Embedded newform data - 342.6.g.a.235.1

Formats: - HTML - YAML - JSON - 2025-12-11T05:49:10.501635

• 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': 12312, 'analytic_conductor': 54.851266376039376, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 19, 'char_degree': 2, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 7, 'char_orbit_label': 'g', 'char_order': 3, 'char_parity': 1, 'char_values': [342, 3, [191, 325], [3, 2]], 'cm_discs': [], 'conrey_index': 163, 'dim': 6, 'field_disc': -2378744590972608, 'field_disc_factorization': [[-1, 1], [2, 6], [3, 3], [1173281, 2]], 'field_poly': [900, -3990, 17689, -60, 133, 0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'has_non_self_twist': 1, 'hecke_cutters': [[5, [26724402576, 1010772108, 40518153, 240390, 6379, 14, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 412417524054, 'hecke_ring_generator_nbound': 19, 'hecke_ring_index': 4, 'hecke_ring_index_factorization': [[2, 2]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 19, 3, 1, 3, 0]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '342.6.g.a', 'level': 342, '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, 19], 'level_radical': 114, 'minimal_twist': '38.6.c.a', 'prim_orbit_index': 3, 'qexp_display': 'q-4\\beta _{3}q^{2}+(-2^{4}+2^{4}\\beta _{3})q^{4}+(-\\beta _{1}+\\cdots)q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 3, 'rm_discs': [], 'sato_tate_group': '5.2.3.c3', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '342.6.g', 'trace_display': [-12, 0, -14, -624], 'trace_hash': 544778041084530011, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.042', 'prec': 17}, {'__RealLiteral__': 0, 'data': '5.580', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.136', 'prec': 17}, {'__RealLiteral__': 0, 'data': '123.254', 'prec': 24}, {'__RealLiteral__': 0, 'data': '202.716', 'prec': 24}, {'__RealLiteral__': 0, 'data': '4792.621', 'prec': 27}], 'trace_zratio': 0, 'traces': [6, -12, 0, -48, -14, 0, -624, 384, 0, -56, 938, 0, -736, 1248, 0, -768, 1000, 0, 5681, 448, 0, -1876, 2168, 0, -3187, 5888, 0, 4992, -1486, 0, 396, -3072, 0, 4000, 4992, 0, 20060, -13528, 0, -896, 19551, 0, -5058, -7504, 0, -17344, -7426, 0, -1898, 25496, 0, -11776, 3156, 0, 8540, -39936, 0, 11888, 325, 0, 19674, -792, 0, 24576, 149516, 0, 61837, -32000, 0, 19968, -5760, 0, 18747, -40120, 0, -36784, -107504, 0, 80158, -3584, 0, 78204, 335402, 0, 102510, -20232, 0, 60032, 166228, 0, 136784, 34688, 0, 59408, 171266, 0, -86615, 3796, 0, -50992, -7182, 0, 24964, -47104, 0, -25248, -140112, 0, -380182, 34160, 0, 79872, 412394, 0, 767900, -23776, 0, 1300, -291920, 0, -793232, -157392, 0, -3168, -630996, 0, 310476, -49152, 0, -299032, -563121, 0, -658008, -494696, 0, 64000, -110593, 0, 640667, -159744, 0, -23040, -73858, 0, 579556, 74988, 0, -160480, 111812, 0, -1068332, 363584, 0, 215008, 940864, 0, 265626, 320632, 0, 28672, -310256, 0, 1652154, -625632, 0, -670804, 418386, 0, 426097, -820080, 0, 161856, -514956, 0, 707016, -120064, 0, -1329824, 3234334, 0, 394260, -1094272, 0, 138752, 473956, 0, 152450, -118816, 0, -1740856, 3469992, 0, 335768, -346460, 0, 15184, 621164, 0, 950544, -203968, 0, 57456, -125952, 0, -1977422, -49928, 0, 376832, 684285, 0, 2210718, 50496, 0, 280224, -724742, 0, 2911328, -1520728, 0, -273280, -2408700, 0, 1315088, 319488, 0, -824788, 1794250, 0, -947528, -1535800, 0, -95104, 346881, 0, -4259044, -10400, 0, -1167680, -2493384, 0, -1730683, 1586464, 0, 314784, -1474270, 0, -2415888, 25344, 0, 1261992, -2091305, 0, 775390, -2483808, 0, -196608, -922415, 0, -2961248, -1196128, 0, -2252484, 825030, 0, -9707836, 2108544, 0, 989392, 2991962, 0, -94994, 256000, 0, 884744, -972639, 0, 8875760, -5125336, 0, 319488, 3888273, 0, -1940187, 184320, 0, 590864, -1247672, 0, 1557821, -1159112, 0, -599904, 211088, 0, 314298, 1283840, 0, 447248, -1226494, 0, 1353344, 2136664, 0, -865792, 5611052, 0, 346321, 860032, 0, 3763456, 1470948, 0, 619997, 1062504, 0, -2565056, -532524, 0, 190780, -57344, 0, 2482048, 1946170, 0, -287694, -3304308, 0, 1251264, 1622080, 0, 2508554, -2683216, 0, -3347088, -1097940, 0, 2123719, 1704388, 0, 1640160, 469228, 0, 3695136, -323712, 0, -2059824, -106947, 0, 4317104, -5656128, 0, -480256, -3904206, 0, -3597970, 2659648, 0, -6468668, -4021884, 0, 412623, -3154080, 0, 2188544, -2813682, 0, 3953488, -1110016, 0, 1895824, 1346960, 0, -11069184, 609800, 0, -475264, -1077542, 0, -10753960, 4223168, 0, -6939984, -1744778, 0, -283104, 1343072, 0, 2771680, 4164410, 0, -799660, -121472, 0, -1242328, -4219318, 0, 2296088, -7604352, 0, 1631744, 1240211, 0, 8351004, -114912, 0, 1007616, 4615076, 0, 281925, 15819376, 0, -199712, 1291768, 0, 1477236, -753664, 0, -3213888, -6400776, 0, -4582400, 8842872, 0, 201984, -6769820, 0, -1178208, 1120896, 0, 5797936, 4495196, 0, 9566024, -5822656, 0, 12165824, -14521320, 0, -9892592, 546560, 0, 4817400, 5933027, 0, -1046076, 5260352, 0, -2555904, 2200454, 0, 4732317, -3299152, 0, -3588500, -24988608, 0, 24539634, 1895056, 0, -6143200, 9877276, 0, -4625364, 760832, 0, 1387524, 10048390, 0, 1262648, 8518088, 0, 20800, -503252, 0, 13801125, 9341440, 0, 4986768, -4320586, 0, -950640, 13845464, 0, 6345856, -9581714, 0, 3554908, 1259136, 0, -5897080, -1457330, 0, 1790820, 10995528, 0, -50688, 12525488, 0, -6552365, 5047968, 0, 16730440, 23810716, 0, -23999356, -6203120, 0, 4967616, -7237426, 0, -7009400, 1572864, 0, 7379320, 3051144, 0, -3749996, 5922496, 0, 9569024, -3557098, 0, 186994, 18019872, 0, 3300120, -19405500, 0, 2911327, 19415672, 0, 2093952, 15021736, 0, -7783576, 3957568, 0, 11967848, 240794, 0, -8202786, -379976, 0, -2048000, 12268938, 0, 21435970, -1769488, 0, 7781112, -15883886, 0, -25692032, -17751520, 0, 10250672, -15677586, 0, 13629732, 1277952, 0, -31106184, 16137594, 0, 24230912, -7760748, 0, -368640, -42432124, 0, 233970, -1181728, 0, -4990688, 16935570, 0, 3323758, -12462568, 0, -4636448, -64880752, 0, -5183394, 1199808, 0, -422176, -2014238, 0, -17519026, -2514384, 0, -2567680, -13913103, 0, -21861600, -3577984, 0, -4905976, 18825128, 0, 3121566, 5413376, 0, 8546656, 5765390, 0, -31371408, -2354176, 0, -11222104, 6874598, 0, 12253504, 1385284, 0, -6880256, 27505785, 0, -42620248, -30107648, 0, -2941896, -11031152, 0, 16281665, -4959976, 0, -8500032, 5114560, 