Embedded newform data - 162.7.d.f.107.4

Formats: - HTML - YAML - JSON - 2024-10-13T22:22:09.581282

• 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': 7938, 'analytic_conductor': 37.26876154641586, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 9, 'char_degree': 2, 'char_is_minimal': False, 'char_is_real': False, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 6, 'char_parity': -1, 'char_values': [162, 6, [83], [5]], 'cm_discs': [], 'conrey_index': 53, 'dim': 8, 'field_disc': 5308416, 'field_disc_factorization': [[2, 16], [3, 4]], 'field_poly': [1, 0, 0, 0, -1, 0, 0, 0, 1], 'field_poly_is_cyclotomic': True, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 24, 'has_non_self_twist': 1, 'hecke_cutters': [[5, [717201875390625, 0, -1181025562500, 0, 1918029375, 0, -44100, 0, 1]]], 'hecke_orbit': 6, 'hecke_orbit_code': 22518204412723362, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 729, 'hecke_ring_index_factorization': [[3, 6]], 'hecke_ring_index_proved': True, 'inner_twist_count': 4, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 9, 3, 1, 3, 0], [1, 1, 3, 2, -1, 2, 0], [1, 1, 9, 4, -1, 6, 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': True, 'label': '162.7.d.f', 'level': 162, '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, 3], 'level_radical': 6, 'minimal_twist': '162.7.b.a', 'nf_label': '8.0.5308416.1', 'prim_orbit_index': 4, 'qexp_display': 'q+4\\zeta_{24}^{3}q^{2}+(2^{5}-2^{5}\\zeta_{24})q^{4}+(95\\zeta_{24}^{5}+\\cdots)q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 4, 'rm_discs': [], 'sato_tate_group': '6.2.3.c6', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '162.7.d', 'trace_display': [0, 0, 0, 4], 'trace_hash': 1782010804593341056, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.114', 'prec': 17}, {'__RealLiteral__': 0, 'data': '7.218', 'prec': 17}, {'__RealLiteral__': 0, 'data': '6.589', 'prec': 17}, {'__RealLiteral__': 0, 'data': '378.634', 'prec': 24}, {'__RealLiteral__': 0, 'data': '868.998', 'prec': 24}, {'__RealLiteral__': 0, 'data': '34192.984', 'prec': 30}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.509', 'prec': 17}, 'traces': [8, 0, 0, 128, 0, 0, 4, 0, 0, 5280, 0, 0, -3836, 0, 0, -4096, 0, 0, 20488, 0, 0, 27072, 0, 0, 25700, 0, 0, 256, 0, 0, 40096, 0, 0, -60528, 0, 0, -40400, 0, 0, 84480, 0, 0, -184940, 0, 0, 325440, 0, 0, 470484, 0, 0, 122752, 0, 0, 1899720, 0, 0, -24624, 0, 0, -609056, 0, 0, -262144, 0, 0, 2008972, 0, 0, -8160, 0, 0, 1051648, 0, 0, 327808, 0, 0, 848716, 0, 0, 1411584, 0, 0, 987840, 0, 0, -866304, 0, 0, 70520, 0, 0, 1965408, 0, 0, -3621728, 0, 0, 1644800, 0, 0, -5273216, 0, 0, -71808, 0, 0, -2485640, 0, 0, 4096, 0, 0, 6866100, 0, 0, -4118976, 0, 0, 3180884, 0, 0, -1283072, 0, 0, 4084072, 0, 0, -6441360, 0, 0, 69320, 0, 0, -3873792, 0, 0, -5652680, 0, 0, 8811744, 0, 0, -27489240, 0, 0, -646400, 0, 0, -1441088, 0, 0, -196416, 0, 0, -17582264, 0, 0, -2703360, 0, 0, -13699232, 0, 0, -10312896, 0, 0, 1475760, 0, 0, -11836160, 0, 0, 419800, 0, 0, 2547024, 0, 0, 21806992, 0, 0, 5207040, 0, 0, -9779292, 0, 0, 1706880, 0, 0, -11321036, 0, 0, -15055488, 0, 0, -17190752, 0, 0, 6110688, 0, 0, 45804060, 0, 0, 7856128, 0, 0, 21073876, 0, 0, 3069984, 0, 0, -530224, 0, 0, 30395520, 0, 0, -19653812, 0, 0, 56631648, 0, 0, 36183196, 0, 0, 787968, 0, 0, 74317680, 0, 0, 143904, 0, 0, -65193440, 0, 0, -38979584, 0, 0, 11561516, 0, 0, 20262000, 0, 0, 150262560, 0, 0, -4194304, 0, 0, 228524, 0, 0, 20973120, 0, 0, 51260940, 0, 0, -64287104, 0, 0, -169554296, 0, 0, -46846512, 0, 0, 5508208, 0, 0, -522240, 0, 0, 93016360, 0, 0, 71313408, 0, 0, 131833304, 0, 0, 16826368, 0, 0, -65235240, 0, 0, -52905888, 0, 0, 1783232, 0, 0, -10489856, 0, 0, 149868016, 0, 0, 56984160, 0, 0, 120930772, 0, 0, 54317824, 0, 0, -158754276, 0, 0, -960480, 0, 0, -371834600, 0, 0, 22585344, 0, 0, 57551092, 0, 0, 67605312, 0, 0, -89220488, 0, 0, -31610880, 0, 0, 1881728, 0, 0, -54160752, 0, 0, -78625184, 0, 0, -55443456, 0, 0, -93895020, 0, 0, -65472, 0, 0, -259268136, 0, 0, 1128320, 0, 0, 95868640, 0, 0, -76408800, 0, 0, -196499504, 0, 0, -62893056, 0, 0, 129647584, 0, 0, -176007264, 0, 0, -3918240, 0, 0, -231790592, 0, 0, 49849020, 0, 0, 63186864, 0, 0, -29473328, 0, 0, 26316800, 0, 0, 148937360, 0, 