Embedded newform data - 98.6.c.c.67.1

Formats: - HTML - YAML - JSON - 2025-11-08T14:03:46.108952

• 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': 3528, 'analytic_conductor': 15.717614341672101, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 7, 'char_degree': 2, 'char_is_minimal': False, 'char_is_real': False, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 3, 'char_parity': 1, 'char_values': [98, 3, [3], [2]], 'cm_discs': [], 'conrey_index': 67, 'dim': 2, 'field_disc': -3, 'field_disc_factorization': [[-1, 1], [3, 1]], 'field_poly': [1, -1, 1], 'field_poly_is_cyclotomic': True, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 6, 'has_non_self_twist': 1, 'hecke_cutters': [[3, [100, 10, 1]]], 'hecke_orbit': 3, 'hecke_orbit_code': 9007336794357858, 'hecke_ring_generator_nbound': 9, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 7, 3, 1, 3, 0]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '98.6.c.c', 'level': 98, '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': [2, 7], 'level_radical': 14, 'minimal_twist': '14.6.a.a', 'nf_label': '2.0.3.1', 'prim_orbit_index': 3, 'qexp_display': 'q+4\\zeta_{6}q^{2}+(-10+10\\zeta_{6})q^{3}+(-2^{4}+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '5.2.3.c3', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '98.6.c', 'trace_display': [4, -10, -84, 0], 'trace_hash': 1864421386381110911, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.921', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.099', 'prec': 17}, {'__RealLiteral__': 0, 'data': '10.724', 'prec': 20}, {'__RealLiteral__': 0, 'data': '2.241', 'prec': 17}, {'__RealLiteral__': 0, 'data': '91.469', 'prec': 20}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 'traces': [2, 4, -10, -16, -84, -80, 0, -128, 143, 336, 336, -160, 1168, 0, 1680, -256, 1458, -572, -470, 2688, 0, 2688, 4200, 640, -3931, 2336, -7720, 0, 9732, 3360, 7372, 1024, 3360, 11664, 0, -4576, -14330, 1880, -5840, 5376, 12444, 0, 7408, 5376, 12012, -16800, 1812, 5120, 0, -31448, 14580, -9344, 37242, -15440, -56448, 0, 9400, 19464, -34302, -13440, -24476, 58976, 0, 8192, -49056, -13440, 17452, 23328, -84000, 0, 56448, -9152, -3602, 57320, -39310, 15040, 0, -46720, -42872, -21504, 3851, 24888, -70404, 0, -244944, 14816, -48660, -21504, -26730, 96096, 0, -134400, 73720, -7248, -39480, 10240, -33956, 0, 96096, -62896, -99204, -58320, 131644, -74752, 0, 297936, -48852, 61760, 56374, -112896, 286600, 0, 17484, 18800, 352800, -77856, 83512, -274416, 0, -107520, 48155, 97904, -62220, 117952, 135408, 0, 631984, 16384, -37040, 196224, 24666, -107520, 0, 139616, 324240, -93312, -303234, -168000, 501172, 0, -36240, 112896, 196224, 36608, -408744, -28816, 0, 458560, 60594, 157240, -124448, 30080, 416988, 0, -1238496, -93440, -76040, 171488, 372420, -172032, 0, 30808, -124256, -99552, 282240, -140808, -144840, 0, -60474, -489888, 67210, -59264, 441552, -389280, 0, -172032, -343020, 106920, 10692, 192192, -1092128, 0, 489520, -268800, -1203720, -294880, -489888, -57984, 0, -315840, 575976, -40960, 413938, -67912, 981120, 0, -989892, 192192, -520364, 251584, 174520, -793632, 0, -466560, -522648, -526576, -600600, -149504, -315840, 0, 366568, 595872, -282240, 195408, -311136, 494080, 0, 450992, -36020, 451584, 851472, 573200, -2554928, 0, -1124266, 34968, 1287642, -75200, -350936, 2822400, 0, -622848, -836154, -334048, 152208, -548832, 857440, 0, 1548672, -215040, 1152850, -192620, -899470, 783232, 0, -497760, -274480, -471808, 352020, 270816, 2716020, 0, 2822400, 1263968, 1224720, -65536, 317742, -296320, 0, 1569792, 695838, -98664, -1051008, -215040, -6256656, 0, 534600, 279232, -1189584, -1296960, 1430080, -746496, 0, -2425872, 1320816, 672000, -63302, 1002344, 2108392, 0, -993228, -72480, 1158418, -451584, -394800, 1569792, 0, 292864, -705907, 1634976, 169780, -57632, 2877720, 0, 5762736, 917120, -1296960, -242376, 2452800, 1257920, 0, -995584, -992040, -120320, -2055984, 833976, -1978196, 0, -2632880, -2476992, 2220504, 373760, -2330078, -608320, 0, 1371904, -427542, -1489680, 1634976, -344064, 977040, 0, -1370520, 61616, -2295704, 497024, 563740, -796416, 0, 2257920, 396616, 563232, 2049190, -289680, -2931936, 0, -6436388, -120948, -87420, 1959552, -2476992, 537680, 0, -474112, 3528000, -1766208, -2780184, -778560, -677600, 0, -4508480, -344064, 362046, 1372080, -2370816, 855360, 0, 85536, -876528, -768768, 2255199, -2184256, -963100, 0, 605136, 979040, -2980616, 1075200, 889746, -9629760, 0, -2359040, -3914414, 1959552, -677040, -115968, 5683488, 0, 7213216, -631680, -3159920, -2303904, 2666436, -327680, 0, 3311504, 529672, 271648, 213366, 1962240, 12247200, 0, -493320, -1979784, -3601248, -768768, 4094080, -4162912, 0, 2012672, -942366, -698080, 4305248, -1587264, -646968, 0, -9629760, -933120, 4845610, 2090592, -3032340, -4212608, 0, -4804800, 2956968, 598016, -2505860, -631680, -3469692, 0, -3302900, 733136, -259116, -2383488, 5731398, -2257920, 0, 1563264, 1962240, 1244544, -4143600, 988160, -6079316, 0, 8174880, 901984, 1974000, 144080, -2542712, 3612672, 0, 6811776, 2432100, -2292800, -2245320, -5109856, -1211880, 0, 3657060, -2248532, 2090592, -139872, -1244480, 10301136, 0, -601600, -1580630, 1403744, -5627880, 5644800, 10192080, 0, -14046752, -1245696, 6192480, 3344616, 4248450, -2672384, 0, 1217664, -760400, 2195328, 1244544, 1714880, 3695140, 0, 10651212, 3097344, -559284, 860160, -8368720, 9222800, 0, -1540960, 1426152, 3597880, 1320568, 1566464, 2485120, 0, 12543864, -995520, 7094628, 1097920, -4036032, -3774464, 0, 2816160, 3937852, -1083264, 724200, 5432040, -15196608, 0, 16666272, 5644800, 302370, -5055872, 7826640, 9797760, 0, -524288, 1814200, -1270968, 11058096, -592640, 1217664, 0, -8831040, 3139584, -8944542, -2783352, -4074806, -789312, 0, -8408064, -10748376, 