Newform data - 363.10.a.b

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• 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': 36300, 'analytic_conductor': 186.95800852748596, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, 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': [363, 1, [122, 244], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 1, 'field_disc': 1, 'field_disc_factorization': [], 'field_poly': [0, 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, [-36, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503599795143019, 'hecke_ring_generator_nbound': 1, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], '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': '363.10.a.b', 'level': 363, '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, 11], 'level_radical': 33, 'minimal_twist': '3.10.a.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+6^{2}q^{2}-3^{4}q^{3}+28^{2}q^{4}-1314q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '9.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '363.10.a', 'trace_display': [36, -81, -1314, 4480], 'trace_hash': 230988084159213811, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.002', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.986', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.940', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.754', 'prec': 17}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 'traces': [1, 36, -81, 784, -1314, -2916, 4480, 9792, 6561, -47304, 0, -63504, 151522, 161280, 106434, -48896, -108162, 236196, -593084, -1030176, -362880, 0, -969480, -793152, -226529, 5454792, -531441, 3512320, 6642522, 3831624, 7070600, -6773760, 0, -3893832, -5886720, 5143824, -7472410, -21351024, -12273282, -12866688, 4350150, -13063680, 4358716, 0, -8621154, -34901280, 28309248, 3960576, -20283207, -8155044, 8761122, 118793248, 16111710, -19131876, 0, 43868160, 48039804, 239130792, -86075964, 83444256, -32213918, 254541600, 29393280, -218820608, -199099908, 0, 99531452, -84799008, 78527880, -211921920, -44170488, 64245312, 23560630, -269006760, 18348849, -464977856, 0, -441838152, 401754760, 64249344, 43046721, 156605400, 744528708, -284497920, 142124868, 156913776, -538044282, 0, 769871034, 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-5086546383323160, 279476743996800, 3225213064191818, -1284910531430400, 3583568250555876, -5784004805910464, -2898499000543722, 2095054042668624, 0, -480097440599040, 832101653053440, 8258386502299032, 1924636664192220, 5706804350443392, -3071736741922524, 12642952914667152, 342280727002080, 706791072153600, -4073376982301370, 0, 2713478858322356, 8067312992721024, -3165807300127272, 132140086449408, 109768197047040, 3879458343936000, 4442599864013612, -11674178820811512, 1885291707453012, -8552506665665088, 0, 577029120675840, 1292402099264504, -747608661203328, 1093419841282848, -2023970758457976, 3846303900259488, 3829724636899392, 653401567075026, 6948841637082240, -157176076559706, 0, 102492274594500, 388957686731856, 6136320290799312, -4907198788853760, -321662748467610, -888914759290416, 3824126528134824, -2271639165242112], 'weight': 10, 'weight_parity': 1}
• mf_hecke_nf •

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

  
  {'an': [[1], [36], [-81], [784], [-1314], [-2916], [4480], [9792], [6561], [-47304], [0], [-63504], [151522], [161280], [106434], [-48896], [-108162], [236196], [-593084], [-1030176], [-362880], [0], [-969480], [-793152], [-226529], [5454792], [-531441], [3512320], [6642522], [3831624], [7070600], [-6773760], [0], [-3893832], [-5886720], [5143824], [-7472410], [-21351024], [-12273282], [-12866688], [4350150], [-13063680], [4358716], [0], [-8621154], [-34901280], [28309248], [3960576], [-20283207], [-8155044], [8761122], [118793248], [16111710], [-19131876], [0], [43868160], [48039804], [239130792], [-86075964], [83444256], [-32213918], [254541600], [29393280], [-218820608], [-199099908], [0], [99531452], [-84799008], [78527880], [-211921920], [-44170488], [64245312], [23560630], [-269006760], [18348849], [-464977856], [0], [-441838152], [401754760], [64249344], [43046721], [156605400], [744528708], [-284497920], [142124868], [156913776], [-538044282], [0], [769871034], [-310361544], [678818560], [-760072320], [-572718600], [1019132928], [779312376], [548674560], [907130882], [-730195452], [0], [-177598736]], 