Embedded newform data - 790.6.a.e.1.10

Formats: - HTML - YAML - JSON - 2026-06-03T05:19:25.298757

• 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': 28440, 'analytic_conductor': 126.7032176522547, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [5, -1], [79, 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': [790, 1, [317, 161], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 17, 'field_disc': 17136369541697985944934312703063435475341874682355021459700658687656113523764096542293534249429593600, 'field_disc_factorization': [[2, 9], [5, 2], [67, 1], [241, 1], [3226369005601970963516279809, 1], [25698215528968842753530124530217726333056544406106221481898026069, 1]], 'field_poly': [281395624894688340, 422953390225755138, -55033009686120922, -170883861722576126, 6375769962622993, 7318090515571747, 31556306807371, -93966714227253, -1037253761968, 561598097426, 5842269565, -1794235241, -13599532, 3138420, 13814, -2808, -5, 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': [[3, [26525302058601648, 30621366774648072, -425090035509922368, -127021730338577772, 26594062122635964, 5282012832205230, -615143878158024, -66728231645919, 5543397144230, 409686702703, -23805900734, -1395071097, 51879566, 2655364, -54654, -2592, 22, 1]]], 'hecke_orbit': 5, 'hecke_orbit_code': 18014398610146070, 'hecke_ring_generator_nbound': 13, 'hecke_ring_index': 256, 'hecke_ring_index_factorization': [[2, 8]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': True, 'is_maximal': True, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '790.6.a.e', 'level': 790, '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': True, 'level_primes': [2, 5, 79], 'level_radical': 790, 'minimal_twist': '790.6.a.e', 'prim_orbit_index': 1, 'qexp_display': 'q-4q^{2}+(-1-\\beta _{1})q^{3}+2^{4}q^{4}+5^{2}q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 17, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '790.6.a', 'trace_display': [-68, -22, 425, -4], 'trace_hash': 698687714212240628, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.463', 'prec': 17}, {'__RealLiteral__': 0, 'data': '12.739', 'prec': 20}, {'__RealLiteral__': 0, 'data': '11.036', 'prec': 20}, {'__RealLiteral__': 0, 'data': '482.825', 'prec': 24}, {'__RealLiteral__': 0, 'data': '257.210', 'prec': 24}, {'__RealLiteral__': 0, 'data': '29283.365', 'prec': 30}], 'trace_zratio': 0, 'traces': [17, -68, -22, 272, 425, 88, -4, -1088, 1537, -1700, 426, -352, 750, 16, -550, 4352, 2074, -6148, 1546, 6800, 4478, 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-1216281512, -272781216, -604905530, -83345600, 644195876, 938393848, -4807554678, 306443136, -692784750, 187442016, 364661886, 106111072, -1670432292, -413761400, -1968598620, -133272576, -132361264, 148652240, -172695650, -255006080, 2690452888, 651986080, 117989360, -30000000, -2696460711, -1245023520, -1133471064, 915097632, 1006447050, 188463416, -7951034, -25022464, 546492686, -771843200, -1766554686, -270052320, -2481983764, 479484688, -281008400, -270670464, 684588860, 1240466368, -1436549326, 64272000, -689081900, 393435192, -1979058856, 161357824, 69968750, -983538752, 37082078, -592823712, 788758102, -482514600, 149939758, -223573760, 306794736, -396703480, -651831000, 332454176, 2306552596, -68516360, -1733414946, 8153600, -928980024, -152212168, -944613808, 407693952, -212571775, 1394424912, 332545460, 17196416, -2955917376, -259105000, 13315590, -495579200, -1186132348, 1672801824, 271190150, -12046336, -485714686, 692074160, 723182086, -188584000, -3688484024, -383521992, -405294800, -357199872, -398638300, 684872008, 600436840, -950122784, 2859165422, -751574400, -1375419964, 308718080, -1882482828, 580242800, -184776250, -62881920, 784572224, 1176471936, -960254842, 132742400, -1029133380, -310718176, -1718311022, 1095715296, -856114500, 51775336, -324237852, -73367552, -2443458990, -895343200, -2539689630, 85859296, -54315694, 2658131216, -663447400, -367677568, 159413630, -537979008, 1050282668, -70660000, -1199484840, 861788896, -2474876698, 401122048, 120805850, -111717432, 909200476, 663115616, -1873055004, -407825000, -2069637814, 293338368, -2455945052, 1163960304, -901239400, -447256800, 997251196, 1644026720, 526174468, -53094400, -3509475920, -35085088, -1488482094, 905321952, 208862500, 663580000, 942296962, -1206617088, 364975594, -9217200, -455876668, 381783584, -2042195980, 192203336, -695589250, 170330112, 235525714, 275088868, -864473774, -117790400, -3439204844, 1459789192, -2003301888, 485732096, -203100100, 257020144, 647567830, 20945472, -1138434872, -26625000, -3112728340, 50388992, 1282129336, -435755768, 805695050, -84865600, 4413195576, -276836328, -1396484656, -123827200, -301687376, 451142944, -2326087038, 372834880, 624100, 447333192, 147656130, 95327232, -1355592600, -714638400, 468209516, -777522272, -589567166, 879447304, -349093750, -316957056, -552722446, 484512840, 625359924, 250119200, -770916876, -150231000, -623452118, 237850624, 134278000, 1005499176, 1782425610, -1287653152, 2383812296, -760325000, 253868068, -383999232, -2088855092, 26598632, 104633600, -140698880, 731390426, -133108160, -556986634, -640000, -982085868, -799466224, -648073886, 1905418880, 463753000, 114676984, 1624047446, -525544192, 979702017, -982264400, -3066201454, 120092064, -197453828, 767034608, -601945750, 27918336, 1193608978, -690237416, -988312844, -2532000, 4627508, 1203170696, -1957892094, -256109056, -190533750, -462497112, 3709932910, -287251808, -1529671390, -9550000, -2064309310, 671058432, -1292336314, 2029873792, -490061000, -574674944, 998324954, 1047039008, -105054578, -154905600, -3649297142, -184780000, -123893540, -153478672, -142479150, 1051510272, 865020258, -200546304, -4246154084, -88830000, 502332690, 627470816, -3527665070, 831192832, -147323850, -589270656, 428976488, 940232896, -2746853240, -332876000, -378471580, 452739960, -773060866, 410870272, -914968900, 641189696, -1696540354, 436546624, 40046138, -16310600, -5710621920, -415454976, -2505432830, 965986832, -99468750, -354474720, 208351768, 192628264, 181209130, 157388800, -3305494976, 84459528, 863296948, 651769024, -357842350, -133262112, 390842602, -329323200, -1275834964, -485427900, -3174444096, -943826144, -1528909684, 977651024, -675505950, 23245824, 795581682, 531277760, -2064502628, 136120000, -1267844568, -311930816, -1001777102, 488656000, 1416173000, 65564264, 184199334, -918466560, 250043912, -820777000, 2315814734, 