860160, -11203657, -12513312, -9810372, 0, 7267296, 1069200, -4103568, -1116928, 106920, -9516672, 0, -10375680, 11867578, -5720320, 5460640, -1492992, -9470832, 0, -10756016, -4851744, 3500068, -5283264, -2287020, 5376000, 0, -506416, -12037200, -4009376, 5648778, 4216784, 4326272, 0, 9797760, -1986456, -4564074, 289920, -734328, 9267344, 0, -3612672, -8001654, 1579200, 13716352, 3139584, -11519520, 0, -33020400, 585728, -6097970, 2823628, 4139380, 13079808, 0, 1358240, -12513312, 230528, 7015008, 5755440, -16169244, 0, -6929680, 11525472, 4949460, -3668480, -1415754, -10375680, 0, -1939008, -5203640, -9811200, -8754600, 2515840, 17405524, 0, 4991272, -1991168, 4045020, 3968160, 16957792, -962560, 0, -16447872, 1058208, -3335904, -17674346, -3956392, 10452960, 0, -19412724, -5265760, -14873918, 9907968, -16212000, 17764032, 0, 2990080, 6597239, 9320312, 1579200, -1216640, -41786280, 0, 25270528, 2743808, -1832840, 1710168, -26543328, -11917440, 0, 13079808, 4036032, 1376256, -6233982, 1954080, 21374836, 0, 6222720, -2741040, -18325836, -246464, 11525472, -18365632, 0, 3976192, 7288566, -2254960, 2071944, -1592832, -1030172, 0, 9086736, 4515840, 21002068, -1586464, 8514720, 4505856, 0, 16393520, 20437200, 1158720, 12774640, -5863872, -16447872, 0, 6938452, -12872776, 15173660, 483792, 18091632, -699360, 0, 15676416, 12876420, 9907968, -4677516, 1075360, 50943312, 0, 7018720, -948224, 21749328, -14112000, -16896038, -14129664, 0, -22241472, -21049224, 3114240, 9071676, -1355200, 16723080, 0, 4819284, -9016960, -6735100, 1376256, 1522080, 2896368, 0, 10976640, 5770102, 9483264, 6130696, 1710720, 61924800, 0, -32965632, 171072, -7743360, 3506112, 14371596, -6150144, 0, 18041592, 11528500, 8737024, -19128246, -1926200, -28140920, 0, 19860986, 1210272, 5400432, -3916160, 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21302424, 48381984, -12389376, 16349760, -4474272, 0, 6881280, -25717233, 33474880, 6985836, 18445600, -69541584, 0, -33861008, -3081920, 6852600, -5704608, -28614366, 28783040, 0, 10564544, -22957040, -6265856, -36944490, 4970240, -17962560, 0, 16122964, 25087728, 38878716, 3982080, 41575464, 56757024, 0, 8783360, 15556800, 16144128, -24921200, -7548928, -7932320, 0, 87421152, 5632320, -10195628, -15751408, 55313800, -8666112], '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], [0.3535533905932738, 0.6123724356957945], [-0.3207501495497921, 0.5555555555555556], [-0.25, 0.4330127018922193], [-0.7513188404399294, -1.3013224043256921], [-0.45360921162651446, 0.0], [0.0, 0.0], [-0.3535533905932738, 0.0], [0.294238683127572, 0.5096363487291141], [0.5312626469082877, -0.9201738966086791], [0.4186273213972255, -0.7250837900964604], [-0.16037507477489604, -0.2777777777777778], [0.9584169070873781, 0.0], [0.0, 0.0], [0.9639425217227349, 0.0], [-0.125, -0.21650635094610965], [0.6117940160951099, -1.0596583196433418], [-0.20805816812690595, 0.3603673181255087], [-0.14934265224260945, -0.2586690614212897], [0.7513188404399294, 0.0], [0.0, 0.0], [0.5920284354998769, 0.0], [0.8277509820791248, 1.4337067569760793], [0.11340230290662862, -0.19641855032959654], [-0.62896, 1.089390675928521], [0.3388515471026612, 0.5869080958051277], [-1.0190087055655945, 0.0], [0.0, 0.0], [1.0744274858139529, 0.0], [0.34080514689210334, 0.5902918298980975], [0.6888919284814696, -1.1931958210540108], [0.08838834764831845, -0.15309310892394862], [0.26854955188757795, 0.4651414682191395], [0.8652073949404079, 0.0], [0.0, 0.0], [-0.294238683127572, 0.0], [-0.8604227494834806, -1.4902959180934965], [0.10560120212113351, -0.18290664741415352], [-0.3074123662793257, 0.5324538372707657], [0.26563132345414386, 0.46008694830433955], [0.5780566011129726, 0.0], [0.0, 0.0], [0.30549199811355743, 0.0], [0.20931366069861276, 0.3625418950482302], [0.4421341324399584, -0.7657987811463949], [-0.5853083325619735, 1.0137837700907593], [0.05982511647672814, 0.10362014130641913], [0.16037507477489604, 0.0], [0.0, 0.0], [-0.8894837621901819, 0.0], [0.39246604431234877, 0.6797711289945665], [-0.23960422677184454, 0.4150066944770897], [0.9105699755388175, -1.5771534614799816], [-0.360273982896779, -0.6240128430224219], [-1.2580903747545484, 0.0], [0.0, 0.0], [0.1916067121639183, 0.0], [0.37986748055612957, 0.6579497764663991], [-0.6414449905866447, 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[-0.8816538675640053, 0.0], [-0.8821185036989393, -1.5278740667031976], [-0.4397531777202905, 0.7616748466014092], [0.1921145476477934, -0.3327521573990901], [0.39485307202546127, 0.6839055822727522], [0.6368353432722392, 0.0], [0.0, 0.0], [2.16468597006052, 0.0], [-0.5383298331121087, -0.9324146221802467], [-0.35975577673076725, 0.6231152836140942], [0.09496687013903239, -0.16448744411659977], [0.4347620309286084, 0.7530299267701813], [0.9391116595156465, 0.0], [0.0, 0.0], [0.5045061601555288, 0.0], [0.41755862116342635, 0.7232327469934595], [-0.3187082579565705, 0.552018895572548], [-0.769692162981687, 1.3331459324718669], [-0.09970323299522746, -0.17269106522661165], [-0.6683359681245935, 0.0], [0.0, 0.0], [0.8623954941245918, 0.0], [0.0449477371404791, 0.07785176441256045], [0.33077900201119487, -0.5729260375603173], [0.055839927645002174, -0.0967175917721137], [0.47848691926858394, 0.828763654930295], [0.32072249529332236, 0.0], [0.0, 0.0], [0.18085994970090075, 0.0], [-0.7828793562030029, -1.3559868211404138], [-0.1239489601521081, 0.21468589652878142], [-0.0379106323794541, 0.06566314142828031], [0.13283786417221627, 0.230081929915212], [0.15329482435470312, 0.0], [0.0, 0.0], [-0.267847548726901, 0.0], [0.3789030421239359, 0.6562793201010675], [0.8583121274207534, -1.486640213445277], [-0.21921724072745988, 0.3796953988350179], [0.288537019851034, 0.49976077824650067], [-0.07875508668048685, 0.0], [0.0, 0.0], [0.12049281521534186, 