0, 8422272, 0, 0, -268160, 0, 0, 168742912, 0, 0, -784982160, 0, 0, 803232, 0, 0, -284182916, 0, 0, -4595712, 0, 0, 4109228, 0, 0, 37768800, 0, 0, 279123496, 0, 0, -39770240, 0, 0, 73853920, 0, 0, 55728480, 0, 0, 279201780, 0, 0, -131072, 0, 0, 1023482736, 0, 0, 35684736, 0, 0, 103649248, 0, 0, 439430400, 0, 0, -31519280, 0, 0, -161692080, 0, 0, 5164256, 0, 0, -65903616, 0, 0, -177870800, 0, 0, -23479296, 0, 0, 109409888, 0, 0, -101788288, 0, 0, 227121520, 0, 0, 310541040, 0, 0, -90543636, 0, 0, -82116608, 0, 0, 245537020, 0, 0, -235061088, 0, 0, -43054920, 0, 0, 65345152, 0, 0, -3635956, 0, 0, -343472928, 0, 0, 376502472, 0, 0, 206123520, 0, 0, 100870936, 0, 0, 416309664, 0, 0, -20245756, 0, 0, 4436480, 0, 0, -241974720, 0, 0, -156972912, 0, 0, 391962088, 0, 0, -61980672, 0, 0, -227219264, 0, 0, 1381435200, 0, 0, 13366568, 0, 0, 180885760, 0, 0, -802448488, 0, 0, 261686448, 0, 0, 579579120, 0, 0, 563951616, 0, 0, 842590264, 0, 0, -9293280, 0, 0, 937677112, 0, 0, -439827840, 0, 0, -592634232, 0, 0, -1890749664, 0, 0, -64262920, 0, 0, 20684800, 0, 0, -4799160, 0, 0, -562646880, 0, 0, -143158940, 0, 0, -92229632, 0, 0, -548874716, 0, 0, -51959760, 0, 0, 666305728, 0, 0, -3142656, 0, 0, 335965096, 0, 0, -41581632, 0, 0, -624685000, 0, 0, 562632448, 0, 0, 117521344, 0, 0, -598724304, 0, 0, 451272348, 0, 0, -173015040, 0, 0, 522999280, 0, 0, -200618880, 0, 0, -1399155984, 0, 0, -219187712, 0, 0, -931803300, 0, 0, 6092544, 0, 0, -1913966648, 0, 0, 330012672, 0, 0, -2815850520, 0, 0, 1268605920, 0, 0, 873571228, 0, 0, 94448640, 0, 0, -6505432, 0, 0, -625411008, 0, 0, -2329094520, 0, 0, -189378560, 0, 0, 916294348, 0, 0, -1023379584, 0, 0, 92523780, 0, 0, -13433600, 0, 0, 168639656, 0, 0, -734276448, 0, 0, -322363748, 0, 0, 163009536, 0, 0, -2673167940, 0, 0, 475469568, 0, 0, 15072896, 0, 0, 348911872, 0, 0, 1530823348, 0, 0, 1526443680, 0, 0, 1269264232, 0, 0, -166625280, 0, 0, 697228000, 0, 0, -15857760, 0, 0, -1855225620, 0, 0, -625874688, 0, 0, -86958356, 0, 0, -1556959536, 0, 0, 2945727520, 0, 0, 27310080, 0, 0, 20270780, 0, 0, 1275433728, 0, 0, 982724380, 0, 0, 362273152, 0, 0, 3033199600, 0, 0, 567543936, 0, 0, 844656336, 0, 0, -963551232, 0, 0, 719158276, 0, 0, 1981680960, 0, 0, -1365955120, 0, 0, -275052032, 0, 0, -955468152, 0, 0, -3917253216, 0, 0, 30029400, 0, 0, -195542016, 0, 0, 465904960, 0, 0, -425233440, 0, 0, -1347897064, 0, 0, 2931459840, 0, 0, 2716200088, 0, 0, 5223168, 0, 0, -907880288, 0, 0, 125698048, 0, 0, -231987420, 0, 0, 3275465664, 0, 0, 2816897108, 0, 0, -674364032, 0, 0, -99625112, 0, 0, 44966400, 0, 0, -1251722888, 0, 0, 196478976, 0, 0, -1416128432, 0, 0, -222754944, 0, 0, -951828120, 0, 0, -8483584, 0, 0, 1719121676, 0, 0, -395328960, 0, 0, 2196715504, 0, 0, -972656640, 0, 0, 6426162832, 0, 0, 1749600672, 0, 0, 47009024, 0, 0, -1257843968, 0, 0, 1709499960, 0, 0, 1528822656, 0, 0, 700689240, 0, 0, 906106368, 0, 0, -2408232800, 0, 0, 59438400, 0, 0, -4266713664, 0, 0, -1157862272, 0, 0, 604542616, 0, 0, -1708924032, 0, 0, -1155771500, 0, 0, 50429952, 0, 0, 1204791372, 0, 0, 563334528, 0, 0, 6857437384, 0, 0, 1189082880, 0, 0, 4146936480, 0, 0, 1204689600, 0, 0, -2010829576, 0, 0, -4604928, 0, 0, -10179431640, 0, 0, 512021760, 0, 0, 2285574612, 0, 0, -4172380160, 0, 0, -758586284, 0, 0, -3403056480, 0, 0, -99203104, 0, 0, -623673344, 0, 0, -3309420564, 0, 0, 7775064000, 0, 0, -126689220, 0, 0, -369968512, 0, 0, 5260479640, 0, 0, -36922848, 0, 0, 2578515832, 0, 0, 1296768000], 'weight': 7, '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], [0.6123724356957945, 0.3535533905932738], [0.0, 0.0], [0.25, 0.4330127018922193], [1.4447277181863416, -0.8341139370005981], [0.0, 0.0], [-0.006116840266336198, 0.010594678123077439], [0.0, 0.3535533905932738], [0.0, 0.0], [1.1796152422706632, 0.0], [1.471756957660202, 0.8497192756868223], [0.0, 0.0], [-0.646337545976286, -1.1194894684703125], [-0.00749156874531682, 0.004325259231761253], [0.0, 0.0], [-0.125, 0.21650635094610965], [0.0, 0.40013386376816185], [0.0, 0.0], [-0.041011135037254356, 0.0], [0.7223638590931708, 0.41705696850029905], [0.0, 0.0], [0.6008422619430734, 1.0406893250200113], [1.1918284713494565, -0.6881024887614688], [0.0, 0.0], [0.8914921197972754, -1.5441096460361612], [0.0, -0.9140593233906076], [0.0, 