'ap': [[36], [-81], [-1314], [4480], [0], [151522], [-108162], [-593084], [-969480], [6642522], [7070600], [-7472410], [4350150], [4358716], [28309248], [16111710], [-86075964], [-32213918], [99531452], [-44170488], [23560630], [401754760], [744528708], [769871034], [907130882], [421901874], [579042704], [-1397138868], [2685304546], [454748562], [83864968], [3736010052], [6435977274], [-1818327476], [8301985938], [-3840570992], [-2179121506], [-15414734644], [5655058920], [-76989222], [23224659660], [-12353220250], [-4204329984], [4386113278], [33669393714], [10273219472], [-7966955180], [6965808248], [-33569688780], [29319833846], [82007862966], [-62660930544], [-77554759826], [-58190063148], [-7414851582], [105270893064], [46723914774], [-28686776456], [-85067608646], [787257126], [-24896104868], [-157073732046], [245736910132], [-161050114584], [-244645611334], [112831999398], [287348225492], [25263521134], [-90480275892], [15382241602], [-146875176702], [442246437144], [148110431096], [-76348923734], [-270191776300], [-661033396224], [-309860514594], [-650588507602], [27670067298], [-208505488826], [450465300684], [860882644694], [30240488160], [1036358270066], [590669630080], [1270966072788], [-934644020238], [452480726230], [856467239418], [921379898504], [86538181788], [-763706841840], [-525530965408], [-2372647166388], [-133387409716], [658632281832], [-1019653784154], [-557535075750], [-2120502823364], [-1927456296590], [2327505923860], [-494738823942], [-1140831721692], [16439841846], [3676519620124], [-2290449830398], [4687504713108], [2337699194766], [-4669954559208], [3965170646374], [-6247434786392], [3731930293498], [-6051812008086], [4698489879956], [2168753028752], [3564458898930], [-5379166381876], [6018273074952], [-368383112154], [5248098737460], [155038788182], [-589588197410], [-3329804700126], [2289277026756], [-9461285071684], [-8222089125798], [7619574795734], [7948226626272], [-5757869609296], [-10780820795054], [-7377557150396], [10289940041736], [-7565545234024], [-6887132816506], [-4306411857834], [-2162959476482], [-8154469122354], [2251993797412], [-11612835766602], [-2317683191130], [9188154961468], [19267891310466], [-10498955110288], [8100525538908], [-15245202550930], [27225846806760], [-5382337159766], [-2131143312618], [10765000121780], [23669754699744], [9918063001330], [12899192911794], [10095568951484], [2224028165112], [-6355416996412], [-19143233557488], [-28605258961040], [-11889861506766], [34587125599894], [-25974175144230], [24373876892364], [23489074986102], [-4686391456112], [-46393573340700], [25388951002722], [-8907802254360], [39084040742312], [1940445389626], [51574957770670], [-16968422393298], [6619609415196], [45067395098558], [-30794353890264], [56180197490614], [-57670717441192], [-54283003203366], [-390052613540], [43997049579006], [-67064691595664], [64870738332370], [-11204999841400], [77650089488244], [59478694650902], [24118421519862], [-53421070047696], [-16760491761330], [7505030273938], [-8251890968932], [13492326398902], [43268698146816], [49439021188034], [-25778849847732], [40980159156908], [99714033055926], [-95884371672732], [45189830150442], [4681855452814], [-137657977361458], [51872627592702], [73802806637544], [-69234647232582], [15047629411192], [-61063200181114], [-165970630301474], [73782096119172], [-50678622996570], [65787341401784], [-141070417416396], [-5084997404202], [-112701217609276], [187903730149486], [35769919114062], [19822015940960], [-127136387401308], [-77248184681736], [135373091726378], [-117703410463064], [-157833276168258], [-234056636175384], [-82912887462186], [115920977377066], [-95875290374528], [276995249528850], [-69516904914808], [106060527304452], [-151292979769430], [-7238065620294], [-278571831170256], [-283560665033648], [-181937571764724], [-17271645532450], [98115548588836], [24074118090664], [229399625063862], [351193136518532], [3670557956928], [-324282745022542], [-56221409957166], [-24692076646956], [287048938834728], [77491736779932], [32169250102876], [-103452641813824], [90487294398542], [108585430169454], [371843359833384], [135710217553736], [-189264743188740], [-149528648104436], [-144671998308336], [-293264839059950], [191313565052958], [-91617906629880], [-23201892638134], [-242146503662166], [-351699631348428], [116376872130182], [238865463935548], [-311089115307474], [-441949846867706], [209820853628296], [443247685488900], [198915699766282], [165072217567138], [594886243364082], [-422586509461828], [494399947983174], [304960836832218], [-183193326200180], [268540583202018], [-118346723726866], [-576663564790132], [37394214211226], [-758112480492968], [356445642885262], [-664734413834944], [175470848568756], [-10439456085470], [-91614523041866], [518374175215860], [-715112710357680], [371970974777744], [43118907841800], [540269652027994], [-294304205032868], [-40166054066160], [816866821965746], [-404324108173134], [-915088091170192], [-7236