0.0], [-0.44914417825383646, -0.7779405366594172], [0.5831111596496057, -1.009978154973524], [0.12137316371528489, -0.21022448623024875], [0.31964668598431406, 0.5536443005958466], [-1.201977393623141, 0.0], [0.0, 0.0], [-0.5822422298617559, 0.0], [-0.0528570562244851, -0.09155110691933296], [0.1172238399455433, -0.20303764664400312], [-0.0973344267178589, 0.16858817240092122], [-0.4869743172612021, -0.8434642594775678], [0.48858598285415755, 0.0], [0.0, 0.0], [0.1784117151792084, 0.0], [-0.3867001637900894, 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-0.17046189549267982, -0.31189073512380017, -0.10719120618429584, 0.0718566607853016, -0.1597384252156574, -0.2957153908676158, -0.4184331045502449, -0.2033339146096214, -0.22559418080079924, -0.07380618153464767, -0.23448823019472642, 0.19416570385776175, -0.15251136819767439, -0.3785058528468172, -0.19609899353209498, -0.4229637582739224, -0.14648008820586517, -0.2952404167745132, -0.1119525074631394, -0.2646001267126613, -0.4970446152808014, 0.021349910188169095, -0.1163962596879228, -0.3801817598079182, -0.24487398447807313, -0.08230620399792825, -0.07333341596800132, 0.20456211084263975, -0.15730730797395145, -0.06550285660649503, -0.4523094844491054, -0.4363086862222134, -0.11264881556111983, -0.2660173566275716, 0.011426935431891196, -0.41468181632526624, -0.3563253105836984, 0.013428340617048132, -0.35117939705614515, -0.3250589372625311, -0.4937727632568019, -0.22737060950283225, -0.41480415691345557, -0.2610424689202394, -0.11881739440104705, -0.4991706231645789, 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-0.2000070982497116, 0.2340417104484251, -0.25395478970009433, -0.24912064902542774, 0.19805203737765567, -0.3953714542922375, -0.004482933500824127, -0.4672574537415129, -0.34498038267177206, -0.3167953085742299, 4.3660073160562005e-05, -0.3986128764101702, -0.17897845213435726, -0.41139171446991735, -0.01174957637402516, -0.30422764287299364, -0.3630109317968381, -0.44020842270982824, -0.2713788655246168, -0.29701413183102354, -0.1642830707647902, 0.18959105060644818, -0.30579178373210875, -0.4826909696799302, -0.4426320351563835], 'char_orbit_index': 3, 'conrey_index': 67, 'dual_conrey_index': 79, 'dual_embedding_index': 1, 'dual_embedding_m': 2, 'embedding_index': 1, 'embedding_m': 1, 'embedding_root_imag': 0.8660254037844386, 'embedding_root_real': 0.5, 'hecke_orbit': 3, 'hecke_orbit_code': 9007336794357858, 'label': '98.6.c.c.67.1', 'level': 98, '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

  
  {'Nk2': 3528, 'analytic_conductor': 15.717614341672101, 'char_conductor': 7, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 3, 'char_parity': 1, 'char_values': [98, 3, [3], [2]], 'conrey_index': 67, 'cusp_dim': 124, 'dim': 32, 'eis_dim': 32, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 137539616866, 'hecke_orbit_dims': [2, 2, 2, 2, 4, 4, 4, 4, 8], 'label': '98.6.c', 'level': 98, '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': [2, 7], 'level_radical': 14, 'mf_dim': 156, 'mf_new_dim': 32, 'num_forms': 9, 'prim_orbit_index': 3, 'relative_dim': 16, 'sturm_bound': 84, 'trace_bound': 9, 'trace_display': [0, 0, 28, 0], 'traces': [32, 0, 0, -256, 28, -224, 0, 0, -504, 448, -612, 0, -3360, 0, 5200, -4096, 2996, -2768, -616, -896, 0, -4736, -880, 1792, -12708, 7840, 17136, 0, 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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: 40694229
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 67, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 9007336794357858, 'source_is_minimal': False, 'source_label': '98.6.c.c.67.1', 'source_level': 98, 'target_conrey_index': 67, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9007336794357858, 'target_is_minimal': False, 'target_label': '98.6.c.c.67.1', 'target_level': 98, 'twist_class_label': '14.6.a.a.1.1', 'twist_class_level': 14, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 6}
  • id: 40694230
    {'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 67, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 9007336794357858, 'source_is_minimal': False, 'source_label': '98.6.c.c.67.1', 'source_level': 98, 'target_conrey_index': 79, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9007336794357858, 'target_is_minimal': False, 'target_label': '98.6.c.c.79.1', 'target_level': 98, 'twist_class_label': '14.6.a.a.1.1', 'twist_class_level': 14, 'twisting_char_label': '7.2', 'twisting_conrey_index': 2, 'weight': 6}
  • id: 40694231
    {'conductor': 7, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 67, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 9007336794357858, 'source_is_minimal': False, 'source_label': '98.6.c.c.67.1', 'source_level': 98, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 100663394, 'target_is_minimal': False, 'target_label': '98.6.a.a.1.1', 'target_level': 98, 'twist_class_label': '14.6.a.a.1.1', 'twist_class_level': 14, 'twisting_char_label': '7.3', 'twisting_conrey_index': 3, 'weight': 6}
  • id: 40694232
    {'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 67, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 9007336794357858, 'source_is_minimal': False, 'source_label': '98.6.c.c.67.1', 'source_level': 98, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 100663310, 'target_is_minimal': True, 'target_label': '14.6.a.a.1.1', 'target_level': 14, 'twist_class_label': '14.6.a.a.1.1', 'twist_class_level': 14, 'twisting_char_label': '7.4', 'twisting_conrey_index': 4, 'weight': 6}
  • id: 40694233
    {'conductor': 7, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 67, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 9007336794357858, 'source_is_minimal': False, 'source_label': '98.6.c.c.67.1', 'source_level': 98, 'target_conrey_index': 79, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 13510936421728354, 'target_is_minimal': False, 'target_label': '98.6.c.d.79.1', 'target_level': 98, 'twist_class_label': '14.6.a.a.1.1', 'twist_class_level': 14, 'twisting_char_label': '7.5', 'twisting_conrey_index': 5, 'weight': 6}