0.0], [-0.006116840266336198, 0.0], [-1.3178793772372492, -0.7608780132073822], [0.0, 0.0], [0.41469448401478537, 0.7182719159321679], [-0.15309310892394862, 0.08838834764831845], [0.0, 0.0], [-0.14146868422642073, 0.2450309487600785], [0.0, 0.020408566866229893], [0.0, 0.0], [-0.3359473087377524, 0.0], [-0.02511408865341259, -0.014499625844499885], [0.0, 0.0], [0.2949038105676658, 0.5107883832488648], [1.4605576513901442, -0.8432533531970673], [0.0, 0.0], [0.19283119538930815, -0.33399342769852314], [0.0, 0.8497192756868223], [0.0, 0.0], [0.9731238719091495, 0.0], [0.6478457567843413, 0.3740339220727963], [0.0, 0.0], [0.49992516853031227, 0.8658957918769344], [1.091850401607729, -0.6303801232830234], [0.0, 0.0], [0.323168772988143, -0.5597447342351562], [0.0, 0.9313542212500627], [0.0, 0.0], [2.8350507615537275, 0.0], [-0.00374578437265841, -0.0021626296158806266], [0.0, 0.0], [-0.5380220027946874, -0.9318814444303631], [-0.6449791979972829, 0.37237891358544023], [0.0, 0.0], [0.03554945979509129, -0.061573470546725205], [0.0, 0.5864665635350221], [0.0, 0.0], [-0.125, 0.0], [-1.8675635359529585, -1.07823831021117], [0.0, 0.0], [0.789104742093768, 1.3667695057999416], [-0.17326304546882498, 0.10003346594204046], [0.0, 0.0], [-0.007215518012705122, 0.012497643800933688], [0.0, -0.42004283527584124], [0.0, 0.0], [0.8526355753321836, 0.0], [-0.2057248717171845, -0.1187753100649177], [0.0, 0.0], [-0.010252783759313589, -0.01775834239014817], [-0.018005004441752764, 0.010395194161206366], [0.0, 0.0], [0.9087639824982557, -1.574025389775613], [0.0, 0.41705696850029905], [0.0, 0.0], [1.1925403286078822, 0.0], [-1.431427725312375, -0.8264351825345934], [0.0, 0.0], [0.33375723243492245, 0.5780844839708609], [0.23616901759736458, -0.1363522458840879], [0.0, 0.0], [-0.3004211309715367, 0.5203446625100057], [0.0, 1.121045572381546], [0.0, 0.0], [0.01581417410749068, 0.0], [0.5959142356747282, 0.3440512443807344], [0.0, 0.0], [0.2644819226914749, 0.45809612778513853], [-0.05924992354260441, 0.034207959306787404], [0.0, 0.0], [-0.7629650557632366, 1.3214942409815476], [0.0, 0.7070009535072228], [0.0, 0.0], [0.8914921197972754, 0.0], [-0.11057656194898219, -0.0638414078073082], [0.0, 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-0.16370348210778038, 0.004264328861653541, -0.2830395557458137, -0.04050605034247783, -0.45795354501676583, -0.24928840861704282, -0.0603463723756722, 0.08423977353042891, -0.25486310074812835, -0.4585374120711858, 0.09147252872909328, -0.2954193893104417, -0.09017331616938423, 0.013651482653669824, -0.31022178533911116, -0.37531694743938515, -0.09753662487764296, -0.031047873882630583, 0.36664247236884956, -0.11881566818804101, -0.41948966340013333, -0.3359623353705748, -0.17211139967841707, -0.44616741098343654, -0.4844702343905453, -0.3735635777268476, 0.22045308309002, -0.1590488085426592, -0.3962678484013193, -0.47170438146790367, -0.11776249688639613, -0.12452223158241618, -0.38115939831841783, -0.14620237321089874, -0.3761671259613914, 0.3342217034514228, -0.0021723879750925107, -0.28117354393332344, -0.4897630483201623, -0.40420249889676585, -0.2506855861757478, -0.3923716258811271, -0.16681822557807352, -0.46179157239716706, -0.2910609432806216, -0.19280422913434894, -0.47039658516580685, 0.06844936430162549, -0.2549074305088062, -0.21859714931790827, -0.1676194451052768, -0.06452492851425981, -0.3878846109948911, -0.44272503550551273, -0.46589777148703987, -0.18764367871088414, -0.22719782865911978, -0.4416364879645555, -0.4887866335303128, -0.26704169873659833, -0.13043390985580267, 0.02051796926473239, -0.23294143229718137, -0.1209145619717762, 0.12263427449809931, -0.17724969790917958, -0.3856751733105624, -0.10174461683617746, -0.2346260348651274, -0.3906001642936262, 0.1789570531243032, -0.21357525203560554, -0.17772316622324494, 0.005736577539791452, 0.04318647463178247, -0.3048333916104057, -0.21453766555975623, -0.39257887223010657, -0.40659951421133966, -0.11692745796379643, -0.3362619573559549, -0.37508541965901177, -0.48142356900401884, 