0, -3562146, 5130112, 0, 4260192, -46703004, 0, -15897952, -1526240, 0, -229376, -16223921, 0, 22772597, -4964096, 0, 7226080, 49460860, 0, -924757, -1150776, 0, -13217232, -51757296, 0, 10136730, 5005056, 0, -12976640, 7531334, 0, -6074650, -5017108, 0, 21465728, -8924832, 0, -12261710, 6694176, 0, 2195880, 5539096, 0, -43767180, 8494876, 0, -13635104, -6107716, 0, 23406072, 6560640, 0, -938456, 33988952, 0, -33564836, -7390272, 0, -1294848, 20782262, 0, 13531608, 16478592, 0, -427788, -33134484, 0, 11682620, -8634208, 0, 11312256, 30019682, 0, 9098986, 3842048, 0, 7808412, 10937984, 0, -19421680, 28783760, 0, 10638592, 15021532, 0, 23616160, -25874672, 0, -16087536, 18128748, 0, -13655392, 18311364, 0, 6308160, 15183652, 0, 41734042, 8754176, 0, 22509456, 13464810, 0, -21841308, -31627904, 0, 2220032, 5559939, 0, 13548511, -15166592, 0, -10775680, -59995328, 0, -25024098, 22138368, 0, -4878400, -21392128, 0, 21242704, 3802112, 0, -4310168, 11257544, 0, 11161588, 21507920, 0, 10961024, 4788998, 0, 17514912, -27759936, 0, -6979112, 3340560, 0, 44574576, -1132416, 0, -10744576, -2000334, 0, 12667526, -5543360, 0, -33315280, 50149778, 0, -3292614, 1599320, 0, 242944, -33259598, 0, 4127330, -4969312, 0, 33754544, -33503024, 0, -11829722, 9184352, 0, 15208704, 1118996, 0, -304420, -3263488, 0, 4960844, 8361805, 0, -79730496, -66808032, 0, -459648, 4441470, 0, 39687702, -2015232, 0, -9230152, 27532460, 0, -4169626, -2255400, 0, -31638752, 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-5485408, 2357292, 0, -18682880, 82925215, 0, 32811376, 19947072, 0, 34564688, 5573448, 0, 152878990, 7605120, 0, -27690928, 112335498, 0, 37073764, -50766848, 0, 76653712, -60764645, 0, -82164312, -7109816, 0, -10073088, -76668602, 0, 23111390, 47176640, 0, -5829320, 32079606, 0, -62365636, -3581640, 0, -5327904, 21500020, 0, 25875650, -202752, 0, 50101952, 115701716, 0, 32866882, -26209460, 0, -40383744], 'weight': 6, 'weight_parity': 1}
• mf_hecke_cc •

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

  
  {'an_normalized': [[1.0, 0.0], [-0.3535533905932738, -0.6123724356957945], [0.0, 0.0], [-0.25, 0.4330127018922193], [-0.6190218937621785, -1.0721773709935971], [0.0, 0.0], [-1.506802834321809, 0.0], [0.3535533905932738, 0.0], [0.0, 0.0], [-0.43771457878217507, 0.7581438896643373], [0.34253576273006575, 0.0], [0.0, 0.0], [-0.6535003356032174, 1.1318957840280852], [0.5327352510300305, 0.922724521766973], [0.0, 0.0], [-0.125, -0.21650635094610965], [0.6585766582464029, 1.1406882327616947], [0.0, 0.0], [0.9913702968255829, 0.1310913214974799], [0.6190218937621785, 0.0], [0.0, 0.0], [-0.12110468031266788, -0.2097594593359271], [-0.08224973421326826, 0.1424607185664168], [0.0, 0.0], [-0.2663762099138278, 0.4613771294983823], [0.9241890376254392, 0.0], [0.0, 0.0], [0.37670070858045224, -0.6524647665085407], [-0.034423091540427386, 0.05962254350161464], [0.0, 0.0], [-1.9279617896439623, 0.0], [-0.08838834764831845, 0.15309310892394862], [0.0, 0.0], [0.4656840209772069, -0.8065883846054932], [0.9327439440281045, 1.615559901508858], [0.0, 0.0], [0.39883563604616606, 0.0], [-0.27022561793215283, -0.653435624536332], [0.0, 0.0], [-0.21885728939108753, -0.37907194483216866], [-0.23600846691653282, -0.40877865571587335], [0.0, 0.0], [-0.33714932654030705, -0.583959763305442], [-0.08563394068251644, 0.14832233611445791], [0.0, 0.0], [0.11631868962598634, 0.0], [0.0671329587838895, -0.11627769547612396], [0.0, 0.0], [1.2704547815202372, 0.0], [0.3767128487536778, 0.0], [0.0, 0.0], [-0.3267501678016087, -0.5659478920140426], [0.29730262275012115, -0.5149432478266927], [0.0, 0.0], [-0.21203713652643758, -0.36725909355520847], [-0.5327352510300305, 0.0], [0.0, 0.0], [0.048681602915282965, 0.0], [-0.08837078269082382, -0.15306268552513516], [0.0, 0.0], [-0.1483943584978245, 0.25702656847482247], [0.6816374276628988, 1.180630657052696], [0.0, 0.0], [0.125, 0.0], [1.6181240612772916, 0.0], [0.0, 0.0], [-0.18328597908993452, 0.31746062809877346], [-0.6585766582464029, 0.0], [0.0, 0.0], 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[-0.17915991134288406, 0.31031406912541076], [0.0, 0.0], [-0.2045210777421283, 0.0]], 'angles': [None, None, -0.4770979358223753, -0.38579412360479465, -0.2226068207360718, 0.19668343065630187, 0.031087252203672037, None, -0.4297719230736186, -0.42214635439734294, -0.45715364727569985, -0.21804745364370962, -0.12125298859385868, -0.13806469582727962, -0.4059740825349077, -0.3686231549868599, -0.09741635092019736, -0.44037191315908186, -0.4460033822882529, -0.4287045188074322, -0.05151104341757791, 0.06265316524684493, -0.06385012773251673, -0.38895130266367706, -0.4594902215659511, -0.4184177143045883, -0.2371745279728236, -0.1879055122620362, -0.06524868687739536, -0.27964586891260473, -0.2842803472593435, -0.08606068446549395, -0.3958908913777134, -0.284141485387334, -0.15893476831767486, -0.3252505657901899, -0.023413938772053867, -0.264573959980784, -0.3314479463748739, 0.042996793370850946, -0.09892248481502552, -0.27715451409152103, -0.14173521050710625, 0.02476654301008724, -0.2470737194633549, -0.439334614267326, 0.034406779486939806, -0.021690278416378078, -0.2569521949524004, -0.34374261086819063, 0.04343091593499896, -0.16950600753520176, 0.20203627020269047, -0.4519992934806192, -0.40184473903416007, -0.13015669944277283, -0.0883865688569414, -0.16131566475987455, -0.10679934004478145, -0.34390948381902614, -0.16038585504189168, -0.1611552444941419, -0.08656941951170592, -0.27916206885429135, -0.3250810272625679, -0.3205672839098228, -0.15249678660983748, -0.056154022054956995, 0.0040025590414136955, -0.29893422234958783, -0.37415777899122277, -0.1358597641577464, -0.38108484460390407, -0.3660519772026901, -0.27465985084036404, -0.4676539646473921, -0.43185293894914456, -0.0738562560600363, -0.05114550743105991, -0.39866815367597874, -0.3452451492496201, 0.009398305473333653, -0.407773169811166, -0.4230080448674644, -0.1614102373603692, -0.257411863123906, -0.35428467415350906, -0.13034332416931524, 0.05313689482825244, -0.23645834435485036, -0.02671854465416121, 0.256126880393382, -0.15908342069591005, -0.060574590842556064, -0.1241028992728772, -0.2979564679077328, -0.3618724547790072, -0.2065755733881204, 0.19244325654776717, -0.3788967466556947, -0.2595340662229304, 