222550016, -3289874536, -1004280376, -916333350, -999005072, 1395455124, 885826000, -1812921720, -59104000, -2005886648, -1001430096, -43112828, 1538848768, -333547500, -775692656, -2566935526, -91931136, -2274276240, -339141000, -4536981570, -449617888, 2634857764, 553374696, -330819050, -255355264, 1722704732, -1028747456, 149481166, -347051200, -2172862938, 501993960, -4645228540, 104300544, 77470700, -748653528, 2997771320, 188276640, -1948638270, -221650000, -2546376040, -503326336, -883376996, 481514816, 89444800, -432172800, -34568500, 1738273248, 2861799668, 44211200, -2104180586, -1510530504, 750457938, 1467126464, -430464800, 2479496, 1758640836, -488877440, 863949282, -425862800, -2623053260, 37107648, -2970828380, 881159440, -172458750, -54956032, 93553616, 1015608912, -822531104, 477683200, -1296210388, 1151496400, -3484943042, -94251776, -1192212350, -1899588560, -1104041364, -861400000, -254988108, -397260200, -3056852186, 298248704, -919062536, 531990216, -675923450, -485300256, -147571350, 234680176, -2010679292, 22000000], 'weight': 6, 'weight_parity': 1}
• mf_hecke_cc •

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

  
  {'an_normalized': [[1.0, 0.0], [-0.7071067811865476, 0.0], [0.017729599709716413, 0.0], [0.5, 0.0], [0.4472135954999579, 0.0], [-0.01253672018246352, 0.0], [-0.14965635617983863, 0.0], [-0.3535533905932738, 0.0], [-0.9996856612941333, 0.0], [-0.31622776601683794, 0.0], [1.6730057410272314, 0.0], [0.008864799854858206, 0.0], [1.3944408877895138, 0.0], [0.10582302430243318, 0.0], [0.007928918032957288, 0.0], [0.25, 0.0], [1.7031644260636327, 0.0], [0.7068845101560397, 0.0], [1.1774570401228621, 0.0], [0.22360679774997896, 0.0], [-0.0026533472890832833, 0.0], [-1.1829937044443803, 0.0], [-0.9960238635276308, 0.0], [-0.00626836009123176, 0.0], [0.2, 0.0], [-0.9860186077197549, 0.0], [-0.03545362632000454, 0.0], [-0.07482817808991932, 0.0], [1.76130015404011, 0.0], [-0.0056065917085764, 0.0], [-0.3358670518635765, 0.0], [-0.1767766952966369, 0.0], [0.029661722100470293, 0.0], [-1.2043191151452888, 0.0], [-0.06692835713660798, 0.0], [-0.49984283064706664, 0.0], [0.5044144796338071, 0.0], [-0.8325878576267166, 0.0], [0.024722878759369665, 0.0], [-0.15811388300841897, 0.0], [-0.6262077292881734, 0.0], [0.0018761998609537322, 0.0], [-0.4606336056880362, 0.0], [0.8365028705136157, 0.0], [-0.44707301895710244, 0.0], [0.7042952281240121, 0.0], [-1.3783391967308547, 0.0], [0.004432399927429103, 0.0], [-0.9776029750549733, 0.0], [-0.1414213562373095, 0.0], [0.0301964235139371, 0.0], [0.6972204438947569, 0.0], [0.8633168083822945, 0.0], [0.02506949958852907, 0.0], [0.7481909127368597, 0.0], [0.05291151215121659, 0.0], [0.020875841996765846, 0.0], [-1.2454272826266726, 0.0], [1.1964063392930369, 0.0], [0.003964459016478644, 0.0], [0.5936572296883902, 0.0], [0.2374938699498688, 0.0], [0.14960931339451233, 0.0], [0.125, 0.0], [0.6236129231405019, 0.0], [-0.02097400483891343, 0.0], [0.866867181689403, 0.0], [0.8515822130318164, 0.0], [-0.017659104401670102, 0.0], [0.04732549518497057, 0.0], [-0.886213703567336, 0.0], [0.35344225507801985, 0.0], [1.9611790398425488, 0.0], [-0.3566748990777487, 0.0], [0.0035459199419432827, 0.0], [0.5887285200614311, 0.0], [-0.2503759430700862, 0.0], [-0.017481715221203148, 0.0], [-0.1125087900926024, 0.0], [0.11180339887498948, 0.0], [0.9990570826912217, 0.0], [0.4427957318110972, 0.0], [-1.7813457134343735, 0.0], [-0.0013266736445416416, 0.0], [0.7616782867075395, 0.0], [0.3257171462244206, 0.0], [0.03122714669979301, 0.0], [-0.5914968522221902, 0.0], [-1.8803270286889253, 0.0], [0.3161283633901091, 0.0], [-0.2086869421747579, 0.0], [-0.4980119317638154, 0.0], [-0.005954788385223773, 0.0], [0.9746329927836062, 0.0], [0.5265747964600834, 0.0], [-0.00313418004561588, 0.0], [-1.4562033085520356, 0.0], [0.6912696929695149, 0.0], [-1.6724798505676892, 0.0], [0.1, 0.0]], 'angles': [None, -0.24858910480404378, None, -0.2619204163689495, -0.09229818563194303, -0.1272099359892769, -0.08782172535781785, -0.14981435568915244, -0.3329682149915417, -0.07855310691032519, -0.276854698798323, -0.2094217672372707, -0.30068439922006934, -0.28698812212771324, -0.3710122535534398, -0.17896429789075993, -0.14794078541424185, -0.2020354956448607, -0.17865093709984578, -0.32306188657583534, -0.03140930089006399, None, -0.4248831107990997, -0.44466398516442024, -0.3797985672932968, -0.2181446985039474, -0.30790470752612176, -0.19728255350236643, -0.3001019211444304, -0.11177982804423706, -0.19303893752065565, -0.17898436658967248, -0.28002210100053265, -0.3059992857191974, -0.31055704109631727, -0.23945685373339787, -0.2843385453510638, -0.2829749131316184, -0.23142822946823338, -0.34204464182920863, -0.18579629679336565, -0.22719387680519304, -0.07316215967232464, -0.19553409705736036, -0.2767932613849336, -0.1133507812070876, -0.2258934674286402, -0.29329682154420955, -0.4470987020923829, -0.17523097247205163, -0.3951431877548358, -0.2737641154297111, -0.3007645458208759, -0.15604421531161022, -0.12319798734966343, -0.22613897136748257, -0.1822548870547216, -0.3374047783799721, -0.12051476929702577, -0.21299684915163908, -0.19306201878337925, -0.21463832784793205, -0.23484147575587308, -0.2424518869471719, -0.30882756769239594, -0.21780003128211647, -0.16842474900788057, -0.26244376685883986, -0.3257973723597751, -0.3368045965839512, -0.2915694270269248, -0.28212658727919115, -0.12594653527694216, -0.17390033628349916, -0.38179515739773523, -0.390516726934144, -0.15732648420398393, -0.21866928487921233, -0.02016723243197161, -0.4142686484989141, -0.20161901242299732, -0.16342767951706888, -0.15275761041690109, -0.46310013360575375, -0.181235897593307, -0.43318153774742907, -0.2518639977800127, -0.33715158379159504, -0.12427665694724441, -0.12820236095410287, -0.19981552530701263, -0.22669205482284058, -0.31998769190358306, -0.21669380856752504, -0.3865492364742423, -0.33128191690381825, -0.22892689244567588, -0.2841373798989142, -0.32086492021084695, -0.09500976884167318], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 10, 'dual_embedding_m': 10, 'embedding_index': 10, 'embedding_m': 10, 'embedding_root_imag': 0.0, 'embedding_root_real': -1.2763771074557853, 'hecke_orbit': 5, 'hecke_orbit_code': 18014398610146070, 'label': '790.6.a.e.1.10', 'level': 790, 'weight': 6}
• mf_newspaces •

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

  