  • id: 40694234
    {'conductor': 7, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 67, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 9007336794357858, 'source_is_minimal': False, 'source_label': '98.6.c.c.67.1', 'source_level': 98, 'target_conrey_index': 67, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 13510936421728354, 'target_is_minimal': False, 'target_label': '98.6.c.d.67.1', 'target_level': 98, 'twist_class_label': '14.6.a.a.1.1', 'twist_class_level': 14, 'twisting_char_label': '7.6', 'twisting_conrey_index': 6, 'weight': 6}
  • id: 40694235
    {'conductor': 21, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 67, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 9007336794357858, 'source_is_minimal': False, 'source_label': '98.6.c.c.67.1', 'source_level': 98, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 22517998237515902, 'target_is_minimal': False, 'target_label': '126.6.a.f.1.1', 'target_level': 126, 'twist_class_label': '14.6.a.a.1.1', 'twist_class_level': 14, 'twisting_char_label': '21.11', 'twisting_conrey_index': 11, 'weight': 6}
  • id: 40694236
    {'conductor': 21, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 67, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 9007336794357858, 'source_is_minimal': False, 'source_label': '98.6.c.c.67.1', 'source_level': 98, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 103582791530185586, 'target_is_minimal': False, 'target_label': '882.6.a.x.1.1', 'target_level': 882, 'twist_class_label': '14.6.a.a.1.1', 'twist_class_level': 14, 'twisting_char_label': '21.17', 'twisting_conrey_index': 17, 'weight': 6}
  • id: 40694237
    {'conductor': 28, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 67, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 9007336794357858, 'source_is_minimal': False, 'source_label': '98.6.c.c.67.1', 'source_level': 98, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 36028797119628048, 'target_is_minimal': False, 'target_label': '784.6.a.i.1.1', 'target_level': 784, 'twist_class_label': '14.6.a.a.1.1', 'twist_class_level': 14, 'twisting_char_label': '28.3', 'twisting_conrey_index': 3, 'weight': 6}
  • id: 40694238
    {'conductor': 28, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 67, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 9007336794357858, 'source_is_minimal': False, 'source_label': '98.6.c.c.67.1', 'source_level': 98, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9007199355404400, 'target_is_minimal': False, 'target_label': '112.6.a.c.1.1', 'target_level': 112, 'twist_class_label': '14.6.a.a.1.1', 'twist_class_level': 14, 'twisting_char_label': '28.11', 'twisting_conrey_index': 11, 'weight': 6}
  • id: 40694239
    {'conductor': 35, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 67, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 9007336794357858, 'source_is_minimal': False, 'source_label': '98.6.c.c.67.1', 'source_level': 98, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 36028797119627614, 'target_is_minimal': False, 'target_label': '350.6.a.i.1.1', 'target_level': 350, 'twist_class_label': '14.6.a.a.1.1', 'twist_class_level': 14, 'twisting_char_label': '35.4', 'twisting_conrey_index': 4, 'weight': 6}
  • id: 40694240
    {'conductor': 35, 'degree': 4, 'order': 12, 'parity': -1, 'source_conrey_index': 67, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 9007336794357858, 'source_is_minimal': False, 'source_label': '98.6.c.c.67.1', 'source_level': 98, 'target_conrey_index': 99, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 13510936421728606, 'target_is_minimal': False, 'target_label': '350.6.c.d.99.2', 'target_level': 350, 'twist_class_label': '14.6.a.a.1.1', 'twist_class_level': 14, 'twisting_char_label': '35.18', 'twisting_conrey_index': 18, 'weight': 6}
  • id: 40694241
    {'conductor': 35, 'degree': 4, 'order': 12, 'parity': -1, 'source_conrey_index': 67, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 9007336794357858, 'source_is_minimal': False, 'source_label': '98.6.c.c.67.1', 'source_level': 98, 'target_conrey_index': 99, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 13510936421728606, 'target_is_minimal': False, 'target_label': '350.6.c.d.99.1', 'target_level': 350, 'twist_class_label': '14.6.a.a.1.1', 'twist_class_level': 14, 'twisting_char_label': '35.32', 'twisting_conrey_index': 32, 'weight': 6}
  • id: 40694242
    {'conductor': 56, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 67, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 9007336794357858, 'source_is_minimal': False, 'source_label': '98.6.c.c.67.1', 'source_level': 98, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 49539596001739200, 'target_is_minimal': False, 'target_label': '448.6.a.l.1.1', 'target_level': 448, 'twist_class_label': '14.6.a.a.1.1', 'twist_class_level': 14, 'twisting_char_label': '56.11', 'twisting_conrey_index': 11, 'weight': 6}
  • id: 40694243
    {'conductor': 56, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 67, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 9007336794357858, 'source_is_minimal': False, 'source_label': '98.6.c.c.67.1', 'source_level': 98, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 18014398610145728, 'target_is_minimal': False, 'target_label': '448.6.a.e.1.1', 'target_level': 448, 'twist_class_label': '14.6.a.a.1.1', 'twist_class_level': 14, 'twisting_char_label': '56.53', 'twisting_conrey_index': 53, 'weight': 6}
  • id: 40694244
