Embedded newform data - 252.9.z.d.145.6

Formats: - HTML - YAML - JSON - 2024-04-19T21:24:20.945357

• mf_newforms •

  Column	Type
  Nk2	integer
  analytic_conductor	double precision
  analytic_rank	smallint
  analytic_rank_proved	boolean
  artin_degree	integer
  artin_field	numeric[]
  artin_field_label	text
  artin_image	text
  atkin_lehner_eigenvals	integer[]
  atkin_lehner_string	text
  char_conductor	integer
  char_degree	integer
  char_is_minimal	boolean
  char_is_real	boolean
  char_orbit_index	smallint
  char_orbit_label	text
  char_order	integer
  char_parity	smallint
  char_values	jsonb
  cm_discs	integer[]
  conrey_index	integer
  conrey_indexes	integer[]
  dim	integer
  embedded_related_objects	text[]
  field_disc	numeric
  field_disc_factorization	numeric[]
  field_poly	numeric[]
  field_poly_is_cyclotomic	boolean
  field_poly_is_real_cyclotomic	boolean
  field_poly_root_of_unity	integer
  fricke_eigenval	smallint
  has_non_self_twist	smallint
  hecke_cutters	jsonb
  hecke_orbit	integer
  hecke_orbit_code	bigint
  hecke_ring_generator_nbound	integer
  hecke_ring_index	numeric
  hecke_ring_index_factorization	numeric[]
  hecke_ring_index_proved	boolean
  inner_twist_count	integer
  inner_twists	integer[]
  is_cm	boolean
  is_polredabs	boolean
  is_rm	boolean
  is_self_dual	boolean
  is_self_twist	boolean
  is_twist_minimal	boolean
  label	text
  level	integer
  level_is_prime	boolean
  level_is_prime_power	boolean
  level_is_square	boolean
  level_is_squarefree	boolean
  level_primes	integer[]
  level_radical	integer
  minimal_twist	text
  nf_label	text
  prim_orbit_index	smallint
  projective_field	numeric[]
  projective_field_label	text
  projective_image	text
  projective_image_type	text
  qexp_display	text
  related_objects	text[]
  relative_dim	integer
  rm_discs	integer[]
  sato_tate_group	text
  self_twist_discs	integer[]
  self_twist_type	smallint
  space_label	text
  trace_display	numeric[]
  trace_hash	bigint
  trace_moments	numeric[]
  trace_zratio	numeric
  traces	numeric[]
  weight	smallint
  weight_parity	smallint

  
  {'Nk2': 20412, 'analytic_conductor': 102.65940973540405, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 7, 'char_degree': 2, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 26, 'char_orbit_label': 'z', 'char_order': 6, 'char_parity': -1, 'char_values': [252, 6, [127, 29, 73], [6, 6, 1]], 'cm_discs': [], 'conrey_index': 73, 'conrey_indexes': [73, 145], 'dim': 12, 'field_disc': 1023099545607601514052759999472395702893704024875086790681600, 'field_disc_factorization': [[2, 10], [3, 10], [5, 2], [3539, 2], [7351096552486834205753, 2]], 'field_poly': [45396580558961892385326096, 1221542968331193193318500, 30962072851910211245661, 358752845334081085965, 5214056955297543333, 47217566733462528, 576413321817541, 3561445462121, 21578502553, 46071824, 148097, -3, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'has_non_self_twist': 1, 'hecke_cutters': [[5, [76321613977346958046989561000000, -1754330814254965982697238500000, 17177261554056537511160940000, -85865736372357695052915000, 201422208915954969132600, -32049897802747435710, -679960365860892483, 311260236586983, 2118409775334, -455337945, -1570602, 285, 1]]], 'hecke_orbit': 4, 'hecke_orbit_code': 13512517020025084, 'hecke_ring_generator_nbound': 13, 'hecke_ring_index': 148663591501824, 'hecke_ring_index_factorization': [[2, 20], [3, 10], [7, 4]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 7, 4, -1, 6, 0]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '252.9.z.d', 'level': 252, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 7], 'level_radical': 42, 'minimal_twist': '84.9.m.b', 'prim_orbit_index': 4, 'qexp_display': 'q+(-2^{4}-2^{4}\\beta _{1}+\\beta _{3})q^{5}+(114-14^{2}\\beta _{1}+\\cdots)q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 6, 'rm_discs': [], 'sato_tate_group': '8.2.3.c6', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '252.9.z', 'trace_display': [0, 0, -285, 198], 'trace_hash': 1271344580277597182, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.052', 'prec': 17}, {'__RealLiteral__': 0, 'data': '10.830', 'prec': 20}, {'__RealLiteral__': 0, 'data': '1.952', 'prec': 17}, {'__RealLiteral__': 0, 'data': '553.606', 'prec': 24}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '52814.311', 'prec': 30}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.168', 'prec': 17}, 'traces': [12, 0, 0, 0, -285, 0, 198, 0, 0, 0, 17919, 0, 0, 0, 0, 0, 205782, 0, 74313, 0, 0, 0, 62832, 0, 878679, 0, 0, 0, 575454, 0, 1442952, 0, 0, 0, 3989514, 0, -2058621, 0, 0, 0, 0, 0, 7721322, 0, 0, 0, -12088194, 0, -16964694, 0, 0, 0, 5506743, 0, 0, 0, 0, 0, -7511901, 0, -37215576, 0, 0, 0, -5047122, 0, -36824553, 0, 0, 0, 30011556, 0, 95080185, 0, 0, 0, 38333727, 0, 8514456, 0, 0, 0, 0, 0, 20121540, 0, 0, 0, -83038554, 0, -198538635, 0, 0, 0, 221605224, 0, 0, 0, 0, 0, -672346962, 0, 179589537, 0, 0, 0, 6299751, 0, -188171571, 0, 0, 0, -289364736, 