0.1784623361735299, -0.47802802958520313, -0.27810474547552727, -0.0606226016059488, -0.08797235201609754, -0.21438127101629229, -0.16266687568886193, -0.11472919953518852, -0.27590146772892155, -0.003523098297475064, -0.49065831264772297, -0.0767634027463182, -0.3192620764051464, -0.36755533229455106, -0.2510088579811511, -0.17088476410064488, 0.06402338644027064, -0.43689223226987584, -0.22071378252537768, -0.4704890455828004, -0.4076378581536225, -0.18681207662839586, -0.12320141503133665, 0.049105030648338086, 0.08042504413324954, 0.09700040670818993, -0.11885832331681564, -0.2955380901161383, -0.43972414437479557, -0.08379775790777026, -0.17760852370918487, -0.15557719356350228, -0.17287723155016688, -0.38514695486274647, -0.1637278021133684, -0.4415788091052463, -0.026703742911977104, -0.48796426320099373, -0.4061587256290071, -0.2850153461778511, -0.2639378270831077, -0.3591261513611562], 'char_orbit_index': 4, 'conrey_index': 107, 'dual_conrey_index': 53, 'dual_embedding_index': 4, 'dual_embedding_m': 4, 'embedding_index': 4, 'embedding_m': 8, 'embedding_root_imag': 0.9659258262890683, 'embedding_root_real': 0.25881904510252074, 'hecke_orbit': 6, 'hecke_orbit_code': 22518204412723362, 'label': '162.7.d.f.107.4', 'level': 162, 'weight': 7}
• mf_newspaces •

  Column	Type
  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_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': 7938, 'analytic_conductor': 37.26876154641586, 'char_conductor': 9, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 6, 'char_parity': -1, 'char_values': [162, 6, [83], [5]], 'conrey_index': 53, 'cusp_dim': 300, 'dim': 48, 'eis_dim': 48, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 206275870882, 'hecke_orbit_dims': [4, 4, 4, 4, 8, 8, 16], 'label': '162.7.d', 'level': 162, '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, 3], 'level_radical': 6, 'mf_dim': 348, 'mf_new_dim': 48, 'num_forms': 7, 'prim_orbit_index': 4, 'relative_dim': 24, 'sturm_bound': 189, 'trace_bound': 7, 'trace_display': [0, 0, 0, -1200], 'traces': [48, 0, 0, 768, 0, 0, -1200, 0, 0, 0, 0, 0, -8400, 0, 0, -24576, 0, 0, -14520, 0, 0, 7200, 0, 0, 96312, 0, 0, -76800, 0, 0, -70680, 0, 0, 54720, 0, 0, -59808, 0, 0, 0, 0, 0, -208380, 0, 0, 270144, 0, 0, -539064, 0, 0, 268800, 0, 0, -1751976, 0, 0, -796320, 0, 0, 56112, 0, 0, -1572864, 0, 0, -528924, 0, 0, -185760, 0, 0, 241800, 0, 0, -232320, 0, 0, 3161292, 0, 0, -787104, 0, 0, -2051784, 0, 0, -230400, 0, 0, -4259328, 0, 0, 1473696, 0, 0, -3107676, 0, 0, 6163968, 0, 0, -3430452, 0, 0, -78480, 0, 0, 1345992, 0, 0, -1228800, 0, 0, -2831328, 0, 0, -9869760, 0, 0, 11746380, 0, 0, 2261760, 0, 0, 24129456, 0, 0, 3017520, 0, 0, 1488036, 0, 0, 3502080, 0, 0, 5053740, 0, 0, -5421312, 0, 0, -36722592, 0, 0, -956928, 0, 0, 12820416, 0, 0, 24897600, 0, 0, 1529124, 0, 0, 0, 0, 0, 57530328, 0, 0, 4030272, 0, 0, -36575064, 0, 0, -13336320, 0, 0, 37932612, 0, 0, 408960, 0, 0, 54154464, 0, 0, 4322304, 0, 0, -26102520, 0, 0, -9350208, 0, 0, -43545540, 0, 0, 17250048, 0, 0, -117612480, 0, 0, 3714768, 0, 0, 105711048, 0, 0, 17203200, 0, 0, -1130196, 0, 0, -28375776, 0, 0, -32113320, 0, 0, -28031616, 0, 0, -39324900, 0, 0, -39144960, 0, 0, -1097004, 0, 0, 25482240, 0, 0, 56623536, 0, 0, 40588704, 0, 0, -30586152, 0, 0, 3591168, 0, 0, -190628232, 0, 0, -56916432, 0, 0, -59859648, 0, 0, -25165824, 0, 0, 101921160, 0, 0, -9300096, 0, 0, 174540636, 0, 0, 16925568, 0, 0, -167435760, 0, 0, -116472960, 0, 0, -99876396, 0, 0, -11888640, 0, 0, 83867676, 0, 0, 135364320, 0, 0, 353451000, 0, 0, 3868800, 0, 0, -45345960, 0, 0, -93667392, 0, 0, -322119960, 0, 0, 7434240, 0, 0, -468968520, 0, 0, 124695936, 0, 0, 178069524, 0, 0, 202322688, 0, 0, 90133560, 0, 0, -107795808, 0, 0, 38453784, 0, 0, -12593664, 0, 0, -119436636, 0, 0, -48788928, 0, 0, 261198312, 0, 0, 65657088, 0, 0, 549741288, 0, 0, 154657440, 0, 0, -110838252, 0, 0, -14745600, 0, 0, 63252360, 0, 0, -345222720, 0, 0, -348807384, 0, 0, -68149248, 0, 0, 138334344, 0, 0, 143592480, 0, 0, -114502548, 0, 0, -47158272, 0, 0, 1022632584, 0, 0, -92585376, 0, 0, -32819148, 0, 0, -198891264, 0, 0, 178064352, 0, 0, 329783040, 0, 0, 51365544, 0, 0, 98623488, 0, 0, 99961824, 0, 0, 117986688, 0, 0, 221624412, 0, 0, 109774464, 0, 0, -889260120, 0, 0, 87681888, 0, 0, -230294568, 0, 0, -5022720, 0, 0, 92152488, 0, 0, 102192192, 0, 0, -532185888, 0, 0, 21535872, 0, 0, -157337904, 0, 0, 