    {'conductor': 84, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 67, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 9007336794357858, 'source_is_minimal': False, 'source_label': '98.6.c.c.67.1', 'source_level': 98, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503599728034800, 'target_is_minimal': False, 'target_label': '1008.6.a.b.1.1', 'target_level': 1008, 'twist_class_label': '14.6.a.a.1.1', 'twist_class_level': 14, 'twisting_char_label': '84.11', 'twisting_conrey_index': 11, 'weight': 6}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 289250
    {'charpoly_factorization': [[[16, -4, 1], 1]], 'hecke_orbit_code': 9007336794357858, 'p': 2}
  • id: 289251
    {'charpoly_factorization': [[[100, 10, 1], 1]], 'hecke_orbit_code': 9007336794357858, 'p': 3}
  • id: 289252
    {'charpoly_factorization': [[[7056, 84, 1], 1]], 'hecke_orbit_code': 9007336794357858, 'p': 5}
  • id: 289253
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 9007336794357858, 'p': 7}
  • id: 289254
    {'charpoly_factorization': [[[112896, -336, 1], 1]], 'hecke_orbit_code': 9007336794357858, 'p': 11}
  • id: 289255
    {'charpoly_factorization': [[[-584, 1], 2]], 'hecke_orbit_code': 9007336794357858, 'p': 13}
  • id: 289256
    {'charpoly_factorization': [[[2125764, -1458, 1], 1]], 'hecke_orbit_code': 9007336794357858, 'p': 17}
  • id: 289257
    {'charpoly_factorization': [[[220900, 470, 1], 1]], 'hecke_orbit_code': 9007336794357858, 'p': 19}
  • id: 289258
    {'charpoly_factorization': [[[17640000, -4200, 1], 1]], 'hecke_orbit_code': 9007336794357858, 'p': 23}
  • id: 289259
    {'charpoly_factorization': [[[-4866, 1], 2]], 'hecke_orbit_code': 9007336794357858, 'p': 29}
  • id: 289260
    {'charpoly_factorization': [[[54346384, -7372, 1], 1]], 'hecke_orbit_code': 9007336794357858, 'p': 31}
  • id: 289261
    {'charpoly_factorization': [[[205348900, 14330, 1], 1]], 'hecke_orbit_code': 9007336794357858, 'p': 37}
  • id: 289262
    {'charpoly_factorization': [[[-6222, 1], 2]], 'hecke_orbit_code': 9007336794357858, 'p': 41}
  • id: 289263
    {'charpoly_factorization': [[[-3704, 1], 2]], 'hecke_orbit_code': 9007336794357858, 'p': 43}
  • id: 289264
    {'charpoly_factorization': [[[3283344, -1812, 1], 1]], 'hecke_orbit_code': 9007336794357858, 'p': 47}
  • id: 289265
    {'charpoly_factorization': [[[1386966564, -37242, 1], 1]], 'hecke_orbit_code': 9007336794357858, 'p': 53}
  • id: 289266
    {'charpoly_factorization': [[[1176627204, 34302, 1], 1]], 'hecke_orbit_code': 9007336794357858, 'p': 59}
  • id: 289267
    {'charpoly_factorization': [[[599074576, 24476, 1], 1]], 'hecke_orbit_code': 9007336794357858, 'p': 61}
  • id: 289268
    {'charpoly_factorization': [[[304572304, -17452, 1], 1]], 'hecke_orbit_code': 9007336794357858, 'p': 67}
  • id: 289269
    {'charpoly_factorization': [[[-28224, 1], 2]], 'hecke_orbit_code': 9007336794357858, 'p': 71}
  • id: 289270
    {'charpoly_factorization': [[[12974404, 3602, 1], 1]], 'hecke_orbit_code': 9007336794357858, 'p': 73}
  • id: 289271
    {'charpoly_factorization': [[[1838008384, 42872, 1], 1]], 'hecke_orbit_code': 9007336794357858, 'p': 79}
  • id: 289272
    {'charpoly_factorization': [[[35202, 1], 2]], 'hecke_orbit_code': 9007336794357858, 'p': 83}
  • id: 289273
    {'charpoly_factorization': [[[714492900, 26730, 1], 1]], 'hecke_orbit_code': 9007336794357858, 'p': 89}
  • id: 289274
    {'charpoly_factorization': [[[16978, 1], 2]], 'hecke_orbit_code': 9007336794357858, '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': 3, 'hecke_orbit': 3, 'label': '98.6.c.c', 'level': 98, '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: 30034789
    {'hecke_orbit_code': 9007336794357858, 'n': 1, 'trace_an': 2}
  • id: 30034790
    {'hecke_orbit_code': 9007336794357858, 'n': 2, 'trace_an': 4}
  • id: 30034791
    {'hecke_orbit_code': 9007336794357858, 'n': 3, 'trace_an': -10}
  • id: 30034792
    {'hecke_orbit_code': 9007336794357858, 'n': 4, 'trace_an': -16}
  • id: 30034793
    {'hecke_orbit_code': 9007336794357858, 'n': 5, 'trace_an': -84}
  • id: 30034794
    {'hecke_orbit_code': 9007336794357858, 'n': 6, 'trace_an': -80}
  • id: 30034795
    {'hecke_orbit_code': 9007336794357858, 'n': 7, 'trace_an': 0}
  • id: 30034796
    {'hecke_orbit_code': 9007336794357858, 'n': 8, 'trace_an': -128}
  • id: 30034797
    {'hecke_orbit_code': 9007336794357858, 'n': 9, 'trace_an': 143}
  • id: 30034798
    {'hecke_orbit_code': 9007336794357858, 'n': 10, 'trace_an': 336}
  • id: 30034799
    {'hecke_orbit_code': 9007336794357858, 'n': 11, 'trace_an': 336}
  • id: 30034800
    {'hecke_orbit_code': 9007336794357858, 'n': 12, 'trace_an': -160}
  • id: 30034801
    {'hecke_orbit_code': 9007336794357858, 'n': 13, 'trace_an': 1168}
  • id: 30034802
    {'hecke_orbit_code': 9007336794357858, 'n': 14, 'trace_an': 0}
  • id: 30034803
    {'hecke_orbit_code': 9007336794357858, 'n': 15, 'trace_an': 1680}
  • id: 30034804
    {'hecke_orbit_code': 9007336794357858, 'n': 16, 'trace_an': -256}
  • id: 30034805
    {'hecke_orbit_code': 9007336794357858, 'n': 17, 'trace_an': 1458}
  • id: 30034806
    {'hecke_orbit_code': 9007336794357858, 'n': 18, 'trace_an': -572}
  • id: 30034807
    {'hecke_orbit_code': 9007336794357858, 'n': 19, 'trace_an': -470}
  • id: 30034808
    {'hecke_orbit_code': 9007336794357858, 'n': 20, 'trace_an': 2688}
  • id: 30034809
    {'hecke_orbit_code': 9007336794357858, 'n': 21, 'trace_an': 0}
  • id: 30034810
    {'hecke_orbit_code': 9007336794357858, 'n': 22, 'trace_an': 2688}
  • id: 30034811
    {'hecke_orbit_code': 9007336794357858, 'n': 23, 'trace_an': 4200}
  • id: 30034812
    {'hecke_orbit_code': 9007336794357858, 'n': 24, 'trace_an': 640}
  • id: 30034813
    {'hecke_orbit_code': 9007336794357858, 'n': 25, 'trace_an': -3931}
  • id: 30034814
    {'hecke_orbit_code': 9007336794357858, 'n': 26, 'trace_an': 2336}
