 0.0], [0.0, 0.0], [0.1045159323717791, 0.0], [-0.04443154335338011, 0.0], [0.6389338576451284, 0.0], [-0.09707312181319448, 0.0], [-0.04443119684690442, 0.0], [0.34044896319220713, 0.0], [-0.3721681751246599, 0.0], [-0.9388285506637539, 0.0], [-0.01983996743620358, 0.0], [-0.2278942606820644, 0.0], [0.0, 0.0], [0.36545116095318114, 0.0], [0.5914949232662977, 0.0], [0.6585624793787038, 0.0], [0.16813508612586506, 0.0], [-0.9901291897761835, 0.0], [-0.09340607890794042, 0.0], [-0.09568784237181328, 0.0], [-0.6225498917182284, 0.0], [0.34850755776110615, 0.0], [0.3628782861839082, 0.0], [0.0, 0.0], [0.08268003203899843, 0.0], [0.04067825128473498, 0.0], [0.3040861519221481, 0.0], [-1.2468059485024547, 0.0], [0.1495119688321018, 0.0], [0.4084761486237725, 0.0], [-0.18730278147478072, 0.0], [-0.0811877955071718, 0.0], [0.08120533615681574, 0.0], [-0.3560800197977088, 0.0], [0.0, 0.0], [0.12248451873164579, 0.0], [0.17497617072692215, 0.0], [-0.5415334456368095, 0.0], [0.02075088122233699, 0.0], [-1.0824365263791405, 0.0], [-0.6800464583456689, 0.0], [1.362567543463598, 0.0], [0.04533609837961678, 0.0], [0.08551639881390473, 0.0], [-0.07438483787745111, 0.0], [0.0, 0.0], [-0.159000013600289, 0.0], [1.0363310743537915, 0.0], [-0.17585468387103584, 0.0], [0.48494639355766933, 0.0], [0.43846146842162975, 0.0], [1.4421473280514776, 0.0], [-0.03321523762506373, 0.0], [0.10008116484384474, 0.0], [0.10643354647967826, 0.0], [-0.2784010735231646, 0.0], [0.0, 0.0], [-1.7110470343407578, 0.0], [-0.17067679988495638, 0.0], [0.07910592418457173, 0.0], [0.990255880887088, 0.0], [0.17148198004690415, 0.0], [-0.3075686945732805, 0.0], [-0.04254591462693625, 0.0], [-0.43435508279673113, 0.0], [1.42809149781911, 0.0], [0.4624204261464466, 0.0], [0.0, 0.0], [-0.15637652211521802, 0.0]], 'angles': [-0.2875114302474981, -0.21570942381157227, None, -0.2420905676252862, None, -0.1848331907619737, -0.26784587835978757, -0.24242649497827523, -0.35913995652101566, -0.3027752016471758, -0.21786756552462624, -0.25772786983307583, -0.32776745165616195, -0.2681747246531562, -0.19659679032676294, -0.2221243455974947, -0.3571251827061225, -0.21726416587036756, -0.24024688851120682, -0.34101836073816777, -0.13071099131538766, -0.16330755663541088, -0.12182445718261829, -0.4133822747530819, -0.12343041857252775, -0.21323667521431072, -0.17771220368155247, -0.345375646064093, -0.2619037345143562, -0.2509761617280637, -0.20163778373379965, -0.09096375448234124, -0.23785396569042438, -0.3367482468906529, -0.14188482270416727, -0.413094702046067, -0.31417110304963347, -0.09578303921549157, -0.1658381152326232, -0.30857452236654276, -0.16018866615730742, -0.20954370642733885, -0.18115504423594564, -0.34886905078442576, -0.08001127939261511, -0.2265742323739005, -0.2180368185942004, -0.052312819136153786, -0.24847581226966528, -0.10328153400477039, -0.12597201561139199, -0.2757957487354913, -0.0945796178574412, -0.3288369850707434, -0.2736996502750971, -0.2626373794008205, -0.2868061510217557, -0.19620470383365216, -0.243115537251202, -0.1334527486451248, -0.23660459771274783, -0.23309909327805287, -0.3140032996514767, -0.213904801405954, -0.21450893764599047, -0.16624870631393493, -0.3110672103150569, -0.19945886210739305, -0.34698149432786923, -0.07719637518299226, -0.2050550858277341