0.2555018738757044, -0.19315470152913194, -0.24138462128547916, -0.2911573892469799, -0.4011563461555148, -0.10994010700247712, -0.36129098579613045, -0.28873672608116735, -0.1537328407354749, -0.1978201147575191, -0.008239303793091098, -0.3673354032602308, -0.27571246463589155, -0.45399165858833485, -0.42771388891376183, 0.05675477326693157, -0.280623879136777, -0.2792329261638788, -0.33818393369405253, -0.42983624751318517, -0.26623297480744534, -0.2935103486636574, -0.24344731321496804, -0.28413233552731837, -0.01303205297298482, -0.45705524204972703, 0.14291731941558874, -0.07569812795314645, -0.3670271921541248, -0.0005559725001398691, -0.4836478643065531, -0.33840255944191394, -0.08795368420923676, -0.2226353709746196, -0.23098826534205977, -0.32744122157666694, -0.19387117031254744, -0.1893390665256306, -0.18127770169779675, -0.3632896898052189, -0.4926143262339176, 0.19120273923352468, -0.253926168829621, -0.21862078013174685, -0.08858121447441208, -0.04800007382291091, 0.002159330602051688, -0.4246738415339271, -0.233065568830557, -0.37278959919783883, -0.23203290915169747, -0.30962727169463095, -0.3116412581722484, -0.10474739740796396, -0.36535441038306976, -0.2363422364111492, -0.13833051704794486, -0.3162045728679755, -0.48895890964659333, -0.15704408229169312, -0.005804390794047693, -0.08761756173247323, -0.4901872069162727, -0.29152131969470096, -0.15792324453790502, -0.014030249566739561, -0.4367023821100616], 'char_orbit_index': 7, 'conrey_index': 235, 'dual_conrey_index': 163, 'dual_embedding_index': 1, 'dual_embedding_m': 1, 'embedding_index': 1, 'embedding_m': 4, 'embedding_root_imag': 9.888348765616733, 'embedding_root_real': 5.709040821669725, 'hecke_orbit': 1, 'hecke_orbit_code': 412417524054, 'label': '342.6.g.a.235.1', 'level': 342, 'weight': 6}
• mf_newspaces •

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

  
  {'Nk2': 12312, 'analytic_conductor': 54.851266376039376, 'char_conductor': 19, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 7, 'char_orbit_label': 'g', 'char_order': 3, 'char_parity': 1, 'char_values': [342, 3, [191, 325], [3, 2]], 'conrey_index': 163, 'cusp_dim': 584, 'dim': 86, 'eis_dim': 32, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 412417524054, 'hecke_orbit_dims': [6, 8, 8, 8, 10, 10, 18, 18], 'label': '342.6.g', 'level': 342, '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, 19], 'level_radical': 114, 'mf_dim': 616, 'mf_new_dim': 86, 'num_forms': 8, 'prim_orbit_index': 3, 'relative_dim': 43, 'sturm_bound': 360, 'trace_bound': 5, 'trace_display': [4, 0, -22, -156], 'traces': [86, 4, 0, -688, -22, 0, -156, -128, 0, -200, 122, 0, 10, 168, 0, -11008, -414, 0, -5279, 704, 0, -4052, 2900, 0, -30101, -496, 0, 1248, 4198, 0, -13360, 1024, 0, -24, -552, 0, 4256, -28336, 0, -3200, 27727, 0, 4340, -976, 0, 38176, 15458, 0, 220318, 50600, 0, 160, 52862, 0, 32150, -5376, 0, -49936, 9111, 0, -8006, 24112, 0, 352256, 13144, 0, 5907, 13248, 0, -79248, -49990, 0, -66021, -16976, 0, -26192, 170604, 0, -21080, -5632, 0, -72292, -273846, 0, -20484, -68144, 0, 129664, 109062, 0, 107880, 46400, 0, -102512, -195104, 0, -39691, 158660, 0, -481616, 17006, 0, -51444, 3968, 0, 51376, -375592, 0, -60396, 280648, 0, 19968, 379886, 0, 326576, 67168, 0, 274620, -508908, 0, 2894236, -872272, 0, 106880, 2041080, 0, 605454, 16384, 0, -529360, 870657, 0, 665850, 307176, 0, -384, 196831, 0, 34773, 17664, 0, -34184, -781874, 0, 3369160, 245820, 0, -34048, -1192836, 0, -2216528, 365120, 0, -980616, 1319252, 0, 257192, 1253264, 0, 102400, 750900, 0, -709670, -887264, 0, 491964, 584532, 0, -760269, -297792, 0, -138880, 651234, 0, -1716714, -15616, 0, 30096, -3432186, 0, -562504, 1413024, 0, -305408, 1812128, 0, -206766, 247328, 0, -2174440, 3163504, 0, -2738850, -1141676, 0, -1762544, -8305576, 0, -908258, -404800, 0, 2054992, -152904, 0, -1152674, 622920, 0, -5120, -598121, 0, -549360, 845792, 0, -413840, 203804, 0, 1886640, 2338752, 0, -1028800, -7214856, 0, 3811300, 43008, 0, -2031548, -2054942, 0, 620152, 806224, 0, 399488, -3637923, 0, 7927880, -291552, 0, 691008, 6740304, 0, -6057811, 138728, 0, -128096, 109018, 0, -1119430, -771584, 0, -4756704, -2404891, 0, 277016, -7399248, 0, -2818048, -2403379, 0, 3463656, -105152, 0, -475212, 3538614, 0, 6866384, -493152, 0, 94512, 9443724, 0, 2170202, -105984, 0, -3076984, 9428053, 0, -6927556, -4630056, 0, -1267968, 2223937, 0, -3248409, 1599680, 0, -3524464, 193722, 0, -7983637, -1645984, 0, 2112672, -15796908, 0, 9773094, 543232, 0, 2527056, -305216, 0, 4267068, 726992, 0, 1770496, 9840880, 0, -3189993, -1364832, 0, 3193792, -8518376, 0, -9193427, 2480176, 0, 674560, 2054082, 0, -7597790, -90112, 0, -8262048, 11102964, 0, -5030038, 7561820, 0, -1156672, 1434372, 0, -4494182, 2190768, 0, 1130976, -26838276, 0, -4787149, -1390020, 0, -327744, -7149712, 0, -18204696, -1090304, 0, -431256, -2432861, 0, -2839840, -2299152, 0, -1037312, 6675438, 0, 8451548, 1744992, 0, 4765236, 10412640, 0, -13518979, 13443904, 0, 1726080, 225042, 0, 4354388, -1484800, 0, -614096, 6066756, 0, 29391928, 1226472, 0, 820096, -5895484, 0, 45179184, 3646048, 0, 6999824, 6147418, 0, -14622216, -5666184, 0, 1270112, 10802592, 0, 7948056, -5077120, 0, -488240, -6427436, 0, -2308208, 2215088, 0, 15411712, -19352921, 0, 20277292, 272096, 0, 3456864, -11658568, 0, -3603079, -7752112, 0, 411552, 4298046, 0, 10079106, 63488, 0, 1737200, 40364712, 0, -11650328, -2279424, 0, -411008, 17009484, 0, -21277440, 3004736, 0, 19265440, 4735014, 0, -17105918, -8952432, 0, 1932672, 22017340, 0, 26371264, 4490368, 0, -234192, -14221247, 0, 40731624, 15819824, 0, -638976, -45889070, 0, -17231135, -3039088, 0, 1972652, -35233416, 0, 19377190, -16535440, 0, -2612608, 25994474, 0, -20866876, -2149376, 0, 7427220, -8478410, 0, 2488254, -8760800, 0, 4393920, 9651056, 0, -10819939, 16285056, 0, -1576464, -10242908, 0, 2735500, 10830520, 0, -23153888, 38081582, 0, -13436800, 6978176, 0, 5141000, -3490708, 0, -36265320, 2532808, 0, 1710080, 24281436, 0, -11913811, -16328640, 0, -15360296, 25214400, 0, 56464232, -34580768, 0, 9687264, -4748304, 0, -619506, -524288, 0, -23848616, -61780008, 0, -692290, 13813728, 0, 16939520, -30895198, 0, -51190868, -27861024, 0, -10102536, -15188232, 0, -2319011, 