  • id: 30034815
    {'hecke_orbit_code': 9007336794357858, 'n': 27, 'trace_an': -7720}
  • id: 30034816
    {'hecke_orbit_code': 9007336794357858, 'n': 28, 'trace_an': 0}
  • id: 30034817
    {'hecke_orbit_code': 9007336794357858, 'n': 29, 'trace_an': 9732}
  • id: 30034818
    {'hecke_orbit_code': 9007336794357858, 'n': 30, 'trace_an': 3360}
  • id: 30034819
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  • id: 30034820
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  • id: 30034821
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  • id: 30034822
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  • id: 30034823
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  • id: 30034824
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  • id: 30034825
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  • id: 30034826
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  • id: 30034827
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  • id: 30034828
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  • id: 30034829
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  • id: 30034830
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  • id: 30034831
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  • id: 30034832
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  • id: 30034833
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  • id: 30034834
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  • id: 30034835
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  • id: 30034836
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  • id: 30034837
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  • id: 30034838
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  • id: 30034839
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  • id: 30034840
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  • id: 30034841
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  • id: 30034842
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  • id: 30034843
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  • id: 30034844
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  • id: 30034845
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  • id: 30034846
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  • id: 30034847
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  • id: 30034848
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  • id: 30034849
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  • id: 30034850
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  • id: 30034851
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  • id: 30034852
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  • id: 30034853
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  • id: 30034854
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  • id: 30034855
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  • id: 30034856
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  • id: 30034857
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  • id: 30034858
    {'hecke_orbit_code': 9007336794357858, 'n': 70, 'trace_an': 0}
  • id: 30034859
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  • id: 30034860
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  • id: 30034861
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  • id: 30034862
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  • id: 30034863
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  • id: 30034864
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  • id: 30034865
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  • id: 30034866
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  • id: 30034867
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  • id: 30034868
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  • id: 30034869
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  • id: 30034870
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  • id: 30034871
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  • id: 30034872
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  • id: 30034873
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  • id: 30034874
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  • id: 30034875
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  • id: 30034876
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  • id: 30034877
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  • id: 30034878
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  • id: 30034879
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  • id: 30034880
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  • id: 30034881
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  • id: 30034882
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  • id: 30034883
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  • id: 30034884
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  • id: 30034885
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  • id: 30034886
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  • id: 30034887
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  • id: 30034888
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  • id: 30034889
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  • id: 30034890
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  • id: 30034891
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  • id: 30034892
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  • id: 30034893
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  • id: 30034894
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  • id: 30034895
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  • id: 30034896