0, 992399904, 0, 0, 0, 982126386, 0, -508189665, 0, 0, 0, 0, 0, 684031332, 0, 0, 0, -735821865, 0, -1431907413, 0, 0, 0, 100921956, 0, 0, 0, 0, 0, -479839482, 0, -792061155, 0, 0, 0, -431619474, 0, -1436183619, 0, 0, 0, -2985577314, 0, 1773823608, 0, 0, 0, 3083142192, 0, 953420694, 0, 0, 0, 0, 0, -427058310, 0, 0, 0, 2366910612, 0, -2751547164, 0, 0, 0, -166203132, 0, 0, 0, 0, 0, -4354809060, 0, -2962215594, 0, 0, 0, -2927821422, 0, 4327361004, 0, 0, 0, 285070764, 0, -2451905784, 0, 0, 0, -963380253, 0, 7078051866, 0, 0, 0, 0, 0, 2349488268, 0, 0, 0, 13872656712, 0, -3827100411, 0, 0, 0, -9714923076, 0, 0, 0, 0, 0, 6204869361, 0, -19499049477, 0, 0, 0, -3760782012, 0, 16410372108, 0, 0, 0, -13462550892, 0, -1834845183, 0, 0, 0, 3820285935, 0, 14841065913, 0, 0, 0, 0, 0, 9256067712, 0, 0, 0, 28230796260, 0, -17345249649, 0, 0, 0, -22814097306, 0, 0, 0, 0, 0, 15000637377, 0, -37853134839, 0, 0, 0, -41110741620, 0, 19477646211, 0, 0, 0, -27909220752, 0, -14739606693, 0, 0, 0, 34372166916, 0, 19711115406, 0, 0, 0, 0, 0, 32250840006, 0, 0, 0, 66899829168, 0, -7610991591, 0, 0, 0, -28996467156, 0, 0, 0, 0, 0, -2386801056, 0, -77783438070, 0, 0, 0, -36982728609, 0, 51100745373, 0, 0, 0, 13124452560, 0, 56342887245, 0, 0, 0, 53578834950, 0, 56486339805, 0, 0, 0, 0, 0, 34191410664, 0, 0, 0, 173882240649, 0, -96373002108, 0, 0, 0, -33315879030, 0, 0, 0, 0, 0, -67884737070, 0, -116613729648, 0, 0, 0, -69189558624, 0, 21812664615, 0, 0, 0, -173313826788, 0, 64407029310, 0, 0, 0, 151779013125, 0, 76387624449, 0, 0, 0, 0, 0, 81642323586, 0, 0, 0, 69231381702, 0, -212177344635, 0, 0, 0, -34287233400, 0, 0, 0, 0, 0, -48422456259, 0, -188471790369, 0, 0, 0, -44242696764, 0, 43484769927, 0, 0, 0, -148508701632, 0, 99985825890, 0, 0, 0, 205140058191, 0, 149086494669, 0, 0, 0, 0, 0, 195880825602, 0, 0, 0, 272537362200, 0, -218040407628, 0, 0, 0, -84644550744, 0, 0, 0, 0, 0, -126006100848, 0, -66809909547, 0, 0, 0, -176731518627, 0, 140521048290, 0, 0, 0, -214615248468, 0, 52617889206, 0, 0, 0, 259225586706, 0, 51878409402, 0, 0, 0, 0, 0, -1001402418, 0, 0, 0, 188647402122, 0, -154505725230, 0, 0, 0, -45857271276, 0, 0, 0, 0, 0, 95385313938, 0, -273850293861, 0, 0, 0, -59357184165, 0, 73076080284, 0, 0, 0, -152463252738, 0, 202369196754, 0, 0, 0, -170260179078, 0, 254192757495, 0, 0, 0, 0, 0, -134650436976, 0, 0, 0, 559416489333, 0, -131812115244, 0, 0, 0, -101614203006, 0, 0, 0, 0, 0, -215491640622, 0, 66233520639, 0, 0, 0, -185338657986, 0, 68342952390, 0, 0, 0, -315178078812, 0, -508660415271, 0, 0, 0, -284649398028, 0, -11230968171, 0, 0, 0, 0, 0, -330505727376, 0, 0, 0, 263603758122, 0, 179409258207, 0, 0, 0, -267434899893, 0, 0, 0, 0, 0, 692124708105, 0, -243077626710, 0, 0, 0, 237749945064, 0, 131739767367, 0, 0, 0, -382918945056, 0, -117153470610, 0, 0, 0, -242502395433, 0, 133717738419, 0, 0, 0, 0, 0, 165575345958, 0, 0, 0, 72761618598, 0, 359842645146, 0, 0, 0, 296699088312, 0, 0, 0, 0, 0, 715005720282, 0, 607669089570, 0, 0, 0, -44755625982, 0, 153284220882, 0, 0, 0, -544728932292, 0, -26146155195, 0, 0, 0, -502878292740, 0, -681500342778, 0, 0, 0, 0, 0, -777933052698, 0, 0, 0, -229517366367, 0, 408375378249, 0, 0, 0, 239820271212, 0, 0, 0, 0, 0, 99280827522, 0, 816505198713, 0, 0, 0, 740421263271, 0, -91142794827, 0, 0, 0, -6367685220, 0, 483732299061, 0, 0, 0, -1009329923022, 0, -354413706048, 0, 0, 0, 0, 0, -765962844948, 0, 0, 0, -482456652183, 0, 615562909395, 0, 0, 0, 622665610185, 0, 0, 0, 0, 0, 780951361680, 0, 1304658558873, 0, 0, 0, 537975248736, 0, -911662119348, 0, 0, 0, -978646614486, 0, 557297691921, 0, 0, 0, -1310196104028, 0, -446954802828, 0, 0, 0, 0, 0, -2513355426648, 0, 0, 0, -585913480428, 0, 278057624133, 0, 0, 0, 1776543204990, 0, 0, 0, 0, 0, 582522416952, 0, 2645620674813, 0, 0, 0, 1831942185966, 0, -1469302725279, 0, 0, 0, -308785617732, 0, -98729272890, 0, 0, 0, -800948322966, 0, -798578266698, 0, 0, 0, 0, 0, -1266549823212, 0, 0, 0, -875087398992, 0, 714549479586, 0, 0, 0, 1747439628168, 0, 0, 0, 0, 0, 762307577286, 0, 4397842512855, 0, 0, 0, 1471732412394, 0, -485521917624, 0, 0, 0, -3232832797800, 0, 1534966573176, 0, 0, 0, -1623667981776, 0, -1810678810692, 0, 0, 0, 0, 0, -2531599769136, 0, 0, 0, 812478583134, 0, -1066641617952, 0, 0, 0, 1729213482786, 0, 0, 0, 0, 0, -1082285879100, 0, 4287008466027, 0, 0, 0, 1440840258537, 0, -1254429076980, 0, 0, 0, -539254139298, 0, -984337015923, 0, 0, 0, -596460050988, 0, -1287204192876, 0, 0, 0, 0, 0, -1320606750486, 0, 0, 0, 189990319557, 0, 2518848429381, 0, 0, 0, 1913523388752, 0, 0, 0, 0, 0, 3237870396228, 0, 2781424148418, 0, 0, 0, 1288114414608, 0, -171742905900, 0, 0, 0, -5562235350990, 0, 1049012274231, 0, 0, 0, -5936516184849, 0, -897516295194, 0, 0, 0, 0, 0, -4503108278598, 0, 0, 0, 817615160310, 0, 114636702018, 0, 0, 0, -476254673022, 0, 0, 0, 0, 0, 4325965710813, 0, 1980753753330, 0, 0, 0, 1219942175268, 0, 259932313857, 0, 0, 0, -1139117455440, 0, 103313795823, 0, 0, 0, -1536077361330, 0, 