11787856, 0, -17368224, 95225708, 0, -27497224, -2457408, 0, 8917872, 49502578, 0, -15745628, 29820232, 0, 12288, 43442148, 0, 16990892, 3149296, 0, 9845720, 41598566, 0, 29842932, 13161976, 0, 556368, -71744876, 0, -8394824, -141312, 0, 58476056, -56358342, 0, -654214, -17096820, 0, -546944, -58959668, 0, -38168030, -12509984, 0, 24178296, 62846104, 0, 16812802, -1643096, 0, -26953280, -72657972, 0, -11515522, 3933120, 0, 45561528, 1182612, 0, -61273700, 64772688, 0, -544768, -7832447, 0, 80689848, 38170752, 0, -680944, 86770152, 0, 20937794, 22951728, 0, 17732224, -54679112, 0, 89082508, 1412096, 0, 33850880, 42537184, 0, -65767474, -20684340, 0, 31379712, 72826593, 0, 3016808, -42216064, 0, 1764272, -59974932, 0, 3684277, -58558888, 0, -8230144, -96124368, 0, -17535446, 20052224, 0, -87845520, -85385688, 0, -47816146, -46515952, 0, -819200, 10268571, 0, 8670323, 12014400, 0, -29808072, 167565140, 0, -64029591, -25188440, 0, 5677360, 20736264, 0, -61011378, 7098112, 0, 121234944, 18210092, 0, 15013502, -20157508, 0, -15742848, 113227068, 0, 62151952, 9352512, 0, -52832040, -108176114, 0, -31340900, 39744892, 0, 24328608, -188263868, 0, 41722170, 2382336, 0, -27782000, -150526688, 0, -276475220, -39372528, 0, 1111040, 88087888, 0, -32872968, -20839488, 0, -17395540, -60105612, 0, -72319374, -16981184, 0, -27467424, 42169346, 0, -15262376, 499712, 0, -23792412, -8542620, 0, 69225360, 11403328, 0, -240768, 108320588, 0, 273092200, 27457488, 0, -18490080, -33587234, 0, 36733056, 42863428, 0, -9000064, 68321066, 0, -31310980, -11304192, 0, -34781808, 193669212, 0, -36887208, -194938208, 0, -4886528, -81474027, 0, -42380519, -57988096, 0, -109490592, -161107756, 0, -18366264, 50637392, 0, 6616512, -109589760, 0, -26748842, -7914496, 0, -80283728, 21533896, 0, 64712054, 51659376, 0, 9950720, 238375050, 0, 20930232, -25308032, 0, -8748376, -56688852, 0, -85668022, 106330944, 0, 87643200, 31837038, 0, 100950916, -18266816, 0, 168155616, 205706816, 0, 139140014, 77996448, 0, -28200704, -114739096, 0, 169205522, 66444608, 0, -119278624, -343784652, 0, -16974724, -16125568, 0, -14532128, -74424168, 0, -219662736, -6476800, 0, 17094860, 65906025, 0, -31211496, -15750976, 0, -16439936, -5959662, 0, -40316364, -2446464, 0, -41184800, 60736066, 0, -108627824, 185942200, 0, -18442784, -47626410, 0, -18875726, -19933440, 0, -38252136, 73404077, 0, 92591328, 60662520, 0, 40960, -125453226, 0, 364392624, 45934672, 0, 81804048, 204754346, 0, -81728045, -54496000, 0, 17579520, 269568846, 0, 197677848, -27065344, 0, 47491992, -57802864, 0, -85478214, -140597280, 0, 13242880, -163358553, 0, 130987907, 3260864, 0, 87936720, -269266416, 0, -124665072, -25158352, 0, -15093120, -25892780, 0, 3745698, 37420032, 0, -45705760, 592641312, 0, -128957302, -44704192, 0, 8230400, -151057698, 0, -196706545, 57718848, 0, 102069560, 146635972, 0, 34386492, -37526784, 0, -121961600, 220508902, 0, 25322742, 688128, 0, 29268380, -164906900, 0, 67179264, 139385444, 0, 65009536, -521580208, 0, -5061509, 16439536, 0, -159582624, -324714624, 0, -373938210, -67886188, 0, -4961216, 158004042, 0, 459351316, -25799168, 0, -114141752, 15500248, 0, -86350844, 60530584, 0, 6391808, 54596351, 0, -244881019, 116413536, 0, -113387116, -133364088, 0, 191982991, -141909264, 0, -63423040, 80903350, 0, 306568720, 2332416, 0, 145210720, -87156924, 0, 115923204, 81774172, 0, 11056128, 351428423, 0, 31190920, -53922432, 0, -2310592, 426652830, 0, -46667082, -432175168, 0, -96924976, 28958064, 0, 9302430, -4439296, 0, -237341744, -117823147, 0, 30920250, -30141488, 0, 4099072, -456644326, 0, -105767826, -3488576, 0, 61530496, -67314264, 0, 56127092, 136956672, 0, -45803584, 738459272, 0, -256903804, 6172672, 0, 147268368, -300462944, 0, -170616514, 133799860, 0, 152214528], 'weight': 6, '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: 5209571
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 235, 'source_dim': 6, 'source_embedding_index': 1, 'source_hecke_orbit_code': 412417524054, 'source_is_minimal': False, 'source_label': '342.6.g.a.235.1', 'source_level': 342, 'target_conrey_index': 235, 'target_dim': 6, 'target_embedding_index': 1, 'target_hecke_orbit_code': 412417524054, 'target_is_minimal': False, 'target_label': '342.6.g.a.235.1', 'target_level': 342, 'twist_class_label': '38.6.c.a.7.1', 'twist_class_level': 38, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 6}
  • id: 5209572
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 235, 'source_dim': 6, 'source_embedding_index': 1, 'source_hecke_orbit_code': 412417524054, 'source_is_minimal': False, 'source_label': '342.6.g.a.235.1', 'source_level': 342, 'target_conrey_index': 7, 'target_dim': 6, 'target_embedding_index': 1, 'target_hecke_orbit_code': 137539616806, 'target_is_minimal': True, 'target_label': '38.6.c.a.7.1', 'target_level': 38, 'twist_class_label': '38.6.c.a.7.1', 'twist_class_level': 38, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 6}
  • id: 5209573
    {'conductor': 12, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 235, 'source_dim': 6, 'source_embedding_index': 1, 'source_hecke_orbit_code': 412417524054, 'source_is_minimal': False, 'source_label': '342.6.g.a.235.1', 'source_level': 342, 'target_conrey_index': 273, 'target_dim': 6, 'target_embedding_index': 3, 'target_hecke_orbit_code': 549856477488, 'target_is_minimal': False, 'target_label': '304.6.i.a.273.3', 'target_level': 304, 'twist_class_label': '38.6.c.a.7.1', 'twist_class_level': 38, 'twisting_char_label': '12.11', 'twisting_conrey_index': 11, 'weight': 6}
  • id: 5209574
    {'conductor': 19, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 235, 'source_dim': 6, 'source_embedding_index': 1, 'source_hecke_orbit_code': 412417524054, 'source_is_minimal': False, 'source_label': '342.6.g.a.235.1', 'source_level': 342, 'target_conrey_index': 163, 'target_dim': 6, 'target_embedding_index': 1, 'target_hecke_orbit_code': 412417524054, 'target_is_minimal': False, 'target_label': '342.6.g.a.163.1', 'target_level': 342, 'twist_class_label': '38.6.c.a.7.1', 'twist_class_level': 38, 'twisting_char_label': '19.11', 'twisting_conrey_index': 11, 'weight': 6}
  • id: 5209575