  {'ALdims': [17, 15, 17, 15, 17, 15, 14, 20], 'ALdims_eis_new': [0, 0, 0, 0, 0, 0, 0, 0], 'ALdims_eis_old': [1, 1, 1, 1, 1, 1, 1, 1], 'ALdims_old': [51, 66, 59, 58, 53, 64, 60, 55], 'Nk2': 28440, 'analytic_conductor': 126.7032176522547, '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': [790, 1, [317, 161], [1, 1]], 'conrey_index': 1, 'cusp_dim': 596, 'dim': 130, 'eis_dim': 8, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 100664086, 'hecke_orbit_dims': [14, 15, 15, 15, 17, 17, 17, 20], 'label': '790.6.a', 'level': 790, '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': True, 'level_primes': [2, 5, 79], 'level_radical': 790, 'mf_dim': 604, 'mf_new_dim': 130, 'num_forms': 8, 'plus_dim': 61, 'prim_orbit_index': 1, 'relative_dim': 130, 'sturm_bound': 720, 'trace_bound': 3, 'trace_display': [8, -44, 50, 0], 'traces': [130, 8, -44, 2080, 50, -64, 0, 128, 10106, 200, 936, -704, 676, -608, 0, 33280, -1260, 5800, -360, 800, 11936, -6624, -2680, -1024, 81250, -3408, -16280, 0, -11156, 7600, 6816, 2048, -20608, -15312, -3300, 161696, -20984, 26688, 48136, 3200, -16076, 14208, -18012, 14976, -5350, 33504, -60048, -11264, 301602, 5000, -17392, 10816, 43552, -55456, 0, -9728, 4360, -66464, -55608, 0, -156132, 107936, -93392, 532480, 12700, 163424, -29712, -20160, 16600, -73200, -146632, 92800, 182292, -27280, -27500, -5760, 209680, -263488, 0, 12800, 325842, 98032, 44904, 190976, 3800, 134112, -25656, -105984, 392004, -61400, -40160, -42880, 50784, 174912, -71600, -16384, -82716, -232632, 436728, 1300000, -86724, 425248, 372576, -54528, 286800, 104912, -151708, -260480, 132588, 305600, 482128, 0, -178220, -240256, -89000, -178496, 455124, 814672, 415600, 121600, 2522394, -254560, 479576, 109056, 31250, -499712, -40912, 32768, -1062464, 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• mf_twists_cc •

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

  
  {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 17, 'source_embedding_index': 10, 'source_hecke_orbit_code': 18014398610146070, 'source_is_minimal': True, 'source_label': '790.6.a.e.1.10', 'source_level': 790, 'target_conrey_index': 1, 'target_dim': 17, 'target_embedding_index': 10, 'target_hecke_orbit_code': 18014398610146070, 'target_is_minimal': True, 'target_label': '790.6.a.e.1.10', 'target_level': 790, 'twist_class_label': '790.6.a.e.1.10', 'twist_class_level': 790, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 6}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 1332175
    {'charpoly_factorization': [[[4, 1], 17]], 'hecke_orbit_code': 18014398610146070, 'p': 2}
  • id: 1332176
    {'charpoly_factorization': [[[26525302058601648, 30621366774648072, -425090035509922368, -127021730338577772, 26594062122635964, 5282012832205230, -615143878158024, -66728231645919, 5543397144230, 409686702703, -23805900734, -1395071097, 51879566, 2655364, -54654, -2592, 22, 1], 1]], 'hecke_orbit_code': 18014398610146070, 'p': 3}
  • id: 1332177
    {'charpoly_factorization': [[[-25, 1], 17]], 'hecke_orbit_code': 18014398610146070, 'p': 5}
  • id: 1332178
    {'charpoly_factorization': [[[-1537419321195703117053106615746640, 131601728655131174410632676679704, 6861600641090458691567785889528, -525187237480324958661143696984, -10917986124771682135249078828, 373174669925535782273416536, 3082046085682701326306398, -87752539690257781917993, -330537454840875855350, 9155962368055225062, 14942994190520910, -477175953198952, -291403973880, 13073488365, 1851000, -180913, 4, 1], 1]], 'hecke_orbit_code': 18014398610146070, 'p': 7}
  • id: 1332179
    {'charpoly_factorization': [[[-28242933388882624538577445297688386989824, -888802444968376820375368846671017262144, 19862849864269150237236471948222158976, 1203643972491831781972760342097079360, 18464953001690031891835750622960096, 95097026762420962827908789316032, -225534526089277544602726368512, -3326147996616954137739908233, -2665553929297292625389930, 39973228744001938072387, 52341432029918017362, -250351656853428799, -281490000674028, 871166553950, 592171866, -1511974, -426, 1], 1]], 'hecke_orbit_code': 18014398610146070, 'p': 11}
  • id: 1332180
    {'charpoly_factorization': [[[18035747111478596148561803789015800817909760000, 257501510100502603571154024815270407372800000, 259177926261504969175505247147604775731200, -7819312753815029222560341823692974039040, -12828085288841878761231797787446667264, 92282888264031882256822918018417152, 143594550014326267558305002702976, -564898533926226840274073487648, -751079734658576665536720136, 2001787385382515180417468, 2105841752330213768758, -4269963440002895399, -3225771636637200, 5388303887477, 2505978010, -3658182, -750, 1], 1]], 'hecke_orbit_code': 18014398610146070, 'p': 13}
  • id: 1332181
    {'charpoly_factorization': [[[-308187983695816668923084967816694660508035336273664, -493332219803374845777987988757064172743554902464, 8487222415137268000794684013642198162686165984, 4577349446791530382269632057846886617542624, -71427041121343105020842678376411233779920, -4615951042772966032985555761133284120, 241718914918277120006199708832649304, -40922228919261822634276831134008, -385531852647681864017463974288, 112557763770354951368852736, 314437380751934854586282, -115609008288785111677, -132752777779263586, 55540116843545, 27158999808, -12345186, -2074, 1], 1]], 'hecke_orbit_code': 18014398610146070, 'p': 17}
  • id: 1332182
    {'charpoly_factorization': [[[31654578018442271311326479438340234694448887287808000, 112442791921233599315674023478262256129090887782400, -223502980631331113094141029481889288045106918400, -981313212768638912705326386052403584473016832, 315677382629655522706982970787273181144576, 2911629943636374940865276200539634827328, 451679301828446663949343209964520896, -3736911854161421530118724781653472, -1036866614594051261578389472176, 2511761863448204100829006440, 686781197039087673745872, -952438702607389964921, -205715129094392730, 202714173386532, 28901156678, -22424621, -1546, 1], 1]], 'hecke_orbit_code': 18014398610146070, 'p': 19}
  • id: 1332183
    {'charpoly_factorization': [[[606657337036699532055020195563547443607703405582745600, 1906242068906989958033106651288380151223681486839808, -17127666616575707207243547854947806416804680591360, -111079738132167240000637640100244411565161208832, -241641673184463947698985667402144368546333440, -192437062810662367928597408116383771084224, 60773045694368130498556845760851558400, 178360319095667481867211703798244608, 55947326835694221127661092058080, -42398195785943015149369718360, -24840248017349231769356832, 2933453166019288555147, 3805650398788202232, 174665023783207, -255424963818, -30194502, 6366, 1], 1]], 'hecke_orbit_code': 18014398610146070, 'p': 23}