817172553687, 0, 0, 0, 0, 0, -2488315340466, 0, 0, 0, 508862339328, 0, 1915561872750, 0, 0, 0, 1382971859118, 0, 0, 0, 0, 0, 2977086308529, 0, -610541652384, 0, 0, 0, 243195185328, 0, 1069123340157, 0, 0, 0, -6258052836012, 0, 594395831412, 0, 0, 0, -6029630104632, 0, 1691458971564, 0, 0, 0, 0, 0, -7260216707232, 0, 0, 0, 9303328903245, 0, -2249771563419, 0, 0, 0, -538460394468, 0, 0, 0, 0, 0, 1903057460562, 0, 2892277312614, 0, 0, 0, 427161353232, 0, 1271847654192, 0, 0, 0, -11091444563304, 0, -2533581722367, 0, 0, 0], 'weight': 9, '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], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [1.5033838985445869, 0.8679790985200663], [0.0, 0.0], [0.6045697138967979, 0.796552233716499], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.5761546626070859, 0.9979291486531773], [0.0, 0.0], [0.0, -0.3486715390730937], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [1.0983669235523934, -0.6341424389819554], [0.0, 0.0], [1.1329728280786378, 0.654122167275733], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.3776924986263835, -0.6541825972585347], [0.0, 0.0], [1.0067754309354138, 1.7437861981921878], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.802409013397962, 0.0], [0.0, 0.0], [0.5947324467345521, -0.3433689382179984], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.21750968367476164, 1.7222776777797861], [0.0, 0.0], [-0.5748695632572082, 0.9957032912864152], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, -1.9301986126808388], [0.0, 0.0], [1.628423554032076, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [-0.5671245964774431, -0.3274295384403096], [0.0, 0.0], [-0.26899092207748787, 0.9631427120836781], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [-0.5554434978308455, -0.9620563589767979], [0.0, 0.0], [0.0, 2.0003608186313255], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.6672788757006628, -0.3852536385103285], [0.0, 0.0], [-1.5437695916916152, -0.8912957893299126], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.3026396081642679, -0.5241871777232487], [0.0, 0.0], [-0.34329536642508174, -0.5946050166512165], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [-0.4690309082186826, 0.0], [0.0, 0.0], [-0.6454631705281307, 0.37265833525640557], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [-0.44657703291782036, 1.0622550233563766], [0.0, 0.0], [-0.22110087146750368, 0.38295794297947233], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, -1.4384468742494358], [0.0, 0.0], [2.2016895300834953, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [1.2545852218990587, 0.724335115584748], [0.0, 0.0], [0.27773509328204227, -0.2107962526213764], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [1.1355287381479655, 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0.6649254279829508], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0]], 'angles': [None, None, 0.0006240006994819776, None, 0.01439037246382623, -0.4721110935369243, -0.224009972915312, -0.053185773614202396, -0.355025489553326, -0.1842958343681252, -0.27754927374703925, 0.18080693928561695, -0.29217192423404575, -0.09858472615481538, -0.21975786941175401, -0.4896075909904935, -0.27039031291124843, -0.4915651958174466, -0.1391049257780751, -0.2876751727286489, -0.3941101594665025, -0.45214916858955295, -0.37224888018186736, -0.03774009622518092, 0.035841860702134555, -0.4284871337897195, -0.20141973751766454, -0.491043087521011, -0.09184645669208562, -0.21585271936245629, -0.2808244171803295, -0.16456568325377333, -0.05820877712138831, -0.4267383165928414, 0.20776053857575902, -0.43828025566117124, -0.39806882517061487, -0.48769029615918924, -0.4810711496993548, -0.13648889535062264, -0.1293487293082218, 0.10298530959676618, -0.31699446448317303, 0.025536689500043747, -0.14897414109063448, 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-0.27225566728058265, -0.4521313868709614, -0.10330916793638051, -0.47470417870994613, -0.34847486207994294, -0.44066789397621936, -0.17108744340695045, -0.40420594098281143, 0.04711246964140529, -0.3557054989556585, -0.23024383424361405, -0.012684555520881347, -0.4178264137227687, -0.498525893410922, -0.44904783012823846, -0.22085243022461842, -0.20346058466606629, -0.0020861736622098384, -0.12155475154994615, -0.34415832241643846, -0.201583055775928, -0.35605031287109723, -0.31746267004679884, -0.420196403766582, -0.23305230404998753, -0.30887844127600694, -0.12263597405821719, -0.014041097904313888, -0.3238912978783022, 0.016581898684575394, -0.4491016796845959], 'char_orbit_index': 26, 'conrey_index': 145, 'dual_conrey_index': 73, 'dual_embedding_index': 6, 'dual_embedding_m': 6, 'embedding_index': 6, 'embedding_m': 12, 'embedding_root_imag': 77.35090479373693, 'embedding_root_real': 44.65856570472513, 'hecke_orbit': 4, 'hecke_orbit_code': 13512517020025084, 'label': '252.9.z.d.145.6', 'level': 252, 'weight': 9}
• mf_newspaces •

  Column	Type
  AL_dims	jsonb