722215170], [788280458730246], [-1008228622787892], [510932552566374], [671947319114316], [732755377832434], [-739970262644310], [588498496397912], [-625753788252642], [51903940780620], [386673385669396], [-526477506838922], [-24860252671974], [1025068027838632], [-701751526566228], [1344127040782868], [-270791141160958], [612672594443748], [-421421518010626], [-108601901587656], [-432946335240614], [-455988082315824], [655810747262334], [1643751726389550], [-1582186776897364], [-1127821756599288], [-405557001404714], [-655040827952532], [526365286116048], [-1025663165425150], [1235074181522382], [-1655930725815980], [-700602936590950], [-1622576924496486], [1033038270532424], [845493242793606], [-787738994196334], [468442798601420], [-1483188280948204], [-292166279177184], [1191809823179778], [283594361759458], [294278555804022], [-144842376649880], [-1950746817633948], [1588383219703372], [174529779587604], [799493713811102], [-1011778168125762], [-1549206885178582], [1789886497356088], [1115314846218614], [-43327133107830], [-1051451362569006], [1271318977235792], [1112151895188102], [-493847488360620], [893000223807158], [1981101678960116], [1897101643772160], [228408467705406], [1474332458278804], [-346119224187094], [682666413981750], [-671442512469608], [586749620923306], [2478648138000678], [320848176273984], [2523475570464396], [251311142658654], [396600037495272], [2935247042988538], [-3014297034987114], [-1705790554793424], [1849427221081644], [2353238563777148], [354766269524330], [-1762938064605942], [-2409666809593952], [-2483753240012186], [-99400759310196], [-681009339360796], [2139189484843440], [974323707542946], [62756372861296], [967840749554510], [721273791808764], [2534919143264352], [579199618363102], [-1582449228122562], [-4185768658706138], [2034552378293622], [328144680844794], [-2251874098153136], [221327509947678], [-1715522281071788], [4363720407851544], [-3739091468160616], [2476542619019558], [3357518027700796], [-1610204731701552], [-3722385322990654], [-1282044002862978], [941863114130868], [-2081582265812740], [-4678296583555512], [-1943429523978746], [-3645967163156120], [-2762050200339654], [-2833050354948700], [-1133414399171214], [-2407602981920222], [-3066322685944302], [577628824995160], [-4748048796216150], [-2850300454743054], [-5717111806712000], [-1613585543488738], [550600295744574], [-5310467325812644], [3706199876324556], [-2437989480810578], [258923239177842], [2040879611793780], [-348413075120396], [1822026182851222], [4056516726531894], [-4584958933054464], [879961343761568], [-4065911943607710], [-3347357083909848], [2695443537810582], [4433849974046554], [3073505443228656], [4048884197768844], [3225213064191818], [-2898499000543722], [1924636664192220], [-4073376982301370], [2713478858322356], [3824126528134824]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 4503599795143019, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '363.10.a.b', 'level': 363, 'maxp': 2999, 'weight': 10}
• 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': [40, 42, 44, 38], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [6, 6, 6, 6], 'ALdims_old': [54, 56, 54, 56], 'Nk2': 36300, 'analytic_conductor': 186.95800852748596, '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': [363, 1, [122, 244], [1, 1]], 'conrey_index': 1, 'cusp_dim': 384, 'dim': 164, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 167772523, 'hecke_orbit_dims': [1, 1, 3, 3, 4, 4, 6, 6, 8, 8, 8, 8, 14, 18, 18, 18, 18, 18], 'label': '363.10.a', 'level': 363, '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, 11], 'level_radical': 33, 'mf_dim': 408, 'mf_new_dim': 164, 'num_forms': 18, 'plus_dim': 78, 'prim_orbit_index': 1, 'relative_dim': 164, 'sturm_bound': 440, 'trace_bound': 3, 'trace_display': [50, 0, -1708, -2824], 'traces': [164, 50, 0, 41728, -1708, 1782, -2824, 45540, 1076004, -82948, 0, 37260, -176248, 265908, 219996, 10567220, 166508, 328050, -1981560, -3106492, 324324, 0, 4350408, 1723356, 68638348, 3416648, 0, -11315504, -3333972, -4706100, 11559556, -9982220, 0, 6507756, -26095912, 273777408, 21343692, -29529304, 539136, -10259016, 32287244, -20212740, 43285320, 0, -11206188, -733760, 24305144, 86116608, 1049347808, 332856670, -101844864, -112242176, -66171796, 11691702, 0, 346123380, -3182004, -394964944, 479949584, 397799424, 104641104, -113399128, -18528264, 2639645800, -451728376, 0, 531015552, -1122831872, -142546392, 2355133596, -14381576, 298787940, -259959304, -416763084, -48717936, -859249152, 0, 280159884, -1966414328, -1342110608, 7059662244, -167354136, 1811175528, -434363472, 1867585208, -776845076, -1358828784, 0, -191047516, -544221828, -400008800, 9074309376, 811192968, 4123401280, -4448598936, 1388291724, -3263608496, -2034267006, 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• 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: 276945
