Embedded newform data - 43.5.f.a.2.13

Formats: - HTML - YAML - JSON - 2024-06-03T15:30:32.550919

• 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': 1075, 'analytic_conductor': 4.444908412605306, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 43, 'char_degree': 6, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 6, 'char_orbit_label': 'f', 'char_order': 14, 'char_parity': -1, 'char_values': [43, 14, [3], [9]], 'cm_discs': [], 'conrey_index': 2, 'dim': 78, 'has_non_self_twist': 1, 'hecke_cutters': [], 'hecke_orbit': 1, 'hecke_orbit_code': 343681269803, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 43, 6, -1, 14, 0]], 'is_cm': False, 'is_largest': True, 'is_maximal': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '43.5.f.a', 'level': 43, 'level_is_powerful': False, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [43], 'level_radical': 43, 'minimal_twist': '43.5.f.a', 'prim_orbit_index': 6, 'related_objects': [], 'relative_dim': 13, 'rm_discs': [], 'sato_tate_group': '4.2.3.c14', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '43.5.f', 'trace_display': [-7, -7, -7, 0], 'traces': [78, -7, -7, 69, -7, -140, 0, -343, 486, -189, -26, -119, 608, 45, -797, 593, -188, -574, 1421, -2107, 2952, -2359, 652, -253, 1264, -2023, -7, 1785, -2317, -252, 5714, -6517, 9023, -679, 1374, -8544, 0, 95, -10339, -5901, -3611, 0, 7001, 8148, 8862, -2660, 6268, 11081, -1074, 0, -17353, 8277, -200, -8147, 9863, 15927, -25075, 13045, 1468, -357, -8239, 10073, -875, 1173, -19159, -24551, 42658, 3910, -903, 37870, 8960, -40586, 13342, 37116, -44996, -60438, 2625, -13562, -48318, 0, 1048, -57211, 17014, -50382, 0, 21461, -6174, 34909, 51590, -6494, 35840, 105420, 0, -38115, 65915, 101606, -18427, 63455, 36377, -70962, -30152, -39547, -34519, 39410, 15512, -85015, -89009, 101829, 48216, 191033, 33574, -116704, -17290, -134085, -98287, -23800, 19106, -10486, -172326, -26012, -40765, -136754, 0, 46159, -34531, 42879, -96538, 0, -32698, -54338, -31948, 229740, 62776, 177044, 176250, 0, 6671, 86013, 68780, 217194, 88851, -105002, -58602, 37088, 39288, 174386, 124390, 125937, -36106, -244730, -108325, 11291, 366408, 48315, -193921, -513352, -224133, -180152, -3731, 92723, -165795, -336658, -226800, -52304, -120106, 0, 204466, -260246, -45937, -71688, 0, -218858, -141090, 288155, 279279, 119814, 303170, 305114, 0, -201187, 16479, 706545, 451649, 419230, -85359, 12005, 78474, 21910, 491053, 739053, 76475, -633752, -249905, -421435, -23581, 520174, 90940, -482755, -649369, -1131942, -30926, 82579, 76479, -57358, -274778, -847504, -33981, 14046, 0, 197999, 188951, 170524, -58358, 0, 103517, -529692, -83475, -211603, 320780, 706622, 155636, 0, -30016, -465180, 919658, 818046, 444311, -292019, 255761, 373040, 308586, 1290561, 810614, 458381, -720783, -537092, -490784, 15286, 329890, 505398, -229089, -1671229, -1515115, -707679, -444787, 58394, 53823, -723247, -1335313, 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-2739891, 86077, -62400, 0, -247782, 5754824, -602105, 891485, 1692768, 1536129, 1201636, 0, -1392538, 687645, 2666574, 91972, -2860067, -679138, 2604095, 1867816, 3291941, 511940, 6235082, -61460, -759178, -2151129, -2252012, -527579, 847313, 2757839, 1282477, 997500, -32914, 1252258, 242011, -2408596, 2262680, -4942210, -767956, -490897, 950032, 0, 492925, 1733123, 2150833, 3131874, 0, 2323772, -2701838, -5688466, -300720, -4590607, 373730, -3201556, 0, 2610230, -1774858, 2382921, 3251173, 4128936, -2104229, -1399175, -3090328, -1580248, 2091230, -3617180, -967736, 2196789, -1526525, -1081633, 2457937, 1625958, -3470616, -215173, -2571877, -3419619, 550879, -5572616, -2180590, -426328, 3885574, -321468, -1799696, 1986434, 0, 1486063, -511147, -2270824, -3225201, 0, -4489057, -1406968, 3481107, 3021284, 1414497, 2036118, 522, 0, 1196594, 790537, -3790687, 575821, 2510774, -1092893, 4064970, 4662130, -573747, -1559893, 4463445, 287721, -76475, -1419548, 4510184, -819835, -1608134, 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-3605070, 18473679, 8006117, 9871320, 2991458, 0, 1531024, -10577098, -7075561, 429392, 0, -2532507, 4902408, 4331264, -895118, 5143515, -7646177, 3347144, 0, 5570901, 4325958, -21905972, -18762467, -15687651, 3185511, 1528652, 2768273, 6343131, -12123842, -11776555, -336805, 18659998, 8106796, 11008837, -8061409, -10494319, 9301048, 6936944, 22817263, 26129285, 15765757, 8914521, 4087894, 7175462, 4365585, 20750093, 843735, -1538184, 0, -7643121, 7458997, -1774888, 7422615, 0, 12166675, 1443384, -8487297, -11266192, -11698318, -11068862, -19405658, 0, -4233152, -6294607, -12806371, -17257855], 'weight': 5, '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], [0.8035547354872864, 1.6685986015563743], [-0.3613904557710484, 0.7504350139256106], [-1.515031278333112, 1.8997891333481467], [1.6294792065423358, 0.3719179955477275], [-1.5425718268899467, 