, -0.3324424756804083, -0.23791467036690742, -0.32908757218415763, -0.4026462546802989, -0.2814611076116272, -0.2587835154977859, -0.31632784054450397, -0.388298476716078, -0.244148255474063, -0.1433594513128684, -0.17653373064245848, -0.23896308157293814, -0.15644571344326472, -0.3687205688150398, -0.27833063054275575, -0.3258397670149538, -0.47566049035219343, -0.3365972369089549, -0.13642662588496907, -0.2894023112937317, -0.2911276826345829, -0.2918425235082254, -0.18451480226242498, -0.25909320081573967, -0.15096815485810539, -0.17475989136351544, -0.2133330215987294, -0.287181574378354, -0.16549481786408196], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 2, 'dual_embedding_m': 2, 'embedding_index': 2, 'embedding_m': 2, 'embedding_root_imag': 0.0, 'embedding_root_real': 1.746656982020712, 'hecke_orbit': 3, 'hecke_orbit_code': 9007199355404893, 'label': '605.6.a.c.1.2', 'level': 605, 'weight': 6}
• 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': [42, 48, 48, 43], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [6, 6, 6, 6], 'ALdims_old': [33, 36, 33, 35], 'Nk2': 21780, 'analytic_conductor': 97.03221098685329, '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': [605, 1, [122, 486], [1, 1]], 'conrey_index': 1, 'cusp_dim': 318, 'dim': 181, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 100663901, 'hecke_orbit_dims': [1, 3, 4, 5, 6, 7, 7, 8, 9, 9, 10, 14, 18, 20, 20, 20, 20], 'label': '605.6.a', 'level': 605, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [5, 11], 'level_radical': 55, 'mf_dim': 342, 'mf_new_dim': 181, 'num_forms': 17, 'plus_dim': 85, 'prim_orbit_index': 1, 'relative_dim': 181, 'sturm_bound': 396, 'trace_bound': 2, 'trace_display': [-2, 40, 25, -4], 'traces': [181, -2, 40, 2896, 25, -24, -4, -732, 14265, -150, 0, 2224, 14, -2484, 1000, 44724, 2634, -6618, 852, 3100, 640, 0, 1088, -8584, 113125, 22436, 2320, 23556, -9594, 7800, -5468, -51256, 0, 34056, -7900, 226264, 30142, -11580, 25248, -12600, 31666, 38924, -18928, 0, -5675, -53336, 14956, 164940, 474889, -1250, 13536, 107836, -3286, 68456, 0, -13328, -48160, 1076, -13976, 80900, 106230, 172672, -230740, 583052, -7250, 0, -40004, 95748, -36648, -63200, -39828, -182316, -185134, 53204, 25000, 39728, 0, 77212, 228688, 89600, 1028413, -300548, -345576, 514352, -88550, -21224, -24688, 0, -268038, 50050, 418656, -222428, 953864, -193856, -117900, 711800, 280494, 436022, 0, 1810000, 229710, -80480, -124940, -105344, -94000, 580420, -140184, 398260, 82262, 0, -838372, 261628, 344430, -571244, 258100, 366176, 168694, -565928, 470536, 593800, 0, 1047908, 785680, -55740, 15625, -1438380, 383156, -2478388, -538912, -270300, -663828, 0, -1771240, -1505032, 349300, 1355124, 36586, 233536, -86452, -937900, -641848, -302880, 0, 3723712, 45950, -1343752, -1072632, -582344, 530878, -15000, 624640, -2489640, 924322, 0, 450000, -480184, -1268654, 457200, 1477796, -163100, -323472, 80846, -1291032, 617200, 0, 1244888, -269140, 4118740, 6766767, -1099100, 319972, 926404, -1959762, 1345508, -2500, 0, -744800, -4092076, 32884, -607700, 679602, 828800, -2054416, 2533312, 374650, -3948640, 0, 1274872, 2026048, 2028100, 209604, 1448828, 1165466, -84452, -62400, 6074492, -283834, 0, -2196040, -457500, -6199244, 188132, -2588048, 192920, -253750, -445600, 2915828, 