    {'conductor': 11, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '363.10.a.b', 'source_level': 363, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '3.10.a.a', 'target_level': 3, 'twist_class_label': '3.10.a.a', 'twist_class_level': 3, 'twisting_char_label': '11.b', 'twisting_char_orbit': 2, 'weight': 10}
  • id: 276946
    {'conductor': 33, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '363.10.a.b', 'source_level': 363, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '9.10.a.c', 'target_level': 9, 'twist_class_label': '3.10.a.a', 'twist_class_level': 3, 'twisting_char_label': '33.d', 'twisting_char_orbit': 4, 'weight': 10}
  • id: 276947
    {'conductor': 44, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '363.10.a.b', 'source_level': 363, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '48.10.a.e', 'target_level': 48, 'twist_class_label': '3.10.a.a', 'twist_class_level': 3, 'twisting_char_label': '44.c', 'twisting_char_orbit': 3, 'weight': 10}
  • id: 276948
    {'conductor': 55, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '363.10.a.b', 'source_level': 363, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '75.10.a.d', 'target_level': 75, 'twist_class_label': '3.10.a.a', 'twist_class_level': 3, 'twisting_char_label': '55.d', 'twisting_char_orbit': 4, 'weight': 10}
  • id: 276949
    {'conductor': 55, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '363.10.a.b', 'source_level': 363, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '75.10.b.a', 'target_level': 75, 'twist_class_label': '3.10.a.a', 'twist_class_level': 3, 'twisting_char_label': '55.e', 'twisting_char_orbit': 5, 'weight': 10}
  • id: 276950
    {'conductor': 99, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '363.10.a.b', 'source_level': 363, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '81.10.c.a', 'target_level': 81, 'twist_class_label': '3.10.a.a', 'twist_class_level': 3, 'twisting_char_label': '99.g', 'twisting_char_orbit': 7, 'weight': 10}
  • id: 276951
    {'conductor': 99, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '363.10.a.b', 'source_level': 363, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '81.10.c.e', 'target_level': 81, 'twist_class_label': '3.10.a.a', 'twist_class_level': 3, 'twisting_char_label': '99.h', 'twisting_char_orbit': 8, 'weight': 10}
  • id: 276952
    {'conductor': 132, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '363.10.a.b', 'source_level': 363, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 12, 'target_is_minimal': False, 'target_label': '144.10.a.l', 'target_level': 144, 'twist_class_label': '3.10.a.a', 'twist_class_level': 3, 'twisting_char_label': '132.d', 'twisting_char_orbit': 4, 'weight': 10}
  • id: 276953
    {'conductor': 77, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '363.10.a.b', 'source_level': 363, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '147.10.a.a', 'target_level': 147, 'twist_class_label': '3.10.a.a', 'twist_class_level': 3, 'twisting_char_label': '77.b', 'twisting_char_orbit': 2, 'weight': 10}
  • id: 276954
    {'conductor': 88, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '363.10.a.b', 'source_level': 363, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '192.10.a.f', 'target_level': 192, 'twist_class_label': '3.10.a.a', 'twist_class_level': 3, 'twisting_char_label': '88.g', 'twisting_char_orbit': 7, 'weight': 10}
  • id: 276955
    {'conductor': 88, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '363.10.a.b', 'source_level': 363, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 13, 'target_is_minimal': False, 'target_label': '192.10.a.m', 'target_level': 192, 'twist_class_label': '3.10.a.a', 'twist_class_level': 3, 'twisting_char_label': '88.b', 'twisting_char_orbit': 2, 'weight': 10}
  • id: 276956
    {'conductor': 165, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '363.10.a.b', 'source_level': 363, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '225.10.a.a', 'target_level': 225, 'twist_class_label': '3.10.a.a', 'twist_class_level': 3, 'twisting_char_label': '165.d', 'twisting_char_orbit': 4, 'weight': 10}
  • id: 276957
    {'conductor': 165, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '363.10.a.b', 'source_level': 363, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '225.10.b.a', 'target_level': 225, 'twist_class_label': '3.10.a.a', 'twist_class_level': 3, 'twisting_char_label': '165.l', 'twisting_char_orbit': 12, 'weight': 10}