  • id: 1332184
    {'charpoly_factorization': [[[18545197272147039672697139508269949604797002644600295869440000, 122765749161115723183041799274961717991490962252634563584000, 81891228318008823233077592605627676618658882080942720000, -28740124080494008555726892687446282884374913686384640, -27512978181058088442554985368473826654259542078688, 2308890778833586323542584206863682117923472112, 3539387831377228639186261151070483285431064, -111972616134770606350064723972808129036, -239613643777434561806095625980117452, 6129402354578062787792581367782, 9387994457779851194485343836, -321728752693354776724809, -214307251894897225912, 10171116062247912, 2644832789460, -161542751, -13612, 1], 1]], 'hecke_orbit_code': 18014398610146070, 'p': 29}
  • id: 1332185
    {'charpoly_factorization': [[[108146792334731885844508000100884020298002694403433976186880, 245588863918962418553199420619072416959654003854211615488, -923078771330953719786811503860843181148431995900906496, -2181980648858894355456882118796722541517476392025392, 431652581224386027279061174399529072825353406016, 1393299702342226860204083181257158741875824788, 21876817000901940754465425667629577187332, -283861844875421048543149124043136737033, -17829333167388485903174846771591600, 25037291234422677133863130218426, 1752557360495818426283431672, -1071982030278272028578280, -63222028444487491630, 23348345895477099, 925565721660, -247781153, -4578, 1], 1]], 'hecke_orbit_code': 18014398610146070, 'p': 31}
  • id: 1332186
    {'charpoly_factorization': [[[874148564437344563808120177858095369720958429038503634581548320, -536489810686974319943182216839894274364151667747819818628392, -692328808075718043964519645163140314823272998708152779192, 536000448011826222873666614562216612915219160115624060, 92017816136865947626259601682419503203241903898752, -145907356677219434990872761230496897386184213326, 17445847709397598718248391509720620493897070, 12210216432659519418850527947848390445707, -3435813919770294791553330065412288234, -37405935284670445814273260708433, 98348008894332056264823315416, -6062840784660240963150873, -1037757227720742367774, 95908941164388684, 4562907219624, -531177294, -6908, 1], 1]], 'hecke_orbit_code': 18014398610146070, 'p': 37}
  • id: 1332187
    {'charpoly_factorization': [[[4381718749011360136654507654971160619947287265225750226619777024000, 2023443060768038626551335366573976005680629377152987170438365184, -2734758674351986423823754978919986719107742656149529771118592, 243211311075164503997841516564894552727129715111153415168, 225342998662710451595830019459236987153495486556989824, -39086230465381084732125312356069833645332351997632, -5783057402206432867047185849014735623124885536, 1566351286896960448471098722733589404388752, 13615229490318770182774713079181283368, -24040305883822901422988037812360948, 1143454513708853087034871333610, 128146914216949116940316215, -10893308915132083125762, -171701440226817167, 35545471941848, -438797314, -39394, 1], 1]], 'hecke_orbit_code': 18014398610146070, 'p': 41}
  • id: 1332188
    {'charpoly_factorization': [[[253716097410039355955589813499413490914930647545241489198391246848, -255554659103885830290726476355552734992711873688963045980827648, 29978373114129915969902476833809447454100177200172990347264, 43179449694579872214692531319893098500008520870053541888, -12488852926083798013346008823287744144465731071001600, -2048246540393487880615066230110013494417382736640, 1027764298026428737491379908338795950114345344, 728344980704644256380494394834064253248, -33668409711052576773166654800597815712, 1844315496116570350862612094515136, 489968518669878216118933710160, -37370861130489260225952360, -3388634885092138975040, 284756140017333300, 10741503280196, -902743142, -12302, 1], 1]], 'hecke_orbit_code': 18014398610146070, 'p': 43}
  • id: 1332189
    {'charpoly_factorization': [[[3491783108933260596810988971944170371987627718494598662904065560154880, -8152154396772261819966449351148884232743815717373389366995222392896, 3870692398559760787183666228418811595367634331653799368415063520, -436791966799401064240089389949221498525859565523126236767232, -64247402348995147573468778294749216525456872714251778304, 11259589828279521796735561452605867013464225686764296, 408333463791742020599200424060706718743330246248, -106163245480784492539926595792775163423231248, -1178559025165829690944722055166771031488, 531144893376105923146035332370436156, 1042987195677651018988276929460, -1552946826713881954381381955, 2245225930556095861574, 2671764423526714183, -5866007821592, -2513578370, 3814, 1], 1]], 'hecke_orbit_code': 18014398610146070, 'p': 47}
  • id: 1332190
    {'charpoly_factorization': [[[-24197574001774698891948296146273975381103074575174022126381330385654336, -67890474888271155019426310329719741034613674794943330951941962239240, -9662356788741359459639982672583270219838228254571178699520049272, 2745824210149296000425177292636969399194361908161561904118260, 328320067317644785146610473734649923464304223866095580904, -51259452493999242922669789414861609805115768654526034, -3581580901867737640200769550283570344447479574282, 514428753772889731759065224633169922737606253, 12279878211122723318155573364974043641926, -2522296248530504297072917791546007316, 6494718571495609328992243893352, 5902450598630999425907452734, -107977139450521433374332, -6009923926433624291, 190972044459432, 1326319383, -103642, 1], 1]], 'hecke_orbit_code': 18014398610146070, 'p': 53}
  • id: 1332191
    {'charpoly_factorization': [[[43948869933759992991791864020045693839253798207968945913780918136340480, 64770355439679523576339960973107321615920156908543550965377059520512, -28722294564141809865147032624582333554525623378356503249454014464, -2266371027391263425890687624840252873997541631909525803110400, 1204649871259618980793378464994949908540249727714516777856, -28809166321305292558832247475877500900943030228028480, -14122355922431254690911770702716797526333091198736, 889299015651292419537363140159591529843968508, 51500697809629188240602228878788914000488, -5726385841351566782270026507591063802, 24986257323101104932242775042138, 11562821630858092899962968565, -307093424960160447576226, -6046019457443708732, 315884525823774, -1132368387, -88660, 1], 1]], 'hecke_orbit_code': 18014398610146070, 'p': 59}
  • id: 1332192