    {'conductor': 57, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 235, 'source_dim': 6, 'source_embedding_index': 1, 'source_hecke_orbit_code': 412417524054, 'source_is_minimal': False, 'source_label': '342.6.g.a.235.1', 'source_level': 342, 'target_conrey_index': 11, 'target_dim': 6, 'target_embedding_index': 1, 'target_hecke_orbit_code': 137539616806, 'target_is_minimal': True, 'target_label': '38.6.c.a.11.1', 'target_level': 38, 'twist_class_label': '38.6.c.a.7.1', 'twist_class_level': 38, 'twisting_char_label': '57.11', 'twisting_conrey_index': 11, 'weight': 6}
  • id: 5209576
    {'conductor': 57, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 235, 'source_dim': 6, 'source_embedding_index': 1, 'source_hecke_orbit_code': 412417524054, 'source_is_minimal': False, 'source_label': '342.6.g.a.235.1', 'source_level': 342, 'target_conrey_index': 1, 'target_dim': 3, 'target_embedding_index': 3, 'target_hecke_orbit_code': 18014398610146002, 'target_is_minimal': False, 'target_label': '722.6.a.e.1.3', 'target_level': 722, 'twist_class_label': '38.6.c.a.7.1', 'twist_class_level': 38, 'twisting_char_label': '57.26', 'twisting_conrey_index': 26, 'weight': 6}
  • id: 5209577
    {'conductor': 57, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 235, 'source_dim': 6, 'source_embedding_index': 1, 'source_hecke_orbit_code': 412417524054, 'source_is_minimal': False, 'source_label': '342.6.g.a.235.1', 'source_level': 342, 'target_conrey_index': 1, 'target_dim': 3, 'target_embedding_index': 1, 'target_hecke_orbit_code': 22517998237516498, 'target_is_minimal': False, 'target_label': '722.6.a.f.1.1', 'target_level': 722, 'twist_class_label': '38.6.c.a.7.1', 'twist_class_level': 38, 'twisting_char_label': '57.50', 'twisting_conrey_index': 50, 'weight': 6}
  • id: 5209578
    {'conductor': 228, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 235, 'source_dim': 6, 'source_embedding_index': 1, 'source_hecke_orbit_code': 412417524054, 'source_is_minimal': False, 'source_label': '342.6.g.a.235.1', 'source_level': 342, 'target_conrey_index': 49, 'target_dim': 6, 'target_embedding_index': 3, 'target_hecke_orbit_code': 549856477488, 'target_is_minimal': False, 'target_label': '304.6.i.a.49.3', 'target_level': 304, 'twist_class_label': '38.6.c.a.7.1', 'twist_class_level': 38, 'twisting_char_label': '228.11', 'twisting_conrey_index': 11, 'weight': 6}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 744825
    {'charpoly_factorization': [[[16, 4, 1], 3]], 'hecke_orbit_code': 412417524054, 'p': 2}
  • id: 744826
    {'charpoly_factorization': [[[0, 1], 6]], 'hecke_orbit_code': 412417524054, 'p': 3}
  • id: 744827
    {'charpoly_factorization': [[[26724402576, 1010772108, 40518153, 240390, 6379, 14, 1], 1]], 'hecke_orbit_code': 412417524054, 'p': 5}
  • id: 744828
    {'charpoly_factorization': [[[224256, 23936, 312, 1], 2]], 'hecke_orbit_code': 412417524054, 'p': 7}
  • id: 744829
    {'charpoly_factorization': [[[-2905680, 66712, -469, 1], 2]], 'hecke_orbit_code': 412417524054, 'p': 11}
  • id: 744830
    {'charpoly_factorization': [[[394380754796484, 1450562543946, 19951520041, -14041604, 614739, 736, 1], 1]], 'hecke_orbit_code': 412417524054, 'p': 13}
  • id: 744831
    {'charpoly_factorization': [[[4540771917562500, 57336424593750, 656603015625, 985645500, 1850875, -1000, 1], 1]], 'hecke_orbit_code': 412417524054, 'p': 17}
  • id: 744832
    {'charpoly_factorization': [[[15181127029874798299, -34830587410567481, 39445665970331, -29730651014, 15930569, -5681, 1], 1]], 'hecke_orbit_code': 412417524054, 'p': 19}
  • id: 744833
    {'charpoly_factorization': [[[3962476949889013956, 11642483090914026, 29892133303609, 16661260420, 10548963, -2168, 1], 1]], 'hecke_orbit_code': 412417524054, 'p': 23}
  • id: 744834
    {'charpoly_factorization': [[[4610966364605095056, 14002096323530412, 45711000972873, -5395191930, 8728939, 1486, 1], 1]], 'hecke_orbit_code': 412417524054, 'p': 29}
  • id: 744835
    {'charpoly_factorization': [[[281768267232, -81143872, -198, 1], 2]], 'hecke_orbit_code': 412417524054, 'p': 31}
  • id: 744836
    {'charpoly_factorization': [[[34115602072, 12009356, -10030, 1], 2]], 'hecke_orbit_code': 412417524054, 'p': 37}
  • id: 744837
    {'charpoly_factorization': [[[165558215156514658108929, -18333495798539261439, 9985280902005922, 67148000097, 427299394, -19551, 1], 1]], 'hecke_orbit_code': 412417524054, 'p': 41}
  • id: 744838
    {'charpoly_factorization': [[[268769949319345743504, -384998471374153620, 468567679338841, -151569545766, 49067179, 5058, 1], 1]], 'hecke_orbit_code': 412417524054, 'p': 43}
  • id: 744839
    {'charpoly_factorization': [[[193775724975400035152400, -103765965129558146940, 52297250777568409, -2630891522918, 290870259, 7426, 1], 1]], 'hecke_orbit_code': 412417524054, 'p': 47}
  • id: 744840
    {'charpoly_factorization': [[[183284971882468666185500100, -16555469610203936712630, 1538122588305451729, -23217198013992, 1232824099, -3156, 1], 1]], 'hecke_orbit_code': 412417524054, 'p': 53}
  • id: 744841
    {'charpoly_factorization': [[[40161072007541695457025, 13281663411009705915, 4327246608627294, 422343930135, 66380638, -325, 1], 1]], 'hecke_orbit_code': 412417524054, 'p': 59}
  • id: 744842
    {'charpoly_factorization': [[[102762908055000350982400, -66332359508004347280, 49123655700157521, 3429855832406, 593988555, -19674, 1], 1]], 'hecke_orbit_code': 412417524054, 'p': 61}
  • id: 744843
    {'charpoly_factorization': [[[29552598918829213921743921, -3320047681567518034989, 709146538067609694, 26893009483359, 4434540670, -61837, 1], 1]], 'hecke_orbit_code': 412417524054, 'p': 67}
  • id: 744844
    {'charpoly_factorization': [[[441855577682466260487814116, -88652171000131667757090, 17665746786980462185, -66333192782508, 4250620435, 5760, 1], 1]], 'hecke_orbit_code': 412417524054, 'p': 71}
  • id: 744845
    {'charpoly_factorization': [[[561922763761199541197939121, -30785646728517521493147, 2131026401046950662, -23063028104847, 1650153382, -18747, 1], 1]], 'hecke_orbit_code': 412417524054, 'p': 73}
  • id: 744846
    {'charpoly_factorization': [[[609610821868238143704929808400, -7465900047019244599427620, 154020257843248709081, -795068241129478, 15987461243, -80158, 1], 1]], 'hecke_orbit_code': 412417524054, 'p': 79}
  • id: 744847
    {'charpoly_factorization': [[[518524918263648, 1538425872, -167701, 1], 2]], 'hecke_orbit_code': 412417524054, 'p': 83}