5178084, 0, 1844900, 3150652, 11320324, -1335052, 9472908, -728600, 7579288, 1883680, 5995692, 2334336, 0, -331396, 3279088, 2353824, -924168, 8915625, -1999100, 1990608, -1289600, -3180790, 1671200, 0, 4723524, -3849678, -1092280, -1477200, 1843212, -5359360, -2117872, -1635152, 744200, -1210486, 0, 14340200, 9029440, 3109625, 12645024, 1502832, 6730704, -1928240, -93750, 9864652, -7986060, 0, -11320624, -2466400, -20652, -2809474, 644120, 1923528, -1683500, -174322, -2859184, 5565476, 0, 1008350, 8168576, -1919364, -17233300, -2271302, -2089400, 1394296, -8256292, -2938940, -1456172, 0, -7410760, 1205238, 7843512, 4849056, -3916000, -1829310, 11080784, 3743984, -7820848, -712000, 0, 6058820, -10873400, 10041219, 1134900, -4269824, -9255676, -9317674, 3146624, 1601500, -1377112, 0, 800060, -2537160, 1390000, 8406048, -24579476, 7051696, -5742976, -5650, -18489360, -12121584, 0, -4541368, 1917800, 2240396, 16270376, -3250042, -2444596, 2252500, 4736288, -3242594, -258000, 0, 5760600, -2336592, -40600744, -20596572, 25476376, 8750, -7274216, 6601232, -2084548, 8549088, 0, 3512628, 3097092, -2794318, 1210016, 700800, 17129552, 9221802, -3547846, 5450912, 932500, 0, -7740096, -4068440, -27579632, 1816200, 13907804, -6995736, -10988000, 3219558, -1552500, -7710848, 0, -760894, -5098088, 3861600, -8111420, -13411764, 1796328, -9450456, -11993400, 14730497, 8512812, 0, 8032276, 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• mf_twists_cc •

  Column	Type
  conductor	integer
  degree	integer
  order	integer
  parity	smallint
  source_conrey_index	integer
  source_dim	integer
  source_embedding_index	integer
  source_hecke_orbit_code	bigint
  source_is_minimal	boolean
  source_label	text
  source_level	integer
  target_conrey_index	integer
  target_dim	integer
  target_embedding_index	integer
  target_hecke_orbit_code	bigint
  target_is_minimal	boolean
  target_label	text
  target_level	integer
  twist_class_label	text
  twist_class_level	integer
  twisting_char_label	text
  twisting_conrey_index	integer
  weight	smallint

  
  
  • id: 40499571
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 9007199355404893, 'source_is_minimal': False, 'source_label': '605.6.a.c.1.2', 'source_level': 605, 'target_conrey_index': 1, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 9007199355404893, 'target_is_minimal': False, 'target_label': '605.6.a.c.1.2', 'target_level': 605, 'twist_class_label': '55.6.a.b.1.3', 'twist_class_level': 55, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 6}
  • id: 40499572
    {'conductor': 11, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 9007199355404893, 'source_is_minimal': False, 'source_label': '605.6.a.c.1.2', 'source_level': 605, 'target_conrey_index': 1, 'target_dim': 4, 'target_embedding_index': 3, 'target_hecke_orbit_code': 4503599728033847, 'target_is_minimal': True, 'target_label': '55.6.a.b.1.3', 'target_level': 55, 'twist_class_label': '55.6.a.b.1.3', 'twist_class_level': 55, 'twisting_char_label': '11.10', 'twisting_conrey_index': 10, 'weight': 6}
  • id: 40499573