  ALdims	integer[]
  Nk2	integer
  a4_dim	integer
  a5_dim	integer
  analytic_conductor	double precision
  char_conductor	integer
  char_degree	integer
  char_is_real	boolean
  char_orbit_index	smallint
  char_orbit_label	text
  char_order	integer
  char_parity	smallint
  char_values	jsonb
  conrey_index	integer
  cusp_dim	integer
  dihedral_dim	integer
  dim	integer
  eis_dim	integer
  eis_new_dim	integer
  hecke_cutter_primes	integer[]
  hecke_orbit_code	bigint
  hecke_orbit_dims	integer[]
  label	text
  level	integer
  level_is_prime	boolean
  level_is_prime_power	boolean
  level_is_square	boolean
  level_is_squarefree	boolean
  level_primes	integer[]
  level_radical	integer
  mf_dim	integer
  mf_new_dim	integer
  num_forms	smallint
  plus_dim	integer
  prim_orbit_index	smallint
  relative_dim	integer
  s4_dim	integer
  sturm_bound	integer
  trace_bound	integer
  trace_display	numeric[]
  traces	numeric[]
  weight	smallint
  weight_parity	smallint

  
  {'Nk2': 20412, 'analytic_conductor': 102.65940973540405, 'char_conductor': 7, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 26, 'char_orbit_label': 'z', 'char_order': 6, 'char_parity': -1, 'char_values': [252, 6, [127, 29, 73], [6, 6, 1]], 'conrey_index': 73, 'cusp_dim': 744, 'dim': 54, 'eis_dim': 48, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 1718137913596, 'hecke_orbit_dims': [2, 10, 10, 12, 20], 'label': '252.9.z', 'level': 252, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 7], 'level_radical': 42, 'mf_dim': 792, 'mf_new_dim': 54, 'num_forms': 5, 'prim_orbit_index': 4, 'relative_dim': 27, 'sturm_bound': 432, 'trace_bound': 5, 'trace_display': [0, 0, -837, -24], 'traces': [54, 0, 0, 0, -837, 0, -24, 0, 0, 0, 15093, 0, 0, 0, 0, 0, 141453, 0, 200133, 0, 0, 0, -458433, 0, 2182812, 0, 0, 0, 110484, 0, -1067031, 0, 0, 0, 4086531, 0, 2190879, 0, 0, 0, 0, 0, 311880, 0, 0, 0, -12493629, 0, -6375252, 0, 0, 0, 5668515, 0, 0, 0, 0, 0, 11166309, 0, -51201405, 0, 0, 0, -11539422, 0, -3651657, 0, 0, 0, -51102792, 0, 23677065, 0, 0, 0, -51320493, 0, -54023409, 0, 0, 0, 0, 0, -78211362, 0, 0, 0, 91157805, 0, -797646, 0, 0, 0, 15128343, 0, 0, 0, 0, 0, -105971733, 0, -379367739, 0, 0, 0, 25646463, 0, -60703233, 0, 0, 0, 19339992, 0, -454024413, 0, 0, 0, -8596827, 0, -574965846, 0, 0, 0, 0, 0, -587089920, 0, 0, 0, -607817601, 0, -970817595, 0, 0, 0, -344644173, 0, 0, 0, 0, 0, 153042210, 0, -791142426, 0, 0, 0, -1146497949, 0, -596824083, 0, 0, 0, -1814224338, 0, -2659617189, 0, 0, 0, 826682247, 0, 122946597, 0, 0, 0, 0, 0, -7301246406, 0, 0, 0, -592374303, 0, -1028114346, 0, 0, 0, 1642894353, 0, 0, 0, 0, 0, -2606680413, 0, -4050307953, 0, 0, 0, -290063187, 0, 2287130751, 0, 0, 0, 995707404, 0, 665882127, 0, 0, 0, -5057446896, 0, -2790682728, 0, 0, 0, 0, 0, 1132773540, 0, 0, 0, 7767600516, 0, -3444622425, 0, 0, 0, -1452056544, 0, 0, 0, 0, 0, -1120252761, 0, -8054467803, 0, 0, 0, 2743482177, 0, 1975897347, 0, 0, 0, -14369559840, 0, 5542994043, 0, 0, 0, 2688689241, 0, 3999157170, 0, 0, 0, 0, 0, 788319450, 0, 0, 0, -2144086281, 0, -15602799993, 0, 0, 0, -1159836705, 0, 0, 0, 0, 0, 23782542975, 0, 10019589615, 0, 0, 0, -8207672220, 0, -8002089597, 0, 0, 0, -8159180004, 0, -15468059907, 0, 0, 0, 18979958826, 0, 10877652060, 0, 0, 0, 0, 0, 44654728494, 0, 0, 0, 6698328372, 0, 52271032338, 0, 0, 0, 1835834409, 0, 0, 0, 0, 0, -11178201825, 0, 10420913637, 0, 0, 0, -5044836033, 0, 41046138666, 0, 0, 0, 21453901434, 0, 50364820962, 0, 0, 0, -12470034645, 0, -5088950901, 0, 0, 0, 0, 0, 31195676376, 0, 0, 0, 83681900199, 0, 11738764674, 0, 0, 0, 469416303, 0, 0, 0, 0, 0, 10532964951, 0, -54643641606, 0, 0, 0, 17558457291, 0, -16225472850, 0, 0, 0, -117067691610, 0, 154218342177, 0, 0, 0, 3755635659, 0, 43896099123, 0, 0, 0, 0, 0, 74148174000, 0, 0, 0, 36617660145, 0, -97206256404, 0, 0, 0, -12618019755, 0, 0, 0, 0, 0, 69924852639, 0, -59799188727, 0, 0, 0, 1794141711, 0, -41707461906, 0, 0, 0, -31700419902, 0, -217695844755, 0, 0, 0, -34762668615, 0, -1913852472, 0, 0, 0, 0, 0, 127173315360, 0, 0, 0, 61612759566, 0, 141457243683, 0, 0, 0, 786286197, 0, 0, 0, 0, 0, 67903725033, 0, 68423858451, 0, 0, 0, -24723508905, 0, 90393860331, 0, 0, 0, -303902203752, 0, -211637255184, 0, 0, 0, 27108467154, 0, 13863620691, 0, 0, 0, 0, 0, 140561853696, 0, 0, 0, 304023157515, 0, -92728676391, 0, 0, 0, 64462532724, 0, 0, 0, 0, 0, 38172004893, 0, -360819997686, 0, 0, 0, 7062378228, 0, -95270834937, 0, 0, 0, -417474509868, 0, -56279649870, 0, 0, 0, -188344407870, 0, -44078085573, 0, 0, 0, 0, 0, -32996898378, 0, 0, 0, 384804206523, 0, -35099677149, 0, 0, 0, 68335354107, 0, 0, 0, 0, 0, -153526483755, 0, -344613138327, 0, 0, 0, 78632772705, 0, -326637146718, 0, 0, 0, -598888984932, 0, -449144120709, 0, 0, 0, -389190583107, 0, -48662109405, 0, 0, 0, 0, 0, 298363420908, 0, 0, 0, 629017582770, 0, -36136957737, 0, 0, 0, 24823001313, 0, 0, 0, 0, 0, 564773224059, 0, -602879859450, 0, 0, 0, 84577993641, 0, 123942405375, 0, 0, 0, -1423760266980, 