    {'charpoly_factorization': [[[-517438495021324619307090865740309076796082412634266754201276528744499200, 2765775111242449899533010404405201493734982634722307167011000570877440, -1049659562520903416513248576381697073346769874185157709041579939584, 70417329402546418491630481163215792936454418082496316574290560, 11880974487544634667119818345648375699575016283205596127136, -1468233675076751742091803183104441783352839414067085232, -17422615632620494643499776012075058688032007170728, 7876041827421735555103633149859698721270729140, -170828349706854879560506662780418502504556, -15806005956422038770389521097722872590, 625237982553623930790444526659572, 11685733075736503048378390497, -801186733424834979363276, 575240071031880345, 429079242879860, -3938782193, -75624, 1], 1]], 'hecke_orbit_code': 18014398610146070, 'p': 61}
  • id: 1332193
    {'charpoly_factorization': [[[-43830033069450559127162122794619811051583818423715720585652767120008773632, -23600829119157921010139634831940104773208097067919914807527011822928896, 527621201892913059570443102044458311491338089195008611321732828160, 1208808018281836671865994874673884735314637123142645065212699904, 40750271422592806849724878668291278349301440155886663891200, -12236509143356821123039273870785864477434985235242666752, -642393232843551225219318105176291316098152356335168, 34088432836396587143835512785324738324451469760, 2296885283904742429569117071226663017290256, -32819138909189345006110713565998392076, -3393678130112812973436069995906776, 1568793749601172148574362887, 2365297758709249910101970, 14746322256912522686, -751024544164878, -7492308523, 82964, 1], 1]], 'hecke_orbit_code': 18014398610146070, 'p': 67}
  • id: 1332194
    {'charpoly_factorization': [[[14577227461249114119783422613546961854775591070493035542966891048105387491328, -6002305479580551074208321487498713266653312684478217154339555403172020224, 274594605876162879811776724140572507179056259298324932490673380106240, 52841561476705885285970094265295473678726962381962482986806669312, -3348884596696499640621785334458422758315701795576961359135744, -150866612181239760905550146496284860915194841518101763584, 11752145127325871674630013315511104229271726560185216, 166898427529075607454840712549716277490996981632, -18548759821908202190846295333830925944063120, -40271173949014529160505168432641606648, 14924841257596584302276393339908644, -56295050850832640529774311279, -6240783665641581531177890, 44344266480039276788, 1264339552140908, -11496502807, -96816, 1], 1]], 'hecke_orbit_code': 18014398610146070, 'p': 71}
  • id: 1332195
    {'charpoly_factorization': [[[-1599782726296701356696737487833951314127247272301278868649591643352997074944, 2831300090222707386622423697401517435230384272252315484113890060113003520, -980049293168803418499887447427888976220775422729064617699939535333376, -200041441878127322728316132971428218369603802215078810843719819264, -897499071747515424816509980286687329327463033461005009130624, 854207265905973450098758700045370671096649126646654309184, 9006249714010560660353169139031892777678241211684832, -1468456619565632594880541169822773272260841015312, -13609316472071884231838269857743970311970144, 1273536267119661236932009697259436120232, 9224851757129580850542486471684858, -596223615429723897399160120839, -3221527078402048810990604, 151345434990203817886, 556260870721652, -19506394043, -36940, 1], 1]], 'hecke_orbit_code': 18014398610146070, 'p': 73}
  • id: 1332196
    {'charpoly_factorization': [[[6241, 1], 17]], 'hecke_orbit_code': 18014398610146070, 'p': 79}
  • id: 1332197
    {'charpoly_factorization': [[[-55751784171801964349026253273205074713247348383111715279884820484076200956297216, 25312889677369146347204307113634779924002174623396171081079941431844526784512, 1604808717260430669908185530039471367963590044431508623575690414662670336, -162500420646196374596579729214633004878367589659873994959446812512256, -2769142905744845707082794330860858156685056625520162056705297920, 243955508673056069342524596204477041204037315003546905058112, 1999829093784104603080429225243022500495893506884684416, -156224395451715720813601696879400913121542753215280, -708554990395409162049907909657640417204472544, 51402666031504040455884385612941441689772, 131027840864406038288936470513976520, -9303513949009113731028126217061, -12809611395300792144067518, 930478145561091060990, 622850000349858, -48071517047, -11764, 1], 1]], 'hecke_orbit_code': 18014398610146070, 'p': 83}
  • id: 1332198
    {'charpoly_factorization': [[[-10620569083087122587125838929928552339227047861794402818887965332848341811200, 8009877145818717750611877418140797220081062176271698985780702672645816320, 1368629658881870868298477171744120860988784956220673338288609853642752, -92714827279248163866848836684010099243214078012623898635972385792, -15997663467595616103134704700186999752236632887971127759704320, 311904473335486562983538133239107980355807169560870225408, 64398832512461885869768037608498557938824897957049952, -358519374765545096205330670425191479535012784368, -118163090363810423078378687581076497338337744, 14041208433514207035499535331873041896, 103633647976947909061863404785892002, 122714615138804564296762510305, -39874038705859905721486196, 42831798021980002117, 5636428965510306, -22219145218, -195846, 1], 1]], 'hecke_orbit_code': 18014398610146070, 'p': 89}
  • id: 1332199
    {'charpoly_factorization': [[[96834754834296719644483193040920862697542646044695670041168327536458641051238400, -62236319330835240376072155249471362770325494076303329038601302408548531924992, 13688627089132983843248399047161897080945562568140740240884435225160964096, -1189715730914397391615294778001110635496844900462208587108492496160768, 33212038701114307890279604515464992501415873965878535891345951872, 601130226037371608714364645136718884258759745816227780320448, -35967078729603627642592903132822151315546465957818655968, -10627296743206679464513301761395329866484924784784, 13263448745221106603971253533977855880256540312, -25171038045742318720833763464321456105356, -2534088725081917939044835773446914786, 2283832963742385504460625842413, 267295037029188706385061416, 264651667289105540566, -14089396283033420, -38659051159, 261292, 1], 1]], 'hecke_orbit_code': 18014398610146070, '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': 5, 'label': '790.6.a.e', 'level': 790, 'portrait': 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', 'weight': 6}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 40166965