  • id: 276958
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '363.10.a.b', 'source_level': 363, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '363.10.a.b', 'target_level': 363, 'twist_class_label': '3.10.a.a', 'twist_class_level': 3, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 10}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 779500
    {'charpoly_factorization': [[[-36, 1], 1]], 'hecke_orbit_code': 4503599795143019, 'p': 2}
  • id: 779501
    {'charpoly_factorization': [[[81, 1], 1]], 'hecke_orbit_code': 4503599795143019, 'p': 3}
  • id: 779502
    {'charpoly_factorization': [[[1314, 1], 1]], 'hecke_orbit_code': 4503599795143019, 'p': 5}
  • id: 779503
    {'charpoly_factorization': [[[-4480, 1], 1]], 'hecke_orbit_code': 4503599795143019, 'p': 7}
  • id: 779504
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4503599795143019, 'p': 11}
  • id: 779505
    {'charpoly_factorization': [[[-151522, 1], 1]], 'hecke_orbit_code': 4503599795143019, 'p': 13}
  • id: 779506
    {'charpoly_factorization': [[[108162, 1], 1]], 'hecke_orbit_code': 4503599795143019, 'p': 17}
  • id: 779507
    {'charpoly_factorization': [[[593084, 1], 1]], 'hecke_orbit_code': 4503599795143019, 'p': 19}
  • id: 779508
    {'charpoly_factorization': [[[969480, 1], 1]], 'hecke_orbit_code': 4503599795143019, 'p': 23}
  • id: 779509
    {'charpoly_factorization': [[[-6642522, 1], 1]], 'hecke_orbit_code': 4503599795143019, 'p': 29}
  • id: 779510
    {'charpoly_factorization': [[[-7070600, 1], 1]], 'hecke_orbit_code': 4503599795143019, 'p': 31}
  • id: 779511
    {'charpoly_factorization': [[[7472410, 1], 1]], 'hecke_orbit_code': 4503599795143019, 'p': 37}
  • id: 779512
    {'charpoly_factorization': [[[-4350150, 1], 1]], 'hecke_orbit_code': 4503599795143019, 'p': 41}
  • id: 779513
    {'charpoly_factorization': [[[-4358716, 1], 1]], 'hecke_orbit_code': 4503599795143019, 'p': 43}
  • id: 779514
    {'charpoly_factorization': [[[-28309248, 1], 1]], 'hecke_orbit_code': 4503599795143019, 'p': 47}
  • id: 779515
    {'charpoly_factorization': [[[-16111710, 1], 1]], 'hecke_orbit_code': 4503599795143019, 'p': 53}
  • id: 779516
    {'charpoly_factorization': [[[86075964, 1], 1]], 'hecke_orbit_code': 4503599795143019, 'p': 59}
  • id: 779517
    {'charpoly_factorization': [[[32213918, 1], 1]], 'hecke_orbit_code': 4503599795143019, 'p': 61}
  • id: 779518
    {'charpoly_factorization': [[[-99531452, 1], 1]], 'hecke_orbit_code': 4503599795143019, 'p': 67}
  • id: 779519
    {'charpoly_factorization': [[[44170488, 1], 1]], 'hecke_orbit_code': 4503599795143019, 'p': 71}
  • id: 779520
    {'charpoly_factorization': [[[-23560630, 1], 1]], 'hecke_orbit_code': 4503599795143019, 'p': 73}
  • id: 779521
    {'charpoly_factorization': [[[-401754760, 1], 1]], 'hecke_orbit_code': 4503599795143019, 'p': 79}
  • id: 779522
    {'charpoly_factorization': [[[-744528708, 1], 1]], 'hecke_orbit_code': 4503599795143019, 'p': 83}
  • id: 779523
    {'charpoly_factorization': [[[-769871034, 1], 1]], 'hecke_orbit_code': 4503599795143019, 'p': 89}
  • id: 779524
    {'charpoly_factorization': [[[-907130882, 1], 1]], 'hecke_orbit_code': 4503599795143019, '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': 2, 'label': '363.10.a.b', 'level': 363, 'portrait': 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', 'weight': 10}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 19774992
    {'hecke_orbit_code': 4503599795143019, 'n': 1, 'trace_an': 1}
  • id: 19774993
    {'hecke_orbit_code': 4503599795143019, 'n': 2, 'trace_an': 36}
  • id: 19774994
    {'hecke_orbit_code': 4503599795143019, 'n': 3, 'trace_an': -81}
  • id: 19774995
    {'hecke_orbit_code': 4503599795143019, 'n': 4, 'trace_an': 784}
  • id: 19774996
    {'hecke_orbit_code': 4503599795143019, 'n': 5, 'trace_an': -1314}
  • id: 19774997
    {'hecke_orbit_code': 4503599795143019, 'n': 6, 'trace_an': -2916}
  • id: 19774998
    {'hecke_orbit_code': 4503599795143019, 'n': 7, 'trace_an': 4480}
  • id: 19774999
    {'hecke_orbit_code': 4503599795143019, 'n': 8, 'trace_an': 9792}
  • id: 19775000
    {'hecke_orbit_code': 4503599795143019, 'n': 9, 'trace_an': 6561}
  • id: 19775001
    {'hecke_orbit_code': 4503599795143019, 'n': 10, 'trace_an': -47304}
  • id: 19775002
    {'hecke_orbit_code': 4503599795143019, 'n': 11, 'trace_an': 0}
  • id: 19775003
    {'hecke_orbit_code': 4503599795143019, 'n': 12, 'trace_an': -63504}
  • id: 19775004
    {'hecke_orbit_code': 4503599795143019, 'n': 13, 'trace_an': 151522}
  • id: 19775005
    {'hecke_orbit_code': 4503599795143019, 'n': 14, 'trace_an': 161280}
  • id: 19775006