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  • id: 30034897
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  • id: 30034898
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  • id: 30034899
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  • id: 30034900
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  • id: 30034901
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  • id: 30034902
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  • id: 30034903
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  • id: 30034904
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  • id: 30034905
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  • id: 30034906
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  • id: 30034907
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  • id: 30034908
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  • id: 30034909
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  • id: 30034910
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  • id: 30034911
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  • id: 30034912
    {'hecke_orbit_code': 9007336794357858, 'n': 197, 'trace_an': -989892}
  • id: 30034913
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  • id: 30034914
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  • id: 30034915
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  • id: 30034916
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  • id: 30034917
    {'hecke_orbit_code': 9007336794357858, 'n': 229, 'trace_an': -350936}
  • id: 30034918
    {'hecke_orbit_code': 9007336794357858, 'n': 233, 'trace_an': -836154}
  • id: 30034919
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  • id: 30034920
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  • id: 30034921
    {'hecke_orbit_code': 9007336794357858, 'n': 243, 'trace_an': -899470}
  • id: 30034922
    {'hecke_orbit_code': 9007336794357858, 'n': 251, 'trace_an': 2716020}
  • id: 30034923
    {'hecke_orbit_code': 9007336794357858, 'n': 256, 'trace_an': -65536}
  • id: 30034924
    {'hecke_orbit_code': 9007336794357858, 'n': 257, 'trace_an': 317742}
  • id: 30034925
    {'hecke_orbit_code': 9007336794357858, 'n': 263, 'trace_an': -1051008}
  • id: 30034926
    {'hecke_orbit_code': 9007336794357858, 'n': 269, 'trace_an': -1189584}
  • id: 30034927
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  • id: 30034928
    {'hecke_orbit_code': 9007336794357858, 'n': 277, 'trace_an': -63302}
  • id: 30034929
    {'hecke_orbit_code': 9007336794357858, 'n': 281, 'trace_an': -993228}
  • id: 30034930
    {'hecke_orbit_code': 9007336794357858, 'n': 283, 'trace_an': 1158418}
  • id: 30034931
    {'hecke_orbit_code': 9007336794357858, 'n': 289, 'trace_an': -705907}
  • id: 30034932
    {'hecke_orbit_code': 9007336794357858, 'n': 293, 'trace_an': 2877720}
  • id: 30034933
    {'hecke_orbit_code': 9007336794357858, 'n': 307, 'trace_an': -1978196}
  • id: 30034934
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  • id: 30034935
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  • id: 30034936
    {'hecke_orbit_code': 9007336794357858, 'n': 317, 'trace_an': -427542}
  • id: 30034937
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  • id: 30034938
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  • id: 30034939
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  • id: 30034940
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  • id: 30034941
    {'hecke_orbit_code': 9007336794357858, 'n': 349, 'trace_an': -677600}
  • id: 30034942
    {'hecke_orbit_code': 9007336794357858, 'n': 353, 'trace_an': 362046}
  • id: 30034943
    {'hecke_orbit_code': 9007336794357858, 'n': 359, 'trace_an': -876528}
  • id: 30034944
    {'hecke_orbit_code': 9007336794357858, 'n': 361, 'trace_an': 2255199}
  • id: 30034945
    {'hecke_orbit_code': 9007336794357858, 'n': 367, 'trace_an': -2980616}
  • id: 30034946
    {'hecke_orbit_code': 9007336794357858, 'n': 373, 'trace_an': -3914414}
  • id: 30034947
    {'hecke_orbit_code': 9007336794357858, 'n': 379, 'trace_an': 7213216}
  • id: 30034948
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  • id: 30034949
    {'hecke_orbit_code': 9007336794357858, 'n': 389, 'trace_an': 213366}
  • id: 30034950
    {'hecke_orbit_code': 9007336794357858, 'n': 397, 'trace_an': 4094080}
  • id: 30034951
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  • id: 30034952
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  • id: 30034953
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  • id: 30034954
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  • id: 30034955
    {'hecke_orbit_code': 9007336794357858, 'n': 431, 'trace_an': -4143600}
  • id: 30034956
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  • id: 30034957
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  • id: 30034958
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  • id: 30034959
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  • id: 30034960
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  • id: 30034961
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  • id: 30034962
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  • id: 30034963
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  • id: 30034964
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  • id: 30034965
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  • id: 30034966
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  • id: 30034967
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  • id: 30034968
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  • id: 30034969
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  • id: 30034970
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  • id: 30034971