0, -42119881623, 0, 0, 0, -162164228850, 0, -329273861013, 0, 0, 0, 0, 0, 434884673970, 0, 0, 0, 355518857403, 0, 414491265426, 0, 0, 0, 412287845103, 0, 0, 0, 0, 0, 771763759218, 0, 24755125221, 0, 0, 0, 32949678474, 0, -111363785727, 0, 0, 0, -1322980406208, 0, -482284497591, 0, 0, 0, -356063489955, 0, -184533232815, 0, 0, 0, 0, 0, 1316353559436, 0, 0, 0, 1458167191560, 0, 166259513886, 0, 0, 0, 242283990699, 0, 0, 0, 0, 0, 704804452983, 0, -996026474565, 0, 0, 0, 330131092905, 0, 183601624491, 0, 0, 0, -1971633620556, 0, 206058647961, 0, 0, 0, -836380925775, 0, 124307509806, 0, 0, 0, 0, 0, 1122051235056, 0, 0, 0, 1591684977825, 0, 626830603296, 0, 0, 0, 316761754275, 0, 0, 0, 0, 0, 1409791247496, 0, -777232856259, 0, 0, 0, 480349377630, 0, -989144603484, 0, 0, 0, -3519526537332, 0, 878942565, 0, 0, 0, -1323125660295, 0, 73024696557, 0, 0, 0, 0, 0, 3107602713168, 0, 0, 0, 2646883373175, 0, 1353417185541, 0, 0, 0, 1235745393732, 0, 0, 0, 0, 0, 2186171111070, 0, -1568614724559, 0, 0, 0, 889755760107, 0, -4862247993, 0, 0, 0, -4735422730728, 0, -2312547899337, 0, 0, 0, -2054233860417, 0, -221174060817, 0, 0, 0, 0, 0, 3459660341796, 0, 0, 0, 3609687562893, 0, 2710193814873, 0, 0, 0, 1105732280448, 0, 0, 0, 0, 0, 2111033448891, 0, -711621576360, 0, 0, 0, 803077620390, 0, -109006925346, 0, 0, 0, -8041824387846, 0, 1419730062183, 0, 0, 0, -1685794030002, 0, -607872666504, 0, 0, 0, 0, 0, 4114410015246, 0, 0, 0, 6006184297587, 0, -140964138765, 0, 0, 0, 1195785521361, 0, 0, 0, 0, 0, 2412298364301, 0, -2635770686976, 0, 0, 0, 973979195337, 0, -1450822655907, 0, 0, 0, -6575500962576, 0, -1877368033251, 0, 0, 0, -2075408859195, 0, -1081719628248, 0, 0, 0, 0, 0, 5377293826218, 0, 0, 0, 6935069769921, 0, 948474434634, 0, 0, 0, 1492328744973, 0, 0, 0, 0, 0, 5050308305925, 0, -1389908557053, 0, 0, 0, 1199275681113, 0, -687402750717, 0, 0, 0, -12299916105990, 0, -3405199225050, 0, 0, 0, -4720320724716, 0, -635502092823, 0, 0, 0, 0, 0, 3098116254672, 0, 0, 0, 5066299008027, 0, 2672650936926, 0, 0, 0, 1423278305883, 0, 0, 0, 0, 0, 6628547395746, 0, -6297566317965, 0, 0, 0, 1193164271046, 0, -90728851365, 0, 0, 0, -13573096218612, 0, -1970047239840, 0, 0, 0, -4049068324473, 0, -912497358849, 0, 0, 0, 0, 0, 6752924140488, 0, 0, 0, 8760978801855, 0, 661710810207, 0, 0, 0, 2994892296489, 0, 0, 0, 0, 0, 2562293971845, 0, -8572387436244, 0, 0, 0, 856987066521, 0, -2972366252706, 0, 0, 0, -15055416138780, 0, -8735192841717, 0, 0, 0, -4738603713021, 0, -63722067246, 0, 0, 0, 0, 0, 10063607830968, 0, 0, 0, 14233918024161, 0, 2236069570674, 0, 0, 0, 3405312699633, 0, 0, 0, 0, 0, 5995351932093, 0, -10106520836454, 0, 0, 0, 2832618913254, 0, -2950449080121, 0, 0, 0, -25397512136334, 0, -6755904920151, 0, 0, 0], 'weight': 9, 'weight_parity': -1}
• 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: 43706908
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 145, 'source_dim': 12, 'source_embedding_index': 6, 'source_hecke_orbit_code': 13512517020025084, 'source_is_minimal': False, 'source_label': '252.9.z.d.145.6', 'source_level': 252, 'target_conrey_index': 145, 'target_dim': 12, 'target_embedding_index': 6, 'target_hecke_orbit_code': 13512517020025084, 'target_is_minimal': False, 'target_label': '252.9.z.d.145.6', 'target_level': 252, 'twist_class_label': '84.9.m.b.61.1', 'twist_class_level': 84, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 9}
  • id: 43706909
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 145, 'source_dim': 12, 'source_embedding_index': 6, 'source_hecke_orbit_code': 13512517020025084, 'source_is_minimal': False, 'source_label': '252.9.z.d.145.6', 'source_level': 252, 'target_conrey_index': 61, 'target_dim': 12, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4504424412086356, 'target_is_minimal': True, 'target_label': '84.9.m.b.61.1', 'target_level': 84, 'twist_class_label': '84.9.m.b.61.1', 'twist_class_level': 84, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 9}
  • id: 43706910
    {'conductor': 7, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 145, 'source_dim': 12, 'source_embedding_index': 6, 'source_hecke_orbit_code': 13512517020025084, 'source_is_minimal': False, 'source_label': '252.9.z.d.145.6', 'source_level': 252, 'target_conrey_index': 73, 'target_dim': 12, 'target_embedding_index': 6, 'target_hecke_orbit_code': 13512517020025084, 'target_is_minimal': False, 'target_label': '252.9.z.d.73.6', 'target_level': 252, 'twist_class_label': '84.9.m.b.61.1', 'twist_class_level': 84, 'twisting_char_label': '7.3', 'twisting_conrey_index': 3, 'weight': 9}
  • id: 43706911
    {'conductor': 21, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 145, 'source_dim': 12, 'source_embedding_index': 6, 'source_hecke_orbit_code': 13512517020025084, 'source_is_minimal': False, 'source_label': '252.9.z.d.145.6', 'source_level': 252, 'target_conrey_index': 73, 'target_dim': 12, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4504424412086356, 'target_is_minimal': True, 'target_label': '84.9.m.b.73.1', 'target_level': 84, 'twist_class_label': '84.9.m.b.61.1', 'twist_class_level': 84, 'twisting_char_label': '21.17', 'twisting_conrey_index': 17, 'weight': 9}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 589775