    {'hecke_orbit_code': 4503599795143019, 'n': 15, 'trace_an': 106434}
  • id: 19775007
    {'hecke_orbit_code': 4503599795143019, 'n': 16, 'trace_an': -48896}
  • id: 19775008
    {'hecke_orbit_code': 4503599795143019, 'n': 17, 'trace_an': -108162}
  • id: 19775009
    {'hecke_orbit_code': 4503599795143019, 'n': 18, 'trace_an': 236196}
  • id: 19775010
    {'hecke_orbit_code': 4503599795143019, 'n': 19, 'trace_an': -593084}
  • id: 19775011
    {'hecke_orbit_code': 4503599795143019, 'n': 20, 'trace_an': -1030176}
  • id: 19775012
    {'hecke_orbit_code': 4503599795143019, 'n': 21, 'trace_an': -362880}
  • id: 19775013
    {'hecke_orbit_code': 4503599795143019, 'n': 22, 'trace_an': 0}
  • id: 19775014
    {'hecke_orbit_code': 4503599795143019, 'n': 23, 'trace_an': -969480}
  • id: 19775015
    {'hecke_orbit_code': 4503599795143019, 'n': 24, 'trace_an': -793152}
  • id: 19775016
    {'hecke_orbit_code': 4503599795143019, 'n': 25, 'trace_an': -226529}
  • id: 19775017
    {'hecke_orbit_code': 4503599795143019, 'n': 26, 'trace_an': 5454792}
  • id: 19775018
    {'hecke_orbit_code': 4503599795143019, 'n': 27, 'trace_an': -531441}
  • id: 19775019
    {'hecke_orbit_code': 4503599795143019, 'n': 28, 'trace_an': 3512320}
  • id: 19775020
    {'hecke_orbit_code': 4503599795143019, 'n': 29, 'trace_an': 6642522}
  • id: 19775021
    {'hecke_orbit_code': 4503599795143019, 'n': 30, 'trace_an': 3831624}
  • id: 19775022
    {'hecke_orbit_code': 4503599795143019, 'n': 31, 'trace_an': 7070600}
  • id: 19775023
    {'hecke_orbit_code': 4503599795143019, 'n': 32, 'trace_an': -6773760}
  • id: 19775024
    {'hecke_orbit_code': 4503599795143019, 'n': 33, 'trace_an': 0}
  • id: 19775025
    {'hecke_orbit_code': 4503599795143019, 'n': 34, 'trace_an': -3893832}
  • id: 19775026
    {'hecke_orbit_code': 4503599795143019, 'n': 35, 'trace_an': -5886720}
  • id: 19775027
    {'hecke_orbit_code': 4503599795143019, 'n': 36, 'trace_an': 5143824}
  • id: 19775028
    {'hecke_orbit_code': 4503599795143019, 'n': 37, 'trace_an': -7472410}
  • id: 19775029
    {'hecke_orbit_code': 4503599795143019, 'n': 38, 'trace_an': -21351024}
  • id: 19775030
    {'hecke_orbit_code': 4503599795143019, 'n': 39, 'trace_an': -12273282}
  • id: 19775031
    {'hecke_orbit_code': 4503599795143019, 'n': 40, 'trace_an': -12866688}
  • id: 19775032
    {'hecke_orbit_code': 4503599795143019, 'n': 41, 'trace_an': 4350150}
  • id: 19775033
    {'hecke_orbit_code': 4503599795143019, 'n': 42, 'trace_an': -13063680}
  • id: 19775034
    {'hecke_orbit_code': 4503599795143019, 'n': 43, 'trace_an': 4358716}
  • id: 19775035
    {'hecke_orbit_code': 4503599795143019, 'n': 44, 'trace_an': 0}
  • id: 19775036
    {'hecke_orbit_code': 4503599795143019, 'n': 45, 'trace_an': -8621154}
  • id: 19775037
    {'hecke_orbit_code': 4503599795143019, 'n': 46, 'trace_an': -34901280}
  • id: 19775038
    {'hecke_orbit_code': 4503599795143019, 'n': 47, 'trace_an': 28309248}
  • id: 19775039
    {'hecke_orbit_code': 4503599795143019, 'n': 48, 'trace_an': 3960576}
  • id: 19775040
    {'hecke_orbit_code': 4503599795143019, 'n': 49, 'trace_an': -20283207}
  • id: 19775041
    {'hecke_orbit_code': 4503599795143019, 'n': 50, 'trace_an': -8155044}
  • id: 19775042
    {'hecke_orbit_code': 4503599795143019, 'n': 51, 'trace_an': 8761122}
  • id: 19775043
    {'hecke_orbit_code': 4503599795143019, 'n': 52, 'trace_an': 118793248}
  • id: 19775044
    {'hecke_orbit_code': 4503599795143019, 'n': 53, 'trace_an': 16111710}
  • id: 19775045
    {'hecke_orbit_code': 4503599795143019, 'n': 54, 'trace_an': -19131876}
  • id: 19775046
    {'hecke_orbit_code': 4503599795143019, 'n': 55, 'trace_an': 0}
  • id: 19775047
    {'hecke_orbit_code': 4503599795143019, 'n': 56, 'trace_an': 43868160}
  • id: 19775048
    {'hecke_orbit_code': 4503599795143019, 'n': 57, 'trace_an': 48039804}
  • id: 19775049
    {'hecke_orbit_code': 4503599795143019, 'n': 58, 'trace_an': 239130792}
  • id: 19775050
    {'hecke_orbit_code': 4503599795143019, 'n': 59, 'trace_an': -86075964}
  • id: 19775051
    {'hecke_orbit_code': 4503599795143019, 'n': 60, 'trace_an': 83444256}
  • id: 19775052
    {'hecke_orbit_code': 4503599795143019, 'n': 61, 'trace_an': -32213918}
  • id: 19775053
    {'hecke_orbit_code': 4503599795143019, 'n': 62, 'trace_an': 254541600}
  • id: 19775054
    {'hecke_orbit_code': 4503599795143019, 'n': 63, 'trace_an': 29393280}
  • id: 19775055
    {'hecke_orbit_code': 4503599795143019, 'n': 64, 'trace_an': -218820608}
  • id: 19775056
    {'hecke_orbit_code': 4503599795143019, 'n': 65, 'trace_an': -199099908}
  • id: 19775057
    {'hecke_orbit_code': 4503599795143019, 'n': 66, 'trace_an': 0}
  • id: 19775058