  • id: 744848
    {'charpoly_factorization': [[[12866253499265633044241602500, -909059407193047990749750, 45374026883578153425, -1105343938342440, 19617436579, -166228, 1], 1]], 'hecke_orbit_code': 412417524054, 'p': 89}
  • id: 744849
    {'charpoly_factorization': [[[3301420580559399179209452721, -299647475184158652012649, 22220238012608358146, -566619322973593, 12717228866, 86615, 1], 1]], 'hecke_orbit_code': 412417524054, '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': 7, 'hecke_orbit': 1, 'label': '342.6.g.a', 'level': 342, 'portrait': 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', 'weight': 6}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 9100500
    {'hecke_orbit_code': 412417524054, 'n': 1, 'trace_an': 6}
  • id: 9100501
    {'hecke_orbit_code': 412417524054, 'n': 2, 'trace_an': -12}
  • id: 9100502
    {'hecke_orbit_code': 412417524054, 'n': 3, 'trace_an': 0}
  • id: 9100503
    {'hecke_orbit_code': 412417524054, 'n': 4, 'trace_an': -48}
  • id: 9100504
    {'hecke_orbit_code': 412417524054, 'n': 5, 'trace_an': -14}
  • id: 9100505
    {'hecke_orbit_code': 412417524054, 'n': 6, 'trace_an': 0}
  • id: 9100506
    {'hecke_orbit_code': 412417524054, 'n': 7, 'trace_an': -624}
  • id: 9100507
    {'hecke_orbit_code': 412417524054, 'n': 8, 'trace_an': 384}
  • id: 9100508
    {'hecke_orbit_code': 412417524054, 'n': 9, 'trace_an': 0}
  • id: 9100509
    {'hecke_orbit_code': 412417524054, 'n': 10, 'trace_an': -56}
  • id: 9100510
    {'hecke_orbit_code': 412417524054, 'n': 11, 'trace_an': 938}
  • id: 9100511
    {'hecke_orbit_code': 412417524054, 'n': 12, 'trace_an': 0}
  • id: 9100512
    {'hecke_orbit_code': 412417524054, 'n': 13, 'trace_an': -736}
  • id: 9100513
    {'hecke_orbit_code': 412417524054, 'n': 14, 'trace_an': 1248}
  • id: 9100514
    {'hecke_orbit_code': 412417524054, 'n': 15, 'trace_an': 0}
  • id: 9100515
    {'hecke_orbit_code': 412417524054, 'n': 16, 'trace_an': -768}
  • id: 9100516
    {'hecke_orbit_code': 412417524054, 'n': 17, 'trace_an': 1000}
  • id: 9100517
    {'hecke_orbit_code': 412417524054, 'n': 18, 'trace_an': 0}
  • id: 9100518
    {'hecke_orbit_code': 412417524054, 'n': 19, 'trace_an': 5681}
  • id: 9100519
    {'hecke_orbit_code': 412417524054, 'n': 20, 'trace_an': 448}
  • id: 9100520
    {'hecke_orbit_code': 412417524054, 'n': 21, 'trace_an': 0}
  • id: 9100521
    {'hecke_orbit_code': 412417524054, 'n': 22, 'trace_an': -1876}
  • id: 9100522
    {'hecke_orbit_code': 412417524054, 'n': 23, 'trace_an': 2168}
  • id: 9100523
    {'hecke_orbit_code': 412417524054, 'n': 24, 'trace_an': 0}
  • id: 9100524
    {'hecke_orbit_code': 412417524054, 'n': 25, 'trace_an': -3187}
  • id: 9100525
    {'hecke_orbit_code': 412417524054, 'n': 26, 'trace_an': 5888}
  • id: 9100526
    {'hecke_orbit_code': 412417524054, 'n': 27, 'trace_an': 0}
  • id: 9100527
    {'hecke_orbit_code': 412417524054, 'n': 28, 'trace_an': 4992}
  • id: 9100528
    {'hecke_orbit_code': 412417524054, 'n': 29, 'trace_an': -1486}
  • id: 9100529
    {'hecke_orbit_code': 412417524054, 'n': 30, 'trace_an': 0}
  • id: 9100530
    {'hecke_orbit_code': 412417524054, 'n': 31, 'trace_an': 396}
  • id: 9100531
    {'hecke_orbit_code': 412417524054, 'n': 32, 'trace_an': -3072}
  • id: 9100532
    {'hecke_orbit_code': 412417524054, 'n': 33, 'trace_an': 0}
  • id: 9100533
    {'hecke_orbit_code': 412417524054, 'n': 34, 'trace_an': 4000}
  • id: 9100534
    {'hecke_orbit_code': 412417524054, 'n': 35, 'trace_an': 4992}
  • id: 9100535
    {'hecke_orbit_code': 412417524054, 'n': 36, 'trace_an': 0}
  • id: 9100536
    {'hecke_orbit_code': 412417524054, 'n': 37, 'trace_an': 20060}
  • id: 9100537
    {'hecke_orbit_code': 412417524054, 'n': 38, 'trace_an': -13528}
  • id: 9100538
    {'hecke_orbit_code': 412417524054, 'n': 39, 'trace_an': 0}
  • id: 9100539
    {'hecke_orbit_code': 412417524054, 'n': 40, 'trace_an': -896}
  • id: 9100540
    {'hecke_orbit_code': 412417524054, 'n': 41, 'trace_an': 19551}
  • id: 9100541
    {'hecke_orbit_code': 412417524054, 'n': 42, 'trace_an': 0}
  • id: 9100542
    {'hecke_orbit_code': 412417524054, 'n': 43, 'trace_an': -5058}
  • id: 9100543
    {'hecke_orbit_code': 412417524054, 'n': 44, 'trace_an': -7504}
  • id: 9100544
    {'hecke_orbit_code': 412417524054, 'n': 45, 'trace_an': 0}
  • id: 9100545
    {'hecke_orbit_code': 412417524054, 'n': 46, 'trace_an': -17344}
  • id: 9100546
    {'hecke_orbit_code': 412417524054, 'n': 47, 'trace_an': -7426}
  • id: 9100547
    {'hecke_orbit_code': 412417524054, 'n': 48, 'trace_an': 0}
  • id: 9100548
    {'hecke_orbit_code': 412417524054, 'n': 49, 'trace_an': -1898}
  • id: 9100549
    {'hecke_orbit_code': 412417524054, 'n': 50, 'trace_an': 25496}
  • id: 9100550
    {'hecke_orbit_code': 412417524054, 'n': 51, 'trace_an': 0}
  • id: 9100551
    {'hecke_orbit_code': 412417524054, 'n': 52, 'trace_an': -11776}
  • id: 9100552
    {'hecke_orbit_code': 412417524054, 'n': 53, 'trace_an': 3156}
  • id: 9100553
    {'hecke_orbit_code': 412417524054, 'n': 54, 'trace_an': 0}
  • id: 9100554
    {'hecke_orbit_code': 412417524054, 'n': 55, 'trace_an': 8540}
  • id: 9100555
    {'hecke_orbit_code': 412417524054, 'n': 56, 'trace_an': -39936}
  • id: 9100556
    {'hecke_orbit_code': 412417524054, 'n': 57, 'trace_an': 0}
  • id: 9100557
    {'hecke_orbit_code': 412417524054, 'n': 58, 'trace_an': 11888}
  • id: 9100558
    {'hecke_orbit_code': 412417524054, 'n': 59, 'trace_an': 325}
  • id: 9100559
    {'hecke_orbit_code': 412417524054, 'n': 60, 'trace_an': 0}
  • id: 9100560
    {'hecke_orbit_code': 412417524054, 'n': 61, 'trace_an': 19674}
  • id: 9100561
    {'hecke_orbit_code': 412417524054, 'n': 62, 'trace_an': -792}
  • id: 9100562
    {'hecke_orbit_code': 412417524054, 'n': 63, 'trace_an': 0}
  • id: 9100563
    {'hecke_orbit_code': 412417524054, 'n': 64, 'trace_an': 24576}
  • id: 9100564
    {'hecke_orbit_code': 412417524054, 'n': 65, 'trace_an': 149516}
  • id: 9100565
    {'hecke_orbit_code': 412417524054, 'n': 66, 'trace_an': 0}
  • id: 9100566
    {'hecke_orbit_code': 412417524054, 'n': 67, 'trace_an': 61837}
  • id: 9100567
    {'hecke_orbit_code': 412417524054, 'n': 68, 'trace_an': -32000}
  • id: 9100568