582299424, 0, 0, 128647548, 0, 0, 39321600, 0, 0, 1115053344, 0, 0, -379870848, 0, 0, -106914864, 0, 0, -181204992, 0, 0, -634983384, 0, 0, -88689888, 0, 0, -1075919064, 0, 0, -157916160, 0, 0, -227832564, 0, 0, -864973440, 0, 0, -750120252, 0, 0, -375884160, 0, 0, 319755336, 0, 0, 297152928, 0, 0, 457266276, 0, 0, 144752640, 0, 0, 296567844, 0, 0, 10372032, 0, 0, 355793256, 0, 0, 386071296, 0, 0, 1257671316, 0, 0, -800413632, 0, 0, 387767304, 0, 0, -96560640, 0, 0, -1050213288, 0, 0, -700493184, 0, 0, -262027032, 0, 0, 95234304, 0, 0, -1046198700, 0, 0, 152059392, 0, 0, 478225104, 0, 0, 56033280, 0, 0, 398668452, 0, 0, 1808942400, 0, 0, -581138052, 0, 0, -161719680, 0, 0, -3292937808, 0, 0, 568882080, 0, 0, 377145072, 0, 0, -346963968, 0, 0, 725077428, 0, 0, 441453888, 0, 0, 3175281312, 0, 0, -587561472, 0, 0, -2772362268, 0, 0, -1143391104, 0, 0, 131717280, 0, 0, 30621696, 0, 0, -570880656, 0, 0, -545760, 0, 0, 649407192, 0, 0, 820506624, 0, 0, 388698684, 0, 0, 1081865808, 0, 0, -577491672, 0, 0, 398361600, 0, 0, -473675196, 0, 0, -2406521664, 0, 0, 648723576, 0, 0, -48931968, 0, 0, 1816313568, 0, 0, -1860441696, 0, 0, -1290558708, 0, 0, 0, 0, 0, -105428676, 0, 0, -1354057632, 0, 0, 2192193072, 0, 0, 920485248, 0, 0, 1810848204, 0, 0, 6660979776, 0, 0, 1573210464, 0, 0, -128968704, 0, 0, -1885718880, 0, 0, 2134602720, 0, 0, 1765017132, 0, 0, -2340804096, 0, 0, 2245887228, 0, 0, -485923392, 0, 0, 1368441432, 0, 0, -213381120, 0, 0, -1147889172, 0, 0, -1831198464, 0, 0, -2651533272, 0, 0, -1213843584, 0, 0, 3900940752, 0, 0, 708129936, 0, 0, 2195166552, 0, 0, 26173440, 0, 0, -2337194952, 0, 0, 1832603616, 0, 0, -7333404504, 0, 0, 866471424, 0, 0, 464996544, 0, 0, -347071392, 0, 0, 2818240404, 0, 0, -138313728, 0, 0, 4769274264, 0, 0, -2639696832, 0, 0, -5725091556, 0, 0, -1670561280, 0, 0, -746947992, 0, 0, -807072624, 0, 0, 2256502416, 0, 0, -149603328, 0, 0, 499576440, 0, 0, 3172843008, 0, 0, 1172200812, 0, 0, 1393457280, 0, 0, 36441240, 0, 0, 1006315920, 0, 0, -1049542056, 0, 0, 1104003072, 0, 0, 1498905708, 0, 0, -790794144, 0, 0, -10062885192, 0, 0, -1881799680, 0, 0, -256649904, 0, 0, -3458507328, 0, 0, -5054452272, 0, 0, -118872576, 0, 0, 1383074664, 0, 0, 1247226912, 0, 0, 2609518944, 0, 0, 6765507072, 0, 0, 1829518944, 0, 0, 3838036896, 0, 0, 5803829232, 0, 0, 275251200, 0, 0, 6076620648, 0, 0, -10265993280, 0, 0, -1443578028, 0, 0, 36166272, 0, 0, -9202595304, 0, 0, -3269381328, 0, 0, -3183170988, 0, 0, -1816049664, 0, 0, -4302913332, 0, 0, -3186813600, 0, 0, 1340151480, 0, 0, -513813120, 0, 0, 432686280, 0, 0, 8061941952, 0, 0, 3187122648, 0, 0, 897011712, 0, 0, 2388084072, 0, 0, 3418812288, 0, 0, 4236521700, 0, 0, -2516793600, 0, 0, -2411400564, 0, 0, -3217238352, 0, 0, -8375744736, 0, 0, -626319360, 0, 0, -6060069732, 0, 0, -866583360, 0, 0, -1908039348, 0, 0, 35104128, 0, 0, 11094327744, 0, 0, -441007344, 0, 0, -95632824, 0, 0, 1630863360, 0, 0, 5067695700, 0, 0, 3297099744, 0, 0, 9821805144, 0, 0, 905976576, 0, 0, -1064953872, 0, 0, -7046764416, 0, 0, -4287305976, 0, 0, -1298838528, 0, 0, -24761777328, 0, 0, -5699978496, 0, 0, -2271510180, 0, 0, -1957513728, 0, 0, -1222700016, 0, 0, -3250436256, 0, 0, 972632568, 0, 0, 57458688, 0, 0, 486122040, 0, 0, 14295464640, 0, 0, 10061608860, 0, 0, 6100103424, 0, 0, 14574338736, 0, 0, 11592774144, 0, 0, 8281039596, 0, 0, -3642651648], 'weight': 7, '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: 45174953
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 107, 'source_dim': 8, 'source_embedding_index': 4, 'source_hecke_orbit_code': 22518204412723362, 'source_is_minimal': False, 'source_label': '162.7.d.f.107.4', 'source_level': 162, 'target_conrey_index': 107, 'target_dim': 8, 'target_embedding_index': 4, 'target_hecke_orbit_code': 22518204412723362, 'target_is_minimal': False, 'target_label': '162.7.d.f.107.4', 'target_level': 162, 'twist_class_label': '162.7.b.a.161.2', 'twist_class_level': 162, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 7}
  • id: 45174954