    {'hecke_orbit_code': 4503599795143019, 'n': 67, 'trace_an': 99531452}
  • id: 19775059
    {'hecke_orbit_code': 4503599795143019, 'n': 68, 'trace_an': -84799008}
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    {'hecke_orbit_code': 4503599795143019, 'n': 69, 'trace_an': 78527880}
  • id: 19775061
    {'hecke_orbit_code': 4503599795143019, 'n': 70, 'trace_an': -211921920}
  • id: 19775062
    {'hecke_orbit_code': 4503599795143019, 'n': 71, 'trace_an': -44170488}
  • id: 19775063
    {'hecke_orbit_code': 4503599795143019, 'n': 72, 'trace_an': 64245312}
  • id: 19775064
    {'hecke_orbit_code': 4503599795143019, 'n': 73, 'trace_an': 23560630}
  • id: 19775065
    {'hecke_orbit_code': 4503599795143019, 'n': 74, 'trace_an': -269006760}
  • id: 19775066
    {'hecke_orbit_code': 4503599795143019, 'n': 75, 'trace_an': 18348849}
  • id: 19775067
    {'hecke_orbit_code': 4503599795143019, 'n': 76, 'trace_an': -464977856}
  • id: 19775068
    {'hecke_orbit_code': 4503599795143019, 'n': 77, 'trace_an': 0}
  • id: 19775069
    {'hecke_orbit_code': 4503599795143019, 'n': 78, 'trace_an': -441838152}
  • id: 19775070
    {'hecke_orbit_code': 4503599795143019, 'n': 79, 'trace_an': 401754760}
  • id: 19775071
    {'hecke_orbit_code': 4503599795143019, 'n': 80, 'trace_an': 64249344}
  • id: 19775072
    {'hecke_orbit_code': 4503599795143019, 'n': 81, 'trace_an': 43046721}
  • id: 19775073
    {'hecke_orbit_code': 4503599795143019, 'n': 82, 'trace_an': 156605400}
  • id: 19775074
    {'hecke_orbit_code': 4503599795143019, 'n': 83, 'trace_an': 744528708}
  • id: 19775075
    {'hecke_orbit_code': 4503599795143019, 'n': 84, 'trace_an': -284497920}
  • id: 19775076
    {'hecke_orbit_code': 4503599795143019, 'n': 85, 'trace_an': 142124868}
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    {'hecke_orbit_code': 4503599795143019, 'n': 86, 'trace_an': 156913776}
  • id: 19775078
    {'hecke_orbit_code': 4503599795143019, 'n': 87, 'trace_an': -538044282}
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    {'hecke_orbit_code': 4503599795143019, 'n': 88, 'trace_an': 0}
  • id: 19775080
    {'hecke_orbit_code': 4503599795143019, 'n': 89, 'trace_an': 769871034}
  • id: 19775081
    {'hecke_orbit_code': 4503599795143019, 'n': 90, 'trace_an': -310361544}
  • id: 19775082
    {'hecke_orbit_code': 4503599795143019, 'n': 91, 'trace_an': 678818560}
  • id: 19775083
    {'hecke_orbit_code': 4503599795143019, 'n': 92, 'trace_an': -760072320}
  • id: 19775084
    {'hecke_orbit_code': 4503599795143019, 'n': 93, 'trace_an': -572718600}
  • id: 19775085
    {'hecke_orbit_code': 4503599795143019, 'n': 94, 'trace_an': 1019132928}
  • id: 19775086
    {'hecke_orbit_code': 4503599795143019, 'n': 95, 'trace_an': 779312376}
  • id: 19775087
    {'hecke_orbit_code': 4503599795143019, 'n': 96, 'trace_an': 548674560}
  • id: 19775088
    {'hecke_orbit_code': 4503599795143019, 'n': 97, 'trace_an': 907130882}
  • id: 19775089
    {'hecke_orbit_code': 4503599795143019, 'n': 98, 'trace_an': -730195452}
  • id: 19775090
    {'hecke_orbit_code': 4503599795143019, 'n': 99, 'trace_an': 0}
  • id: 19775091
    {'hecke_orbit_code': 4503599795143019, 'n': 100, 'trace_an': -177598736}
  • id: 19775092
    {'hecke_orbit_code': 4503599795143019, 'n': 101, 'trace_an': 421901874}
  • id: 19775093
    {'hecke_orbit_code': 4503599795143019, 'n': 103, 'trace_an': 579042704}
  • id: 19775094
    {'hecke_orbit_code': 4503599795143019, 'n': 107, 'trace_an': -1397138868}
  • id: 19775095
    {'hecke_orbit_code': 4503599795143019, 'n': 109, 'trace_an': 2685304546}
  • id: 19775096
    {'hecke_orbit_code': 4503599795143019, 'n': 113, 'trace_an': 454748562}
  • id: 19775097
    {'hecke_orbit_code': 4503599795143019, 'n': 121, 'trace_an': 0}
  • id: 19775098
    {'hecke_orbit_code': 4503599795143019, 'n': 125, 'trace_an': 2864065356}
  • id: 19775099
    {'hecke_orbit_code': 4503599795143019, 'n': 127, 'trace_an': 83864968}
  • id: 19775100
    {'hecke_orbit_code': 4503599795143019, 'n': 128, 'trace_an': -4409376768}
  • id: 19775101
    {'hecke_orbit_code': 4503599795143019, 'n': 131, 'trace_an': 3736010052}
  • id: 19775102
    {'hecke_orbit_code': 4503599795143019, 'n': 137, 'trace_an': 6435977274}
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    {'hecke_orbit_code': 4503599795143019, 'n': 139, 'trace_an': -1818327476}
  • id: 19775104
    {'hecke_orbit_code': 4503599795143019, 'n': 149, 'trace_an': 8301985938}
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    {'hecke_orbit_code': 4503599795143019, 'n': 151, 'trace_an': -3840570992}
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    {'hecke_orbit_code': 4503599795143019, 'n': 157, 'trace_an': -2179121506}