    {'conductor': 33, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 9007199355404893, 'source_is_minimal': False, 'source_label': '605.6.a.c.1.2', 'source_level': 605, 'target_conrey_index': 1, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 27021597864886767, 'target_is_minimal': False, 'target_label': '495.6.a.g.1.2', 'target_level': 495, 'twist_class_label': '55.6.a.b.1.3', 'twist_class_level': 55, 'twisting_char_label': '33.32', 'twisting_conrey_index': 32, 'weight': 6}
  • id: 40499574
    {'conductor': 44, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 9007199355404893, 'source_is_minimal': False, 'source_label': '605.6.a.c.1.2', 'source_level': 605, 'target_conrey_index': 1, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 58546795256480624, 'target_is_minimal': False, 'target_label': '880.6.a.n.1.2', 'target_level': 880, 'twist_class_label': '55.6.a.b.1.3', 'twist_class_level': 55, 'twisting_char_label': '44.43', 'twisting_conrey_index': 43, 'weight': 6}
  • id: 40499575
    {'conductor': 55, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 9007199355404893, 'source_is_minimal': False, 'source_label': '605.6.a.c.1.2', 'source_level': 605, 'target_conrey_index': 199, 'target_dim': 8, 'target_embedding_index': 5, 'target_hecke_orbit_code': 13510867702251795, 'target_is_minimal': False, 'target_label': '275.6.b.d.199.5', 'target_level': 275, 'twist_class_label': '55.6.a.b.1.3', 'twist_class_level': 55, 'twisting_char_label': '55.32', 'twisting_conrey_index': 32, 'weight': 6}
  • id: 40499576
    {'conductor': 55, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 9007199355404893, 'source_is_minimal': False, 'source_label': '605.6.a.c.1.2', 'source_level': 605, 'target_conrey_index': 199, 'target_dim': 8, 'target_embedding_index': 4, 'target_hecke_orbit_code': 13510867702251795, 'target_is_minimal': False, 'target_label': '275.6.b.d.199.4', 'target_level': 275, 'twist_class_label': '55.6.a.b.1.3', 'twist_class_level': 55, 'twisting_char_label': '55.43', 'twisting_conrey_index': 43, 'weight': 6}
  • id: 40499577
    {'conductor': 55, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 9007199355404893, 'source_is_minimal': False, 'source_label': '605.6.a.c.1.2', 'source_level': 605, 'target_conrey_index': 1, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 13510798982775059, 'target_is_minimal': False, 'target_label': '275.6.a.d.1.2', 'target_level': 275, 'twist_class_label': '55.6.a.b.1.3', 'twist_class_level': 55, 'twisting_char_label': '55.54', 'twisting_conrey_index': 54, 'weight': 6}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 1112650
    {'charpoly_factorization': [[[1224, 300, -82, -5, 1], 1]], 'hecke_orbit_code': 9007199355404893, 'p': 2}
  • id: 1112651
    {'charpoly_factorization': [[[32104, -1800, -497, 0, 1], 1]], 'hecke_orbit_code': 9007199355404893, 'p': 3}
  • id: 1112652
    {'charpoly_factorization': [[[25, 1], 4]], 'hecke_orbit_code': 9007199355404893, 'p': 5}
  • id: 1112653
    {'charpoly_factorization': [[[-59409676, 5164180, -41839, -90, 1], 1]], 'hecke_orbit_code': 9007199355404893, 'p': 7}
  • id: 1112654
    {'charpoly_factorization': [[[0, 1], 4]], 'hecke_orbit_code': 9007199355404893, 'p': 11}
  • id: 1112655
    {'charpoly_factorization': [[[-4887860000, -198704000, -202900, 820, 1], 1]], 'hecke_orbit_code': 9007199355404893, 'p': 13}
  • id: 1112656
    {'charpoly_factorization': [[[-500025407256, -524723400, 3979727, -3800, 1], 1]], 'hecke_orbit_code': 9007199355404893, 'p': 17}
  • id: 1112657