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 107, 'source_dim': 8, 'source_embedding_index': 4, 'source_hecke_orbit_code': 22518204412723362, 'source_is_minimal': False, 'source_label': '162.7.d.f.107.4', 'source_level': 162, 'target_conrey_index': 107, 'target_dim': 8, 'target_embedding_index': 1, 'target_hecke_orbit_code': 22518204412723362, 'target_is_minimal': False, 'target_label': '162.7.d.f.107.1', 'target_level': 162, 'twist_class_label': '162.7.b.a.161.2', 'twist_class_level': 162, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 7}
  • id: 45174955
    {'conductor': 9, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 107, 'source_dim': 8, 'source_embedding_index': 4, 'source_hecke_orbit_code': 22518204412723362, 'source_is_minimal': False, 'source_label': '162.7.d.f.107.4', 'source_level': 162, 'target_conrey_index': 161, 'target_dim': 4, 'target_embedding_index': 3, 'target_hecke_orbit_code': 68836917410, 'target_is_minimal': True, 'target_label': '162.7.b.a.161.3', 'target_level': 162, 'twist_class_label': '162.7.b.a.161.2', 'twist_class_level': 162, 'twisting_char_label': '9.2', 'twisting_conrey_index': 2, 'weight': 7}
  • id: 45174956
    {'conductor': 9, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 107, 'source_dim': 8, 'source_embedding_index': 4, 'source_hecke_orbit_code': 22518204412723362, 'source_is_minimal': False, 'source_label': '162.7.d.f.107.4', 'source_level': 162, 'target_conrey_index': 53, 'target_dim': 8, 'target_embedding_index': 1, 'target_hecke_orbit_code': 22518204412723362, 'target_is_minimal': False, 'target_label': '162.7.d.f.53.1', 'target_level': 162, 'twist_class_label': '162.7.b.a.161.2', 'twist_class_level': 162, 'twisting_char_label': '9.4', 'twisting_conrey_index': 4, 'weight': 7}
  • id: 45174957
    {'conductor': 9, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 107, 'source_dim': 8, 'source_embedding_index': 4, 'source_hecke_orbit_code': 22518204412723362, 'source_is_minimal': False, 'source_label': '162.7.d.f.107.4', 'source_level': 162, 'target_conrey_index': 53, 'target_dim': 8, 'target_embedding_index': 4, 'target_hecke_orbit_code': 22518204412723362, 'target_is_minimal': False, 'target_label': '162.7.d.f.53.4', 'target_level': 162, 'twist_class_label': '162.7.b.a.161.2', 'twist_class_level': 162, 'twisting_char_label': '9.5', 'twisting_conrey_index': 5, 'weight': 7}
  • id: 45174958
    {'conductor': 9, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 107, 'source_dim': 8, 'source_embedding_index': 4, 'source_hecke_orbit_code': 22518204412723362, 'source_is_minimal': False, 'source_label': '162.7.d.f.107.4', 'source_level': 162, 'target_conrey_index': 161, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 68836917410, 'target_is_minimal': True, 'target_label': '162.7.b.a.161.2', 'target_level': 162, 'twist_class_label': '162.7.b.a.161.2', 'twist_class_level': 162, 'twisting_char_label': '9.7', 'twisting_conrey_index': 7, 'weight': 7}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 425125
    {'charpoly_factorization': [[[1024, 0, -32, 0, 1], 2]], 'hecke_orbit_code': 22518204412723362, 'p': 2}
  • id: 425126
    {'charpoly_factorization': [[[0, 1], 8]], 'hecke_orbit_code': 22518204412723362, 'p': 3}
  • id: 425127
    {'charpoly_factorization': [[[717201875390625, 0, -1181025562500, 0, 1918029375, 0, -44100, 0, 1], 1]], 'hecke_orbit_code': 22518204412723362, 'p': 5}
  • id: 425128
    {'charpoly_factorization': [[[676, 52, 30, -2, 1], 2]], 'hecke_orbit_code': 22518204412723362, 'p': 7}
  • id: 425129
    {'charpoly_factorization': [[[7685073453640768924176, 0, -450031581672900336, 0, 26265814791372, 0, -5133564, 0, 1], 1]], 'hecke_orbit_code': 22518204412723362, 'p': 11}
  • id: 425130
    {'charpoly_factorization': [[[6856578909049, -5022296426, 6297231, 1918, 1], 2]], 'hecke_orbit_code': 22518204412723362, 'p': 13}
  • id: 425131
    {'charpoly_factorization': [[[44258191098489, 0, 15316812, 0, 1], 2]], 'hecke_orbit_code': 22518204412723362, 'p': 17}
  • id: 425132
    {'charpoly_factorization': [[[-1519922, -5122, 1], 4]], 'hecke_orbit_code': 22518204412723362, 'p': 19}
  • id: 425133
    {'charpoly_factorization': [[[2445628463925054667664006250000, 0, -447181337331697592250000, 0, 80202922886407500, 0, -285948900, 0, 1], 1]], 'hecke_orbit_code': 22518204412723362, 'p': 23}
  • id: 425134
    {'charpoly_factorization': [[[2827027367638020764263226023584781041, 0, -4368376541768976411871353084, 0, 5068722018748706487, 0, -2598095196, 0, 1], 1]], 'hecke_orbit_code': 22518204412723362, 'p': 29}