    {'charpoly_factorization': [[[0, 1], 12]], 'hecke_orbit_code': 13512517020025084, 'p': 2}
  • id: 589776
    {'charpoly_factorization': [[[0, 1], 12]], 'hecke_orbit_code': 13512517020025084, 'p': 3}
  • id: 589777
    {'charpoly_factorization': [[[76321613977346958046989561000000, -1754330814254965982697238500000, 17177261554056537511160940000, -85865736372357695052915000, 201422208915954969132600, -32049897802747435710, -679960365860892483, 311260236586983, 2118409775334, -455337945, -1570602, 285, 1], 1]], 'hecke_orbit_code': 13512517020025084, 'p': 5}
  • id: 589778
    {'charpoly_factorization': [[[36703368217294125441230211032033660188801, -1260627540659987541176804157566352198, 9389787760610426894934692236642749, 5832410037442948322220063346798, 1924243485723951619255605738, 845291302027586967534786, 738140712866733043077, 146629745246641986, 57901709320938, 30443535598, 8501949, -198, 1], 1]], 'hecke_orbit_code': 13512517020025084, 'p': 7}
  • id: 589779
    {'charpoly_factorization': [[[165937470569466650147395089659048940557990781825600, 15310285033948260178033920421096932546082562400, 3552302073240196565968830853315752785605440, 53480859912693604534478919542703521640, 29676157840249752688692062403395376, 97445293296816298652933690610, 170137132302824254399739175, -2409461686896895396197, 551021544776781324, -6277714424145, 1057716756, -17919, 1], 1]], 'hecke_orbit_code': 13512517020025084, 'p': 11}
  • id: 589780
    {'charpoly_factorization': [[[2148736619928732586670402952588908174823346998411264, 0, 154568598956834087686812848324860878219009024, 0, 1915377965152760894992618618732008960, 0, 6649058232428865002264901915, 0, 9052853898338449947, 0, 5107913481, 0, 1], 1]], 'hecke_orbit_code': 13512517020025084, 'p': 13}
  • id: 589781
    {'charpoly_factorization': [[[102883478603985971726587310552057729561975719760509855334400, -10358046701171156185055456854497679925586220219030241280, 380311494331350679545361015038471904819942648676352, -3292579322471942712587881117773704511214276608, -39546330351809389937873961722830797096960, 611146937563285453142921884897779456, 4253103805192055434241669395008, -94556085718714413671687328, 94176297436197260448, 4882203625831704, -9609714264, -205782, 1], 1]], 'hecke_orbit_code': 13512517020025084, 'p': 17}
  • id: 589782
    {'charpoly_factorization': [[[839941594289471050092538243805252914571772913447064780421696, -98653597845272303312191168203065493327494157210741609120, 4639153090947308405341885574774482935902223761739936, -91233735199161474156980935741232841355879600920, 546578998292006380729698811658307325578600, 5444624941813790301283993504888582122, -42732798239190620406326331931839, -278912344696400012276204631, 2708581294171234034226, 4528382876267697, -59095810446, -74313, 1], 1]], 'hecke_orbit_code': 13512517020025084, 'p': 19}
  • id: 589783
    {'charpoly_factorization': [[[636540850173110326283089422675819459760973407740206891730468864, -26911502149211778161176282600114369682359176557098111598592, 915354569347293396124797125701809196657021884089499648, -10153603504956309474572706996233144016218565378048, 98594886134461534970684145673946059128176640, -294477817987320336414501457837078609920, 1957235234127147352387347589693440, -2917217387920439336564588544, 31636446499771541572608, -17273214136659456, 202735409760, -62832, 1], 1]], 'hecke_orbit_code': 13512517020025084, 'p': 23}
  • id: 589784
    {'charpoly_factorization': [[[2355979473111905277622707138048000, 48543619509673246228491244800, 251110336118535852843600, -55337485683990069, -1129194137997, -287727, 1], 2]], 'hecke_orbit_code': 13512517020025084, 'p': 29}
  • id: 589785
    {'charpoly_factorization': [[[1562986313016469209106966089542527686625224071317931406934464184281, 456969786083577866922828323761500411408241414785206827453312968, 44796261433688609444899955234127266170816376676388284628599, 76472271664310686531182153360093896677883125968579768, -567502384447901643056800918359409946373987900042, -1044882163644468679630292511665748427554744, 8751950404868676120923352873892994019, -14877563131880918393965077212424, 7158790347144968590644294, 4411658625554488392, -2363347360953, -1442952, 1], 1]], 'hecke_orbit_code': 13512517020025084, 'p': 31}
  • id: 589786
    {'charpoly_factorization': [[[4031063959319697645314420505597167833024694138044226728216390353601835584, -5722677221031619318773057235187073600576856091112443164569773408736, 19123035352508726138971850130657184796933070450456526965273984, -10141976792113753140412499255340409561210273560686016040, 40290718463455731440557956126541039686426426976320, -16550382963015260136357273956462071432686498, 53094563294760614856639898802937751467, 5861176831847196336886096951827, 23612960471820864902701920, 4623250969555980215, 8223725397576, 2058621, 1], 1]], 'hecke_orbit_code': 13512517020025084, 'p': 37}