    {'charpoly_factorization': [[[123062234816, -1267251024, 3459601, -3394, 1], 1]], 'hecke_orbit_code': 9007199355404893, 'p': 19}
  • id: 1112658
    {'charpoly_factorization': [[[-26010252218016, -57394839360, -15963812, 3020, 1], 1]], 'hecke_orbit_code': 9007199355404893, 'p': 23}
  • id: 1112659
    {'charpoly_factorization': [[[563529236434956, 135450035532, -43044217, -5248, 1], 1]], 'hecke_orbit_code': 9007199355404893, 'p': 29}
  • id: 1112660
    {'charpoly_factorization': [[[-2285702081856, 5448624816, 3506755, -4732, 1], 1]], 'hecke_orbit_code': 9007199355404893, 'p': 31}
  • id: 1112661
    {'charpoly_factorization': [[[21956626606324, 22088709020, -15182863, -10210, 1], 1]], 'hecke_orbit_code': 9007199355404893, 'p': 37}
  • id: 1112662
    {'charpoly_factorization': [[[1739992467579696, 2514636127152, -83206672, -21068, 1], 1]], 'hecke_orbit_code': 9007199355404893, 'p': 41}
  • id: 1112663
    {'charpoly_factorization': [[[559080671259904, -59824800320, -136056604, -12140, 1], 1]], 'hecke_orbit_code': 9007199355404893, 'p': 43}
  • id: 1112664
    {'charpoly_factorization': [[[11979503243382816, 1083600158880, -281478908, -4720, 1], 1]], 'hecke_orbit_code': 9007199355404893, 'p': 47}
  • id: 1112665
    {'charpoly_factorization': [[[21094536187174644, -2059300149780, -331590727, 21670, 1], 1]], 'hecke_orbit_code': 9007199355404893, 'p': 53}
  • id: 1112666
    {'charpoly_factorization': [[[-602063927055187776, -54450779680224, 99562420, 69068, 1], 1]], 'hecke_orbit_code': 9007199355404893, 'p': 59}
  • id: 1112667
    {'charpoly_factorization': [[[-813076074639139316, 92594962181500, -1648982281, -44000, 1], 1]], 'hecke_orbit_code': 9007199355404893, 'p': 61}
  • id: 1112668
    {'charpoly_factorization': [[[-102069395034904064, 32968503447680, -2345723512, 8720, 1], 1]], 'hecke_orbit_code': 9007199355404893, 'p': 67}
  • id: 1112669
    {'charpoly_factorization': [[[-3006746815089326976, -216244724769312, -3210188725, 47516, 1], 1]], 'hecke_orbit_code': 9007199355404893, 'p': 71}
  • id: 1112670
    {'charpoly_factorization': [[[4809100108163347744, 72180807065440, -6107953276, -2480, 1], 1]], 'hecke_orbit_code': 9007199355404893, 'p': 73}
  • id: 1112671
    {'charpoly_factorization': [[[-14263163119948878144, 194072668645728, 8453857948, -188192, 1], 1]], 'hecke_orbit_code': 9007199355404893, 'p': 79}
  • id: 1112672
    {'charpoly_factorization': [[[-7700727791309117904, -567775942328880, -7190346128, 68620, 1], 1]], 'hecke_orbit_code': 9007199355404893, 'p': 83}
  • id: 1112673
    {'charpoly_factorization': [[[5668537112271777636, -703400679068196, -426066523, 170266, 1], 1]], 'hecke_orbit_code': 9007199355404893, 'p': 89}
  • id: 1112674
    {'charpoly_factorization': [[[-5492096538456631424, 374382236942000, 4607290484, -186160, 1], 1]], 'hecke_orbit_code': 9007199355404893, 'p': 97}
• mf_newform_portraits •

  Column	Type
  char_orbit_index	smallint
  hecke_orbit	integer
  label	text
  level	integer
  portrait	text
  weight	smallint

  
  {'char_orbit_index': 1, 'hecke_orbit': 3, 'label': '605.6.a.c', 'level': 605, 'portrait': 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', 'weight': 6}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  Showing the first 100 of 258 matching records in this table.