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  • id: 30034972
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  • id: 30034973
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  • id: 30034974
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  • id: 30034975
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  • id: 30034976
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  • id: 30034977
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  • id: 30034978
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  • id: 30034979
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  • id: 30034980
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  • id: 30034981
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  • id: 30034982
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  • id: 30034983
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  • id: 30034984
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  • id: 30034985
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  • id: 30034986
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  • id: 30034987
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  • id: 30034988
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  • id: 30034989
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  • id: 30034990
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  • id: 30034991
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  • id: 30034992
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  • id: 30034993
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  • id: 30034994
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  • id: 30034995
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  • id: 30034996
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  • id: 30034997
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  • id: 30034998
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  • id: 30034999
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  • id: 30035000
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  • id: 30035001
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  • id: 30035002
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  • id: 30035003
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  • id: 30035004
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  • id: 30035005
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  • id: 30035006
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  • id: 30035007
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  • id: 30035008
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  • id: 30035009
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  • id: 30035010
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  • id: 30035011
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  • id: 30035012
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  • id: 30035013
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  • id: 30035014
    {'hecke_orbit_code': 9007336794357858, 'n': 787, 'trace_an': 1571698}
  • id: 30035015
    {'hecke_orbit_code': 9007336794357858, 'n': 797, 'trace_an': -4505952}
  • id: 30035016
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  • id: 30035017
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  • id: 30035018
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  • id: 30035019
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  • id: 30035020
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  • id: 30035021
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  • id: 30035022
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  • id: 30035023
    {'hecke_orbit_code': 9007336794357858, 'n': 841, 'trace_an': 6333614}
  • id: 30035024
    {'hecke_orbit_code': 9007336794357858, 'n': 853, 'trace_an': 469648}
  • id: 30035025
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  • id: 30035026
    {'hecke_orbit_code': 9007336794357858, 'n': 859, 'trace_an': -40008122}
  • id: 30035027
    {'hecke_orbit_code': 9007336794357858, 'n': 863, 'trace_an': 20803032}
  • id: 30035028
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  • id: 30035029
    {'hecke_orbit_code': 9007336794357858, 'n': 881, 'trace_an': -51787116}
  • id: 30035030
    {'hecke_orbit_code': 9007336794357858, 'n': 883, 'trace_an': -37762664}
  • id: 30035031
    {'hecke_orbit_code': 9007336794357858, 'n': 887, 'trace_an': 23443116}
  • id: 30035032
    {'hecke_orbit_code': 9007336794357858, 'n': 907, 'trace_an': 5608732}
  • id: 30035033
    {'hecke_orbit_code': 9007336794357858, 'n': 911, 'trace_an': 43242960}
  • id: 30035034
    {'hecke_orbit_code': 9007336794357858, 'n': 919, 'trace_an': -45169544}
  • id: 30035035
    {'hecke_orbit_code': 9007336794357858, 'n': 929, 'trace_an': 22872882}
  • id: 30035036
    {'hecke_orbit_code': 9007336794357858, 'n': 937, 'trace_an': -35923100}
  • id: 30035037
    {'hecke_orbit_code': 9007336794357858, 'n': 941, 'trace_an': 17969748}
  • id: 30035038
    {'hecke_orbit_code': 9007336794357858, 'n': 947, 'trace_an': -43211544}
  • id: 30035039
    {'hecke_orbit_code': 9007336794357858, 'n': 953, 'trace_an': -15019308}
  • id: 30035040
    {'hecke_orbit_code': 9007336794357858, 'n': 961, 'trace_an': -25717233}
  • id: 30035041
    {'hecke_orbit_code': 9007336794357858, 'n': 967, 'trace_an': -33861008}
  • id: 30035042
    {'hecke_orbit_code': 9007336794357858, 'n': 971, 'trace_an': -28614366}
  • id: 30035043
    {'hecke_orbit_code': 9007336794357858, 'n': 977, 'trace_an': -36944490}
  • id: 30035044
    {'hecke_orbit_code': 9007336794357858, 'n': 983, 'trace_an': 38878716}
  • id: 30035045
    {'hecke_orbit_code': 9007336794357858, 'n': 991, 'trace_an': -24921200}
  • id: 30035046
    {'hecke_orbit_code': 9007336794357858, 'n': 997, 'trace_an': -10195628}