  • id: 425135
    {'charpoly_factorization': [[[13259263644063376, 2308504666048, 517071180, -20048, 1], 2]], 'hecke_orbit_code': 22518204412723362, 'p': 31}
  • id: 425136
    {'charpoly_factorization': [[[-117700343, 10100, 1], 4]], 'hecke_orbit_code': 22518204412723362, 'p': 37}
  • id: 425137
    {'charpoly_factorization': [[[1535196547926218090797298289807409153296, 0, -643000206180734244057421154736, 0, 230131987120847941740, 0, -16410776076, 0, 1], 1]], 'hecke_orbit_code': 22518204412723362, 'p': 41}
  • id: 425138
    {'charpoly_factorization': [[[14255197661853782404, -349130250016940, 12326306502, 92470, 1], 2]], 'hecke_orbit_code': 22518204412723362, 'p': 43}
  • id: 425139
    {'charpoly_factorization': [[[3097228567035324514833028022177922437376, 0, -849160473594741902123272827648, 0, 177159745022905223280, 0, -15258194352, 0, 1], 1]], 'hecke_orbit_code': 22518204412723362, 'p': 47}
  • id: 425140
    {'charpoly_factorization': [[[336567249521011716516, 0, 36731822796, 0, 1], 2]], 'hecke_orbit_code': 22518204412723362, 'p': 53}
  • id: 425141
    {'charpoly_factorization': [[[391282307374149453749683245909645148416, 0, -479517883665556052907112497408, 0, 567870044624936118000, 0, -24241511952, 0, 1], 1]], 'hecke_orbit_code': 22518204412723362, 'p': 59}
  • id: 425142
    {'charpoly_factorization': [[[26780033925111437881, -1575915008710448, 97912245675, 304528, 1], 2]], 'hecke_orbit_code': 22518204412723362, 'p': 61}
  • id: 425143
    {'charpoly_factorization': [[[63246011105829128698276, -252615769683118436, 757504527870, -1004486, 1], 2]], 'hecke_orbit_code': 22518204412723362, 'p': 67}
  • id: 425144
    {'charpoly_factorization': [[[8928367544679671887236, 0, 417635798724, 0, 1], 2]], 'hecke_orbit_code': 22518204412723362, 'p': 71}
  • id: 425145
    {'charpoly_factorization': [[[-22812868139, -262912, 1], 4]], 'hecke_orbit_code': 22518204412723362, 'p': 73}
  • id: 425146
    {'charpoly_factorization': [[[178713042013796682447364, 179395075645340236, 602824365606, -424358, 1], 2]], 'hecke_orbit_code': 22518204412723362, 'p': 79}
  • id: 425147
    {'charpoly_factorization': [[[1010787394261085141627938037742089923792896, 0, -899131059280154118539755150636032, 0, 798803429579071836108480, 0, -894320305488, 0, 1], 1]], 'hecke_orbit_code': 22518204412723362, 'p': 83}
  • id: 425148
    {'charpoly_factorization': [[[644000537164434378191649, 0, 1655675156628, 0, 1], 2]], 'hecke_orbit_code': 22518204412723362, 'p': 89}
  • id: 425149
    {'charpoly_factorization': [[[339191109217136914488976, 1054649291167231936, 2696827268172, 1810864, 1], 2]], 'hecke_orbit_code': 22518204412723362, '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': 4, 'hecke_orbit': 6, 'label': '162.7.d.f', 'level': 162, 'portrait': 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', 'weight': 7}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 44300899
    {'hecke_orbit_code': 22518204412723362, 'n': 1, 'trace_an': 8}
  • id: 44300900
    {'hecke_orbit_code': 22518204412723362, 'n': 2, 'trace_an': 0}
  • id: 44300901
    {'hecke_orbit_code': 22518204412723362, 'n': 3, 'trace_an': 0}
  • id: 44300902
    {'hecke_orbit_code': 22518204412723362, 'n': 4, 'trace_an': 128}
  • id: 44300903
    {'hecke_orbit_code': 22518204412723362, 'n': 5, 'trace_an': 0}
  • id: 44300904
    {'hecke_orbit_code': 22518204412723362, 'n': 6, 'trace_an': 0}
  • id: 44300905
    {'hecke_orbit_code': 22518204412723362, 'n': 7, 'trace_an': 4}
  • id: 44300906
    {'hecke_orbit_code': 22518204412723362, 'n': 8, 'trace_an': 0}
  • id: 44300907
    {'hecke_orbit_code': 22518204412723362, 'n': 9, 'trace_an': 0}
  • id: 44300908
    {'hecke_orbit_code': 22518204412723362, 'n': 10, 'trace_an': 5280}
  • id: 44300909
    {'hecke_orbit_code': 22518204412723362, 'n': 11, 'trace_an': 0}
  • id: 44300910
    {'hecke_orbit_code': 22518204412723362, 'n': 12, 'trace_an': 0}
  • id: 44300911
    {'hecke_orbit_code': 22518204412723362, 'n': 13, 'trace_an': -3836}
  • id: 44300912
    {'hecke_orbit_code': 22518204412723362, 'n': 14, 'trace_an': 0}
  • id: 44300913
    {'hecke_orbit_code': 22518204412723362, 'n': 15, 'trace_an': 0}