  • id: 28952995
    {'hecke_orbit_code': 9007199355404893, 'n': 1, 'trace_an': 4}
  • id: 28952996
    {'hecke_orbit_code': 9007199355404893, 'n': 2, 'trace_an': 5}
  • id: 28952997
    {'hecke_orbit_code': 9007199355404893, 'n': 3, 'trace_an': 0}
  • id: 28952998
    {'hecke_orbit_code': 9007199355404893, 'n': 4, 'trace_an': 61}
  • id: 28952999
    {'hecke_orbit_code': 9007199355404893, 'n': 5, 'trace_an': -100}
  • id: 28953000
    {'hecke_orbit_code': 9007199355404893, 'n': 6, 'trace_an': 157}
  • id: 28953001
    {'hecke_orbit_code': 9007199355404893, 'n': 7, 'trace_an': 90}
  • id: 28953002
    {'hecke_orbit_code': 9007199355404893, 'n': 8, 'trace_an': 135}
  • id: 28953003
    {'hecke_orbit_code': 9007199355404893, 'n': 9, 'trace_an': 22}
  • id: 28953004
    {'hecke_orbit_code': 9007199355404893, 'n': 10, 'trace_an': -125}
  • id: 28953005
    {'hecke_orbit_code': 9007199355404893, 'n': 11, 'trace_an': 0}
  • id: 28953006
    {'hecke_orbit_code': 9007199355404893, 'n': 12, 'trace_an': -795}
  • id: 28953007
    {'hecke_orbit_code': 9007199355404893, 'n': 13, 'trace_an': -820}
  • id: 28953008
    {'hecke_orbit_code': 9007199355404893, 'n': 14, 'trace_an': -1687}
  • id: 28953009
    {'hecke_orbit_code': 9007199355404893, 'n': 15, 'trace_an': 0}
  • id: 28953010
    {'hecke_orbit_code': 9007199355404893, 'n': 16, 'trace_an': -2671}
  • id: 28953011
    {'hecke_orbit_code': 9007199355404893, 'n': 17, 'trace_an': 3800}
  • id: 28953012
    {'hecke_orbit_code': 9007199355404893, 'n': 18, 'trace_an': 1610}
  • id: 28953013
    {'hecke_orbit_code': 9007199355404893, 'n': 19, 'trace_an': 3394}
  • id: 28953014
    {'hecke_orbit_code': 9007199355404893, 'n': 20, 'trace_an': -1525}
  • id: 28953015
    {'hecke_orbit_code': 9007199355404893, 'n': 21, 'trace_an': 4708}
  • id: 28953016
    {'hecke_orbit_code': 9007199355404893, 'n': 22, 'trace_an': 0}
  • id: 28953017
    {'hecke_orbit_code': 9007199355404893, 'n': 23, 'trace_an': -3020}
  • id: 28953018
    {'hecke_orbit_code': 9007199355404893, 'n': 24, 'trace_an': -2721}
  • id: 28953019
    {'hecke_orbit_code': 9007199355404893, 'n': 25, 'trace_an': 2500}
  • id: 28953020
    {'hecke_orbit_code': 9007199355404893, 'n': 26, 'trace_an': -3650}
  • id: 28953021
    {'hecke_orbit_code': 9007199355404893, 'n': 27, 'trace_an': 5400}
  • id: 28953022
    {'hecke_orbit_code': 9007199355404893, 'n': 28, 'trace_an': -2635}
  • id: 28953023
    {'hecke_orbit_code': 9007199355404893, 'n': 29, 'trace_an': 5248}
  • id: 28953024
    {'hecke_orbit_code': 9007199355404893, 'n': 30, 'trace_an': -3925}
  • id: 28953025
    {'hecke_orbit_code': 9007199355404893, 'n': 31, 'trace_an': 4732}
  • id: 28953026
    {'hecke_orbit_code': 9007199355404893, 'n': 32, 'trace_an': -11505}
  • id: 28953027
    {'hecke_orbit_code': 9007199355404893, 'n': 33, 'trace_an': 0}
  • id: 28953028
    {'hecke_orbit_code': 9007199355404893, 'n': 34, 'trace_an': 9759}