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    {'hecke_orbit_code': 4503599795143019, 'n': 163, 'trace_an': -15414734644}
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    {'hecke_orbit_code': 4503599795143019, 'n': 167, 'trace_an': 5655058920}
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    {'hecke_orbit_code': 4503599795143019, 'n': 169, 'trace_an': 12354417111}
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    {'hecke_orbit_code': 4503599795143019, 'n': 173, 'trace_an': -76989222}
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  • id: 19775117
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  • id: 19775118
    {'hecke_orbit_code': 4503599795143019, 'n': 223, 'trace_an': 6965808248}
  • id: 19775119
    {'hecke_orbit_code': 4503599795143019, 'n': 227, 'trace_an': -33569688780}
  • id: 19775120
    {'hecke_orbit_code': 4503599795143019, 'n': 229, 'trace_an': 29319833846}
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  • id: 19775122
    {'hecke_orbit_code': 4503599795143019, 'n': 239, 'trace_an': -62660930544}
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    {'hecke_orbit_code': 4503599795143019, 'n': 243, 'trace_an': -3486784401}
  • id: 19775125
    {'hecke_orbit_code': 4503599795143019, 'n': 251, 'trace_an': -58190063148}
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    {'hecke_orbit_code': 4503599795143019, 'n': 256, 'trace_an': -46701412352}
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    {'hecke_orbit_code': 4503599795143019, 'n': 269, 'trace_an': 46723914774}
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    {'hecke_orbit_code': 4503599795143019, 'n': 293, 'trace_an': -157073732046}
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  • id: 19775143
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  • id: 19775210
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  • id: 19775211
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  • id: 19775212
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  • id: 19775213
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  • id: 19775214
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  • id: 19775215
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  • id: 19775216
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  • id: 19775217
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  • id: 19775218
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  • id: 19775219
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  • id: 19775220
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  • id: 19775221
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  • id: 19775222
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  • id: 19775223
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  • id: 19775224
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  • id: 19775225
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  • id: 19775226
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  • id: 19775227
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  • id: 19775228
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  • id: 19775229
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  • id: 19775230
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  • id: 19775231
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  • id: 19775232
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  • id: 19775233
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  • id: 19775234
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  • id: 19775235
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  • id: 19775236
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  • id: 19775237
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  • id: 19775238
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  • id: 19775239
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  • id: 19775240
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  • id: 19775241
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  • id: 19775242
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  • id: 19775243
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  • id: 19775244
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  • id: 19775245
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  • id: 19775246
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  • id: 19775247
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  • id: 19775248
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  • id: 19775249
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