  • id: 44300914
    {'hecke_orbit_code': 22518204412723362, 'n': 16, 'trace_an': -4096}
  • id: 44300915
    {'hecke_orbit_code': 22518204412723362, 'n': 17, 'trace_an': 0}
  • id: 44300916
    {'hecke_orbit_code': 22518204412723362, 'n': 18, 'trace_an': 0}
  • id: 44300917
    {'hecke_orbit_code': 22518204412723362, 'n': 19, 'trace_an': 20488}
  • id: 44300918
    {'hecke_orbit_code': 22518204412723362, 'n': 20, 'trace_an': 0}
  • id: 44300919
    {'hecke_orbit_code': 22518204412723362, 'n': 21, 'trace_an': 0}
  • id: 44300920
    {'hecke_orbit_code': 22518204412723362, 'n': 22, 'trace_an': 27072}
  • id: 44300921
    {'hecke_orbit_code': 22518204412723362, 'n': 23, 'trace_an': 0}
  • id: 44300922
    {'hecke_orbit_code': 22518204412723362, 'n': 24, 'trace_an': 0}
  • id: 44300923
    {'hecke_orbit_code': 22518204412723362, 'n': 25, 'trace_an': 25700}
  • id: 44300924
    {'hecke_orbit_code': 22518204412723362, 'n': 26, 'trace_an': 0}
  • id: 44300925
    {'hecke_orbit_code': 22518204412723362, 'n': 27, 'trace_an': 0}
  • id: 44300926
    {'hecke_orbit_code': 22518204412723362, 'n': 28, 'trace_an': 256}
  • id: 44300927
    {'hecke_orbit_code': 22518204412723362, 'n': 29, 'trace_an': 0}
  • id: 44300928
    {'hecke_orbit_code': 22518204412723362, 'n': 30, 'trace_an': 0}
  • id: 44300929
    {'hecke_orbit_code': 22518204412723362, 'n': 31, 'trace_an': 40096}
  • id: 44300930
    {'hecke_orbit_code': 22518204412723362, 'n': 32, 'trace_an': 0}
  • id: 44300931
    {'hecke_orbit_code': 22518204412723362, 'n': 33, 'trace_an': 0}
  • id: 44300932
    {'hecke_orbit_code': 22518204412723362, 'n': 34, 'trace_an': -60528}
  • id: 44300933
    {'hecke_orbit_code': 22518204412723362, 'n': 35, 'trace_an': 0}
  • id: 44300934
    {'hecke_orbit_code': 22518204412723362, 'n': 36, 'trace_an': 0}
  • id: 44300935
    {'hecke_orbit_code': 22518204412723362, 'n': 37, 'trace_an': -40400}
  • id: 44300936
    {'hecke_orbit_code': 22518204412723362, 'n': 38, 'trace_an': 0}
  • id: 44300937
    {'hecke_orbit_code': 22518204412723362, 'n': 39, 'trace_an': 0}
  • id: 44300938
    {'hecke_orbit_code': 22518204412723362, 'n': 40, 'trace_an': 84480}
  • id: 44300939
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  • id: 44301135
    {'hecke_orbit_code': 22518204412723362, 'n': 857, 'trace_an': 0}
  • id: 44301136
    {'hecke_orbit_code': 22518204412723362, 'n': 859, 'trace_an': -1416128432}
  • id: 44301137
    {'hecke_orbit_code': 22518204412723362, 'n': 863, 'trace_an': 0}
  • id: 44301138
    {'hecke_orbit_code': 22518204412723362, 'n': 877, 'trace_an': 2196715504}
  • id: 44301139
    {'hecke_orbit_code': 22518204412723362, 'n': 881, 'trace_an': 0}
  • id: 44301140
    {'hecke_orbit_code': 22518204412723362, 'n': 883, 'trace_an': 6426162832}
  • id: 44301141
    {'hecke_orbit_code': 22518204412723362, 'n': 887, 'trace_an': 0}
  • id: 44301142
    {'hecke_orbit_code': 22518204412723362, 'n': 907, 'trace_an': -2408232800}
  • id: 44301143
    {'hecke_orbit_code': 22518204412723362, 'n': 911, 'trace_an': 0}
  • id: 44301144
    {'hecke_orbit_code': 22518204412723362, 'n': 919, 'trace_an': 604542616}
  • id: 44301145
    {'hecke_orbit_code': 22518204412723362, 'n': 929, 'trace_an': 0}
  • id: 44301146
    {'hecke_orbit_code': 22518204412723362, 'n': 937, 'trace_an': 6857437384}
  • id: 44301147
    {'hecke_orbit_code': 22518204412723362, 'n': 941, 'trace_an': 0}
  • id: 44301148
    {'hecke_orbit_code': 22518204412723362, 'n': 947, 'trace_an': 0}
  • id: 44301149
    {'hecke_orbit_code': 22518204412723362, 'n': 953, 'trace_an': 0}
  • id: 44301150
    {'hecke_orbit_code': 22518204412723362, 'n': 961, 'trace_an': 2285574612}
  • id: 44301151
    {'hecke_orbit_code': 22518204412723362, 'n': 967, 'trace_an': -758586284}
  • id: 44301152
    {'hecke_orbit_code': 22518204412723362, 'n': 971, 'trace_an': 0}
  • id: 44301153
    {'hecke_orbit_code': 22518204412723362, 'n': 977, 'trace_an': 0}
  • id: 44301154
    {'hecke_orbit_code': 22518204412723362, 'n': 983, 'trace_an': 0}
  • id: 44301155
    {'hecke_orbit_code': 22518204412723362, 'n': 991, 'trace_an': 5260479640}
  • id: 44301156
    {'hecke_orbit_code': 22518204412723362, 'n': 997, 'trace_an': 2578515832}