  • id: 28953029
    {'hecke_orbit_code': 9007199355404893, 'n': 35, 'trace_an': -2250}
  • id: 28953030
    {'hecke_orbit_code': 9007199355404893, 'n': 36, 'trace_an': 7150}
  • id: 28953031
    {'hecke_orbit_code': 9007199355404893, 'n': 37, 'trace_an': 10210}
  • id: 28953032
    {'hecke_orbit_code': 9007199355404893, 'n': 38, 'trace_an': 16945}
  • id: 28953033
    {'hecke_orbit_code': 9007199355404893, 'n': 39, 'trace_an': 21080}
  • id: 28953034
    {'hecke_orbit_code': 9007199355404893, 'n': 40, 'trace_an': -3375}
  • id: 28953035
    {'hecke_orbit_code': 9007199355404893, 'n': 41, 'trace_an': 21068}
  • id: 28953036
    {'hecke_orbit_code': 9007199355404893, 'n': 42, 'trace_an': 66565}
  • id: 28953037
    {'hecke_orbit_code': 9007199355404893, 'n': 43, 'trace_an': 12140}
  • id: 28953038
    {'hecke_orbit_code': 9007199355404893, 'n': 44, 'trace_an': 0}
  • id: 28953039
    {'hecke_orbit_code': 9007199355404893, 'n': 45, 'trace_an': -550}
  • id: 28953040
    {'hecke_orbit_code': 9007199355404893, 'n': 46, 'trace_an': -58442}
  • id: 28953041
    {'hecke_orbit_code': 9007199355404893, 'n': 47, 'trace_an': 4720}
  • id: 28953042
    {'hecke_orbit_code': 9007199355404893, 'n': 48, 'trace_an': 665}
  • id: 28953043
    {'hecke_orbit_code': 9007199355404893, 'n': 49, 'trace_an': 24550}
  • id: 28953044
    {'hecke_orbit_code': 9007199355404893, 'n': 50, 'trace_an': 3125}
  • id: 28953045
    {'hecke_orbit_code': 9007199355404893, 'n': 51, 'trace_an': 12718}
  • id: 28953046
    {'hecke_orbit_code': 9007199355404893, 'n': 52, 'trace_an': -58250}
  • id: 28953047
    {'hecke_orbit_code': 9007199355404893, 'n': 53, 'trace_an': -21670}
  • id: 28953048
    {'hecke_orbit_code': 9007199355404893, 'n': 54, 'trace_an': 19135}
  • id: 28953049
    {'hecke_orbit_code': 9007199355404893, 'n': 55, 'trace_an': 0}
  • id: 28953050
    {'hecke_orbit_code': 9007199355404893, 'n': 56, 'trace_an': -28985}
  • id: 28953051
    {'hecke_orbit_code': 9007199355404893, 'n': 57, 'trace_an': -15480}
  • id: 28953052
    {'hecke_orbit_code': 9007199355404893, 'n': 58, 'trace_an': -45435}
  • id: 28953053
    {'hecke_orbit_code': 9007199355404893, 'n': 59, 'trace_an': -69068}
  • id: 28953054
    {'hecke_orbit_code': 9007199355404893, 'n': 60, 'trace_an': 19875}
  • id: 28953055
    {'hecke_orbit_code': 9007199355404893, 'n': 61, 'trace_an': 44000}
  • id: 28953056
    {'hecke_orbit_code': 9007199355404893, 'n': 62, 'trace_an': -33375}
  • id: 28953057
    {'hecke_orbit_code': 9007199355404893, 'n': 63, 'trace_an': 62040}
  • id: 28953058
    {'hecke_orbit_code': 9007199355404893, 'n': 64, 'trace_an': -68223}
  • id: 28953059
    {'hecke_orbit_code': 9007199355404893, 'n': 65, 'trace_an': 20500}
  • id: 28953060
    {'hecke_orbit_code': 9007199355404893, 'n': 66, 'trace_an': 0}
  • id: 28953061
    {'hecke_orbit_code': 9007199355404893, 'n': 67, 'trace_an': -8720}