    {'hecke_orbit_code': 18014398610146070, 'n': 1, 'trace_an': 17}
  • id: 40166966
    {'hecke_orbit_code': 18014398610146070, 'n': 2, 'trace_an': -68}
  • id: 40166967
    {'hecke_orbit_code': 18014398610146070, 'n': 3, 'trace_an': -22}
  • id: 40166968
    {'hecke_orbit_code': 18014398610146070, 'n': 4, 'trace_an': 272}
  • id: 40166969
    {'hecke_orbit_code': 18014398610146070, 'n': 5, 'trace_an': 425}
  • id: 40166970
    {'hecke_orbit_code': 18014398610146070, 'n': 6, 'trace_an': 88}
  • id: 40166971
    {'hecke_orbit_code': 18014398610146070, 'n': 7, 'trace_an': -4}
  • id: 40166972
    {'hecke_orbit_code': 18014398610146070, 'n': 8, 'trace_an': -1088}
  • id: 40166973
    {'hecke_orbit_code': 18014398610146070, 'n': 9, 'trace_an': 1537}
  • id: 40166974
    {'hecke_orbit_code': 18014398610146070, 'n': 10, 'trace_an': -1700}
  • id: 40166975
    {'hecke_orbit_code': 18014398610146070, 'n': 11, 'trace_an': 426}
  • id: 40166976
    {'hecke_orbit_code': 18014398610146070, 'n': 12, 'trace_an': -352}
  • id: 40166977
    {'hecke_orbit_code': 18014398610146070, 'n': 13, 'trace_an': 750}
  • id: 40166978
    {'hecke_orbit_code': 18014398610146070, 'n': 14, 'trace_an': 16}
  • id: 40166979
    {'hecke_orbit_code': 18014398610146070, 'n': 15, 'trace_an': -550}
  • id: 40166980
    {'hecke_orbit_code': 18014398610146070, 'n': 16, 'trace_an': 4352}
  • id: 40166981
    {'hecke_orbit_code': 18014398610146070, 'n': 17, 'trace_an': 2074}
  • id: 40166982
    {'hecke_orbit_code': 18014398610146070, 'n': 18, 'trace_an': -6148}
  • id: 40166983
    {'hecke_orbit_code': 18014398610146070, 'n': 19, 'trace_an': 1546}
  • id: 40166984
    {'hecke_orbit_code': 18014398610146070, 'n': 20, 'trace_an': 6800}
  • id: 40166985
    {'hecke_orbit_code': 18014398610146070, 'n': 21, 'trace_an': 4478}
  • id: 40166986
    {'hecke_orbit_code': 18014398610146070, 'n': 22, 'trace_an': -1704}
  • id: 40166987
    {'hecke_orbit_code': 18014398610146070, 'n': 23, 'trace_an': -6366}
  • id: 40166988
    {'hecke_orbit_code': 18014398610146070, 'n': 24, 'trace_an': 1408}
  • id: 40166989
    {'hecke_orbit_code': 18014398610146070, 'n': 25, 'trace_an': 10625}
  • id: 40166990
    {'hecke_orbit_code': 18014398610146070, 'n': 26, 'trace_an': -3000}
  • id: 40166991
    {'hecke_orbit_code': 18014398610146070, 'n': 27, 'trace_an': -7066}
  • id: 40166992
    {'hecke_orbit_code': 18014398610146070, 'n': 28, 'trace_an': -64}
  • id: 40166993
    {'hecke_orbit_code': 18014398610146070, 'n': 29, 'trace_an': 13612}
  • id: 40166994
    {'hecke_orbit_code': 18014398610146070, 'n': 30, 'trace_an': 2200}
  • id: 40166995
    {'hecke_orbit_code': 18014398610146070, 'n': 31, 'trace_an': 4578}
  • id: 40166996
    {'hecke_orbit_code': 18014398610146070, 'n': 32, 'trace_an': -17408}
  • id: 40166997
    {'hecke_orbit_code': 18014398610146070, 'n': 33, 'trace_an': 1274}
  • id: 40166998
    {'hecke_orbit_code': 18014398610146070, 'n': 34, 'trace_an': -8296}
  • id: 40166999
    {'hecke_orbit_code': 18014398610146070, 'n': 35, 'trace_an': -100}
  • id: 40167000
    {'hecke_orbit_code': 18014398610146070, 'n': 36, 'trace_an': 24592}
  • id: 40167001
    {'hecke_orbit_code': 18014398610146070, 'n': 37, 'trace_an': 6908}
  • id: 40167002
    {'hecke_orbit_code': 18014398610146070, 'n': 38, 'trace_an': -6184}
  • id: 40167003
    {'hecke_orbit_code': 18014398610146070, 'n': 39, 'trace_an': 49306}
  • id: 40167004
    {'hecke_orbit_code': 18014398610146070, 'n': 40, 'trace_an': -27200}
  • id: 40167005
    {'hecke_orbit_code': 18014398610146070, 'n': 41, 'trace_an': 39394}
  • id: 40167006
    {'hecke_orbit_code': 18014398610146070, 'n': 42, 'trace_an': -17912}
  • id: 40167007
    {'hecke_orbit_code': 18014398610146070, 'n': 43, 'trace_an': 12302}
  • id: 40167008
    {'hecke_orbit_code': 18014398610146070, 'n': 44, 'trace_an': 6816}
  • id: 40167009
    {'hecke_orbit_code': 18014398610146070, 'n': 45, 'trace_an': 38425}
  • id: 40167010
    {'hecke_orbit_code': 18014398610146070, 'n': 46, 'trace_an': 25464}
  • id: 40167011
    {'hecke_orbit_code': 18014398610146070, 'n': 47, 'trace_an': -3814}
  • id: 40167012
    {'hecke_orbit_code': 18014398610146070, 'n': 48, 'trace_an': -5632}
  • id: 40167013
    {'hecke_orbit_code': 18014398610146070, 'n': 49, 'trace_an': 76123}
  • id: 40167014
    {'hecke_orbit_code': 18014398610146070, 'n': 50, 'trace_an': -42500}
  • id: 40167015
    {'hecke_orbit_code': 18014398610146070, 'n': 51, 'trace_an': 26042}
  • id: 40167016
    {'hecke_orbit_code': 18014398610146070, 'n': 52, 'trace_an': 12000}
  • id: 40167017
    {'hecke_orbit_code': 18014398610146070, 'n': 53, 'trace_an': 103642}
  • id: 40167018
    {'hecke_orbit_code': 18014398610146070, 'n': 54, 'trace_an': 28264}
  • id: 40167019
    {'hecke_orbit_code': 18014398610146070, 'n': 55, 'trace_an': 10650}
  • id: 40167020
    {'hecke_orbit_code': 18014398610146070, 'n': 56, 'trace_an': 256}
  • id: 40167021
    {'hecke_orbit_code': 18014398610146070, 'n': 57, 'trace_an': 35532}
  • id: 40167022
    {'hecke_orbit_code': 18014398610146070, 'n': 58, 'trace_an': -54448}
  • id: 40167023
    {'hecke_orbit_code': 18014398610146070, 'n': 59, 'trace_an': 88660}
  • id: 40167024
    {'hecke_orbit_code': 18014398610146070, 'n': 60, 'trace_an': -8800}
  • id: 40167025
    {'hecke_orbit_code': 18014398610146070, 'n': 61, 'trace_an': 75624}
  • id: 40167026
    {'hecke_orbit_code': 18014398610146070, 'n': 62, 'trace_an': -18312}
  • id: 40167027
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  • id: 40167028
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  • id: 40167029
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  • id: 40167030
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  • id: 40167031
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  • id: 40167032
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  • id: 40167033
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  • id: 40167034
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  • id: 40167035
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  • id: 40167036
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  • id: 40167037
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  • id: 40167038
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  • id: 40167039
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  • id: 40167040
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  • id: 40167041