  • id: 589787
    {'charpoly_factorization': [[[15074044794481068371965443948764472666177517289921100382138963158041432064, 0, 473657632674541423993378279901038473284213943610462325269850112, 0, 1383386353514363970648684847738087650927347179712256, 0, 1332385965047741012352163051896258005760, 0, 468689614701757135781185008, 0, 44050323101928, 0, 1], 1]], 'hecke_orbit_code': 13512517020025084, 'p': 41}
  • id: 589788
    {'charpoly_factorization': [[[5171839699551030522524307688545427000, 67342149484112841842268160423020, 214669722706730309338009590, 66060179371490808637, -28688639889699, -3860661, 1], 2]], 'hecke_orbit_code': 13512517020025084, 'p': 43}
  • id: 589789
    {'charpoly_factorization': [[[180692415007560205564709313623688113667782683200218303734742991021296362035609600, -134144616208445053643885135184058697287932810883876051439085217137347788800, -3276604485523815606542718927834378126107247932067885790873257246720, 27076947500461484902959939334430405242987284966065493849538560, 3427786391142904548083512415278074185644437364558024704, -2020983343346156734973712133957825368826412525568, -51236487906349039934978436149106459342144, 65287588808083977422707127738909472, 2792045415636993687413588928, -1130613015468523455288, -44822205254640, 12088194, 1], 1]], 'hecke_orbit_code': 13512517020025084, 'p': 47}
  • id: 589790
    {'charpoly_factorization': [[[1158305883699612598546499163688232231286737982882466138497166540660947814953517056, 573749186449629518220821277446825445409162444735833871171840185505409138688, 549651445648124267107445035912452845924103771015390321050379424456704, -95627467018859239173598209208352360655824295692410813682565120, 63393824844240143009465671913555929782633305558783755584, -1967176181100607421324001165603221318606660817528, 1565675737048875292012325674935982044590049, -28832384237343238434890290868012223, 29615276618925867265699004886, -30645411150217665987, 216103066924230, -5506743, 1], 1]], 'hecke_orbit_code': 13512517020025084, 'p': 53}
  • id: 589791
    {'charpoly_factorization': [[[26437802284421170185429029141159012655087758737337225237164527388221710897340113485824, -2173185409655803207788242157983810145333301464244141138982690124341685615132672, -491067248112984329065051701701417001744454346726835741372535268226109440, 45260305099412708431349071614423353669719181219080529149887169536, 7288107599301702537787425520783908477200846642196287452224, -479023994757331452104537920211076863703738320797200, -55844106883902581088827944568795833541920509, 2866222583828347437879256961534882277, 343714734154586943314782674876, -5110880907362721116499, -661561622457132, 7511901, 1], 1]], 'hecke_orbit_code': 13512517020025084, 'p': 59}
  • id: 589792
    {'charpoly_factorization': [[[93425527078132377911660642159961503669538869605865253373411543818258891207644440166400, 47936233260453181112774877729059010440548304730530584097012173248573814729605120, 9172299619518131503636907737992751760291575806339858340194174075097055232, 499588461496376143114221754053115275238290239580098640968377958400, -33659272404452485086177851702220408148188045374403650125824, -3506519847715672679317398029625177692238778205306880, 162773254841109350172434627707152234922659840, 20361127803646770719704405032944523264, 168752017125258295211188369920, -30165410102707642444416, -348892366584624, 37215576, 1], 1]], 'hecke_orbit_code': 13512517020025084, 'p': 61}
  • id: 589793
    {'charpoly_factorization': [[[6564752612421790065334688795067946677225241285293681037239152461568705229229886765830144, 625792732386568648766318556405321370271223608908383096479334393835406254601849856, 95385439701289451213790983565595520259965265942710795663331754483899558912, 7002116069450374555544377690131301416295747826585164443267071955520, 797144433820856080824014134561201316603234516165552483170944, 51628184669047642308117027556237220721423440649214860, 3423017313134282488242805980808100485256626461, 124690700529483072897912999628730829093, 4536511790019995060474546638962, 80020752906745826640865, 2671447791162786, 36824553, 1], 1]], 'hecke_orbit_code': 13512517020025084, 'p': 67}
  • id: 589794
    {'charpoly_factorization': [[[-52541252183063211715614472666304959713323520, -2491381576346545544113601670450397824, 777325314345260337383185367136, 30124729152899885659464, -2133160405822764, -15005778, 1], 2]], 'hecke_orbit_code': 13512517020025084, 'p': 71}
  • id: 589795