  • id: 28953062
    {'hecke_orbit_code': 9007199355404893, 'n': 68, 'trace_an': 107335}
  • id: 28953063
    {'hecke_orbit_code': 9007199355404893, 'n': 69, 'trace_an': -57184}
  • id: 28953064
    {'hecke_orbit_code': 9007199355404893, 'n': 70, 'trace_an': 42175}
  • id: 28953065
    {'hecke_orbit_code': 9007199355404893, 'n': 71, 'trace_an': -47516}
  • id: 28953066
    {'hecke_orbit_code': 9007199355404893, 'n': 72, 'trace_an': -63870}
  • id: 28953067
    {'hecke_orbit_code': 9007199355404893, 'n': 73, 'trace_an': 2480}
  • id: 28953068
    {'hecke_orbit_code': 9007199355404893, 'n': 74, 'trace_an': 55717}
  • id: 28953069
    {'hecke_orbit_code': 9007199355404893, 'n': 75, 'trace_an': 0}
  • id: 28953070
    {'hecke_orbit_code': 9007199355404893, 'n': 76, 'trace_an': 102461}
  • id: 28953071
    {'hecke_orbit_code': 9007199355404893, 'n': 77, 'trace_an': 0}
  • id: 28953072
    {'hecke_orbit_code': 9007199355404893, 'n': 78, 'trace_an': 2390}
  • id: 28953073
    {'hecke_orbit_code': 9007199355404893, 'n': 79, 'trace_an': 188192}
  • id: 28953074
    {'hecke_orbit_code': 9007199355404893, 'n': 80, 'trace_an': 66775}
  • id: 28953075
    {'hecke_orbit_code': 9007199355404893, 'n': 81, 'trace_an': -122828}
  • id: 28953076
    {'hecke_orbit_code': 9007199355404893, 'n': 82, 'trace_an': 279030}
  • id: 28953077
    {'hecke_orbit_code': 9007199355404893, 'n': 83, 'trace_an': -68620}
  • id: 28953078
    {'hecke_orbit_code': 9007199355404893, 'n': 84, 'trace_an': 115493}
  • id: 28953079
    {'hecke_orbit_code': 9007199355404893, 'n': 85, 'trace_an': -95000}
  • id: 28953080
    {'hecke_orbit_code': 9007199355404893, 'n': 86, 'trace_an': 115328}
  • id: 28953081
    {'hecke_orbit_code': 9007199355404893, 'n': 87, 'trace_an': 60710}
  • id: 28953082
    {'hecke_orbit_code': 9007199355404893, 'n': 88, 'trace_an': 0}
  • id: 28953083
    {'hecke_orbit_code': 9007199355404893, 'n': 89, 'trace_an': -170266}
  • id: 28953084
    {'hecke_orbit_code': 9007199355404893, 'n': 90, 'trace_an': -40250}
  • id: 28953085
    {'hecke_orbit_code': 9007199355404893, 'n': 91, 'trace_an': 97740}
  • id: 28953086
    {'hecke_orbit_code': 9007199355404893, 'n': 92, 'trace_an': 53950}
  • id: 28953087
    {'hecke_orbit_code': 9007199355404893, 'n': 93, 'trace_an': -62330}
  • id: 28953088
    {'hecke_orbit_code': 9007199355404893, 'n': 94, 'trace_an': 152926}
  • id: 28953089
    {'hecke_orbit_code': 9007199355404893, 'n': 95, 'trace_an': -84850}
  • id: 28953090
    {'hecke_orbit_code': 9007199355404893, 'n': 96, 'trace_an': -186681}
  • id: 28953091
    {'hecke_orbit_code': 9007199355404893, 'n': 97, 'trace_an': 186160}
  • id: 28953092
    {'hecke_orbit_code': 9007199355404893, 'n': 98, 'trace_an': 393590}
  • id: 28953093
    {'hecke_orbit_code': 9007199355404893, 'n': 99, 'trace_an': 0}
  • id: 28953094
    {'hecke_orbit_code': 9007199355404893, 'n': 100, 'trace_an': 38125}