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  • id: 40167042
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  • id: 40167043
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  • id: 40167044
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  • id: 40167045
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  • id: 40167046
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  • id: 40167047
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  • id: 40167048
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  • id: 40167049
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  • id: 40167050
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  • id: 40167051
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  • id: 40167052
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  • id: 40167053
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  • id: 40167054
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  • id: 40167055
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  • id: 40167056
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  • id: 40167057
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  • id: 40167058
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  • id: 40167059
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  • id: 40167060
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  • id: 40167061
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  • id: 40167062
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  • id: 40167063
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  • id: 40167064
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  • id: 40167065
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  • id: 40167066
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  • id: 40167067
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  • id: 40167068
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  • id: 40167069
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  • id: 40167070
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  • id: 40167071
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  • id: 40167072
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  • id: 40167073
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  • id: 40167074
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  • id: 40167075
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  • id: 40167076
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  • id: 40167077
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  • id: 40167078
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  • id: 40167079
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  • id: 40167080
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  • id: 40167081
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  • id: 40167082
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  • id: 40167083
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  • id: 40167084
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  • id: 40167085
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  • id: 40167086
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  • id: 40167087
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  • id: 40167088
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  • id: 40167089
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  • id: 40167090
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  • id: 40167091
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  • id: 40167092
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  • id: 40167093
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  • id: 40167094
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  • id: 40167095
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  • id: 40167096
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  • id: 40167097
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  • id: 40167098
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  • id: 40167099
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  • id: 40167100
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  • id: 40167101
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  • id: 40167102
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  • id: 40167103
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  • id: 40167104
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  • id: 40167105
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  • id: 40167106
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  • id: 40167107
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  • id: 40167108
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  • id: 40167109
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  • id: 40167110
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  • id: 40167111
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  • id: 40167112
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  • id: 40167113
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  • id: 40167114
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  • id: 40167115
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  • id: 40167116
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  • id: 40167117
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  • id: 40167118
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  • id: 40167119
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  • id: 40167120
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  • id: 40167121
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  • id: 40167122
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  • id: 40167123
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  • id: 40167124
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  • id: 40167125
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  • id: 40167126
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  • id: 40167127
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  • id: 40167128
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  • id: 40167129
    {'hecke_orbit_code': 18014398610146070, 'n': 419, 'trace_an': 5895654}
  • id: 40167130
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  • id: 40167131
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  • id: 40167132
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  • id: 40167133