    {'hecke_orbit_code': 412417524054, 'n': 69, 'trace_an': 0}
  • id: 9100569
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  • id: 9100570
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  • id: 9100571
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  • id: 9100572
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  • id: 9100573
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  • id: 9100574
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  • id: 9100575
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  • id: 9100576
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  • id: 9100577
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  • id: 9100578
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  • id: 9100579
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  • id: 9100580
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  • id: 9100581
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  • id: 9100582
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  • id: 9100583
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  • id: 9100584
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  • id: 9100585
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  • id: 9100586
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  • id: 9100587
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  • id: 9100588
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  • id: 9100589
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  • id: 9100590
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  • id: 9100591
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  • id: 9100592
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  • id: 9100593
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  • id: 9100594
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  • id: 9100595
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  • id: 9100596
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  • id: 9100597
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  • id: 9100598
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  • id: 9100599
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  • id: 9100600
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  • id: 9100601
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  • id: 9100602
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  • id: 9100603
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  • id: 9100604
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  • id: 9100605
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  • id: 9100606
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  • id: 9100607
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  • id: 9100608
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  • id: 9100609
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  • id: 9100610
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  • id: 9100611
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  • id: 9100612
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  • id: 9100613
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  • id: 9100614
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  • id: 9100615
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  • id: 9100616
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  • id: 9100617
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  • id: 9100618
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  • id: 9100619
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  • id: 9100620
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  • id: 9100621
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  • id: 9100622
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  • id: 9100623
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  • id: 9100624
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  • id: 9100625
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  • id: 9100626
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  • id: 9100627
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  • id: 9100628
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  • id: 9100629
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  • id: 9100630
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  • id: 9100631
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  • id: 9100632
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  • id: 9100633
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  • id: 9100634
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  • id: 9100635
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  • id: 9100636
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  • id: 9100637
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  • id: 9100638
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  • id: 9100639
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  • id: 9100640
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  • id: 9100641
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  • id: 9100642
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  • id: 9100643
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  • id: 9100644
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  • id: 9100645
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  • id: 9100646
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  • id: 9100647
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  • id: 9100648
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  • id: 9100649
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  • id: 9100650
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  • id: 9100651
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  • id: 9100652
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  • id: 9100653
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  • id: 9100654
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  • id: 9100655
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  • id: 9100656
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  • id: 9100657
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  • id: 9100658
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  • id: 9100659