    {'charpoly_factorization': [[[944629909238226773384029394478735710064790640088777953718345377392672772347853926502400, -223512168153161050374880299356166568671165151401422297895966693088678951546905600, 11153129434567485416602225220134875337463563720797809390608763945089873920, 1532198712172244166743833311268725331547340816187776437203360854720, -102181556314314469922683594132510541994341411124459867120384, -9988107282491949340897666315368129638117142844642068, 973142964580024610889055961536957095746595999, 3348694935333067755584982627264140667, -1727271469922460106525671908520, 6088051416716991214515, 2949383153409456, -95080185, 1], 1]], 'hecke_orbit_code': 13512517020025084, 'p': 73}
  • id: 589796
    {'charpoly_factorization': [[[4714024698753657256893085743359137845940926915835613742422287010985163849784481307270225, 2195349462863401170359841500919517948360519026906200585166538271395435108030846440, 863587115552634118457840069216666288337232570629610080338401351173624375291, 74625104646234915386980992087261558671921250012330257592234380865160, 5714803615436348818373905676621052140306905635537054946008534, 182892424254457079134462166858112507604437357600778536, 7478014080316345435974423347265895134898240095, 86241411968296361008047536220629357736, 6922341033327949314569204772918, 35704494977848835052424, 3118285003434843, -8514456, 1], 1]], 'hecke_orbit_code': 13512517020025084, 'p': 79}
  • id: 589797
    {'charpoly_factorization': [[[7897178385911704663161829737587749782013016181082552852403712115888565698478559400010304, 0, 8842491376138497644522804882398770074184975533842385512575646072693858831056, 0, 311607512569367416347632438172289445885136332439800802940843356, 0, 301230410982551594613020771497483675535396404071, 0, 108363072812453501156855950932783, 0, 17102803239551805, 0, 1], 1]], 'hecke_orbit_code': 13512517020025084, 'p': 83}
  • id: 589798
    {'charpoly_factorization': [[[117721856291046425535035337706901624035731692209571047717813030213935627231246166832974135296, -13700547286564528769056523781155415528846782133339239718194435604862824603623109623808, 337232925409929194375924582148721749018178267878471658559142114859647164645376, 22608105156822184063290730542293207715771126307412862050934393707114496, -160911286737841139419887762627827655896669970140445186307971072, -14980886447984921228460762176450675761086278843225898240, 70640207301772067300186380696380269806454841408, 7575529397411895767559157203235698242400, 56817915594512768664365488089888, -827370451201356037449576, -7665223344778872, 83038554, 1], 1]], 'hecke_orbit_code': 13512517020025084, 'p': 89}
  • id: 589799
    {'charpoly_factorization': [[[535632554142704667082561612144928673441070965147467514483022434158909385526595534400000000, 0, 16451733519764429214658159803904810019971466240599920802089437507580708000000, 0, 64997036847906695876473664036038944010974476681654708877870000, 0, 99004521665072800585470214643277042036297929475, 0, 66636889734362165042826446354619, 0, 17993651605183569, 0, 1], 1]], 'hecke_orbit_code': 13512517020025084, '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': 26, 'hecke_orbit': 4, 'label': '252.9.z.d', 'level': 252, 'portrait': 'data:image/png;base64,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', 'weight': 9}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 145814000
    {'hecke_orbit_code': 13512517020025084, 'n': 1, 'trace_an': 12}
  • id: 145814001
    {'hecke_orbit_code': 13512517020025084, 'n': 2, 'trace_an': 0}
  • id: 145814002
    {'hecke_orbit_code': 13512517020025084, 'n': 3, 'trace_an': 0}
  • id: 145814003
    {'hecke_orbit_code': 13512517020025084, 'n': 4, 'trace_an': 0}
  • id: 145814004
    {'hecke_orbit_code': 13512517020025084, 'n': 5, 'trace_an': -285}
  • id: 145814005
    {'hecke_orbit_code': 13512517020025084, 'n': 6, 'trace_an': 0}
  • id: 145814006
    {'hecke_orbit_code': 13512517020025084, 'n': 7, 'trace_an': 198}
  • id: 145814007
    {'hecke_orbit_code': 13512517020025084, 'n': 8, 'trace_an': 0}
  • id: 145814008
    {'hecke_orbit_code': 13512517020025084, 'n': 9, 'trace_an': 0}
  • id: 145814009
    {'hecke_orbit_code': 13512517020025084, 'n': 10, 'trace_an': 0}
  • id: 145814010
    {'hecke_orbit_code': 13512517020025084, 'n': 11, 'trace_an': 17919}
  • id: 145814011
    {'hecke_orbit_code': 13512517020025084, 'n': 12, 'trace_an': 0}
  • id: 145814012
    {'hecke_orbit_code': 13512517020025084, 'n': 13, 'trace_an': 0}
  • id: 145814013
    {'hecke_orbit_code': 13512517020025084, 'n': 14, 'trace_an': 0}
  • id: 145814014
    {'hecke_orbit_code': 13512517020025084, 'n': 15, 'trace_an': 0}
  • id: 145814015
    {'hecke_orbit_code': 13512517020025084, 'n': 16, 'trace_an': 0}
  • id: 145814016
    {'hecke_orbit_code': 13512517020025084, 'n': 17, 'trace_an': 205782}
  • id: 145814017
    {'hecke_orbit_code': 13512517020025084, 'n': 18, 'trace_an': 0}
  • id: 145814018
    {'hecke_orbit_code': 13512517020025084, 'n': 19, 'trace_an': 74313}
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    {'hecke_orbit_code': 13512517020025084, 'n': 998, 'trace_an': 0}
  • id: 145814998
    {'hecke_orbit_code': 13512517020025084, 'n': 999, 'trace_an': 0}
  • id: 145814999
    {'hecke_orbit_code': 13512517020025084, 'n': 1000, 'trace_an': 0}