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  • id: 40167134
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  • id: 40167135
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  • id: 40167136
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  • id: 40167137
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  • id: 40167138
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  • id: 40167139
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  • id: 40167140
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  • id: 40167141
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  • id: 40167142
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  • id: 40167143
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  • id: 40167144
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  • id: 40167145
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  • id: 40167146
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  • id: 40167147
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  • id: 40167148
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  • id: 40167149
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  • id: 40167150
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  • id: 40167151
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  • id: 40167152
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  • id: 40167153
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  • id: 40167154
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  • id: 40167155
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  • id: 40167156
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  • id: 40167157
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  • id: 40167158
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  • id: 40167159
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  • id: 40167160
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  • id: 40167161
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  • id: 40167162
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  • id: 40167163
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  • id: 40167164
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  • id: 40167165
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  • id: 40167166
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  • id: 40167167
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  • id: 40167168
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  • id: 40167169
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  • id: 40167170
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  • id: 40167171
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  • id: 40167172
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  • id: 40167173
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  • id: 40167174
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  • id: 40167175
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  • id: 40167176
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  • id: 40167177
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  • id: 40167178
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  • id: 40167179
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  • id: 40167180
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  • id: 40167181
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  • id: 40167182
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  • id: 40167183
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  • id: 40167184
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  • id: 40167185
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  • id: 40167186
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  • id: 40167187
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  • id: 40167188
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  • id: 40167189
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  • id: 40167190
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  • id: 40167191
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  • id: 40167192
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  • id: 40167193
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  • id: 40167194
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  • id: 40167195
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  • id: 40167196
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  • id: 40167197
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  • id: 40167198
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  • id: 40167199
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  • id: 40167200
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  • id: 40167201
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  • id: 40167202
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  • id: 40167203
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  • id: 40167204
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  • id: 40167205
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  • id: 40167206
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  • id: 40167207
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  • id: 40167208
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  • id: 40167209
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  • id: 40167210
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  • id: 40167211
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  • id: 40167212
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  • id: 40167213
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  • id: 40167214
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  • id: 40167215
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  • id: 40167216
    {'hecke_orbit_code': 18014398610146070, 'n': 961, 'trace_an': 29824823}
  • id: 40167217
    {'hecke_orbit_code': 18014398610146070, 'n': 967, 'trace_an': -161075858}
  • id: 40167218
    {'hecke_orbit_code': 18014398610146070, 'n': 971, 'trace_an': 84532390}
  • id: 40167219
    {'hecke_orbit_code': 18014398610146070, 'n': 977, 'trace_an': -1132170}
  • id: 40167220
    {'hecke_orbit_code': 18014398610146070, 'n': 983, 'trace_an': -19362542}
  • id: 40167221
    {'hecke_orbit_code': 18014398610146070, 'n': 991, 'trace_an': -30259400}
  • id: 40167222
    {'hecke_orbit_code': 18014398610146070, 'n': 997, 'trace_an': -118566670}