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  • id: 9100660
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  • id: 9100661
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  • id: 9100662
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  • id: 9100663
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  • id: 9100664
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  • id: 9100665
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  • id: 9100666
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  • id: 9100667
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  • id: 9100668
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  • id: 9100669
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  • id: 9100670
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  • id: 9100671
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  • id: 9100672
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  • id: 9100673
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  • id: 9100674
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  • id: 9100675
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  • id: 9100676
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  • id: 9100677
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  • id: 9100678
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  • id: 9100679
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  • id: 9100680
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  • id: 9100681
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  • id: 9100682
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  • id: 9100683
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  • id: 9100684
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  • id: 9100685
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  • id: 9100686
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  • id: 9100687
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  • id: 9100688
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  • id: 9100689
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  • id: 9100690
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  • id: 9100691
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  • id: 9100692
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  • id: 9100693
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  • id: 9100694
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  • id: 9100695
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  • id: 9100696
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  • id: 9100697
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  • id: 9100698
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  • id: 9100699
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  • id: 9100700
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  • id: 9100701
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  • id: 9100702
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  • id: 9100703
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  • id: 9100704
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  • id: 9100705
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  • id: 9100706
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  • id: 9100707
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  • id: 9100708
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  • id: 9100709
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  • id: 9100710
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  • id: 9100711
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  • id: 9100712
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  • id: 9100713
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  • id: 9100714
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  • id: 9100715
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  • id: 9100716
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  • id: 9100717
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  • id: 9100718
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  • id: 9100719
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  • id: 9100720
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  • id: 9100721
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  • id: 9100722
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  • id: 9100723
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  • id: 9100724
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  • id: 9100725
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  • id: 9100726
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  • id: 9100727
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  • id: 9100728
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  • id: 9100729
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  • id: 9100730
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  • id: 9100731
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  • id: 9100732
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  • id: 9100733
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  • id: 9100734
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  • id: 9100735
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  • id: 9100736
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  • id: 9100737
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  • id: 9100738
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  • id: 9100739
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  • id: 9100740
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  • id: 9100741
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  • id: 9100742
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  • id: 9100743
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  • id: 9100744
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  • id: 9100745
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  • id: 9100746
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  • id: 9100747
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  • id: 9100748
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  • id: 9100757
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