0.0], [0.0, -1.7996585445886344], [-2.5818249481621263, -0.5892846964356925], [0.19094015325560826, 0.23943137904977094], [0.688793885530572, 3.0178031918370483], [-0.1900375165522196, -0.23829950842440295], [-0.8781504405556428, -1.823498179223216], [-0.05254953014465353, 0.2302345347881777], [3.002907730779575, -1.4461241457643548], [-0.8679785192898251, 1.0884106371326427], [-0.5506496399391857, -2.4125537056885493], [-0.01962513541655121, -0.08598333629904711], [-0.24608399990794977, 0.5109986911629626], [0.9744161198001149, 0.7770709252386402], [-3.175277731743257, 2.532199493376128], [1.3505267849697158, 0.6503794216611481], [0.2449206801627506, -0.5085830328210014], [-0.8176632323061717, -1.0253172628770248], [1.3752667641132423, -1.7245299759037354], [1.615910621239182, 0.7781815414502958], [-0.426395446572904, 0.09732197818993917], [-1.060718622377186, 0.2421021037217024], [3.418971746746629, 2.726538985371226], [-0.09420728464086128, -0.1956234422697289], [-2.513588716515192, -0.5737102218453051], [0.06507116750000345, -0.03133662268417501], [1.5126437605504806, -1.2062931458980153], [0.24750603964333776, -0.0564916384207416], [0.12770180420719246, -0.10183879056750701], [0.6693253985737454, -2.932506177283423], [-0.7441494365732804, 0.0], [0.0, -0.39855290175849084], [-0.5136227717627836, 2.2503283966174568], [-0.15378515767039183, -0.1226395708472222], [-3.9878644848571154, -1.920454319151147], [0.18721861321989172, -0.0901597322950435], [0.0, 2.7761025689041925], [0.9583049852158713, -0.28574736273570195], [0.740631598220245, 0.0], [0.2220841708566016, 0.4611625326237597], [1.0538057886347478, -2.188250267931839], [0.006515251212224954, -0.008169866610038944], [2.009464298072456, 0.4586471130550212], [-2.2387708771108814, 0.0], [0.0, 3.3216176655409724], [0.07161724280570186, 0.016346168324216363], [-0.3577828854811871, -0.4486455478879258], [-0.002167298297537773, -0.009495554268653845], [-1.2563167037346274, -1.5753713180263686], [-0.22103430617157405, -0.4589824661417944], [-1.0605112391358136, 4.646403328592078], [-0.9352859162478661, 0.4504099585931163], [0.250716292512351, -0.31438828681632885], [-0.20550472541757744, -0.9003750313855465], [-0.7527360953997824, -3.297952317852849], [-0.19913579631699505, 0.41350974187571093], [0.10457648957662835, 0.0833969675400992], [0.4308947271495604, -0.34362707831151873], [0.9987762380566202, 0.48098528611613434], [-0.17125673336856517, 0.35561827114690925], [0.29314651908558587, 0.3675941080572075], [0.7483229593920199, -0.938367310839971], [0.19308290194754696, 0.09298382490364136], [1.064929662635645, -0.24306324618108988], [5.431015300076397, -1.2395938015554997], [0.6763582104429078, 0.5393776741803438], [-0.35188080376070574, -0.730688018052177], 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None, -0.39202558221996575, -0.03648935346743879, -0.4593224697516318, -0.4654228010157967, -0.29041918999610755, -0.07166456553173112, -0.17676966808056294, -0.3524357105046255, -0.17236677331689784, -0.47296186047693467, -0.18970240080293907, -0.41265521350278356, 0.07628284365907306, -0.2646505346576972, 0.10214221265865915, -0.36669034781694854, -0.4850529965681067, -0.4541868531503907, -0.3103145431349356, -0.45217045310103815, -0.41757970077630424, 0.18066064371359467, -0.08758861627875072, -0.30404243733446923, -0.3857960162072129, -0.1491035418546723, 0.1264507341771306, -0.39112250103161067, -0.20321996325709366, -0.16593222099819563, -0.15446705187413604, -0.35217176498382907, -0.12018285122352265, -0.06273204193553603, 0.02430440786276844, -0.3020301589773321, -0.4414226471297788, -0.4637631710403222, -0.13221130429447245, -0.36567175859282275, -0.4006031180896042, -0.16898559500481827, -0.012702836393664346, 0.14071205592217667, -0.1689107274562126, -0.020004592459027686, 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-0.26456716957476767, -0.34846249271188395, -0.1534808130828604, -0.4830313526465673, -0.2574992752429143, -0.4162020638752147, -0.4040284930241556, -0.17323179373758804, -0.38633960694729147, -0.09285083687411815, -0.13346400869144118, -0.14774852699783736, -0.4101072231333446, 0.060671489865200344, -0.12261408311526929], 'char_orbit_index': 6, 'conrey_index': 2, 'dual_conrey_index': 22, 'dual_embedding_index': 13, 'dual_embedding_m': 39, 'embedding_index': 13, 'embedding_m': 13, 'hecke_orbit': 1, 'hecke_orbit_code': 343681269803, 'label': '43.5.f.a.2.13', 'level': 43, 'weight': 5}
• mf_newspaces •

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

  
  {'Nk2': 1075, 'analytic_conductor': 4.444908412605306, 'char_conductor': 43, 'char_degree': 6, 'char_is_real': False, 'char_orbit_index': 6, 'char_orbit_label': 'f', 'char_order': 14, 'char_parity': -1, 'char_values': [43, 14, [3], [9]], 'conrey_index': 2, 'cusp_dim': 78, 'dim': 78, 'eis_dim': 12, 'eis_new_dim': 12, 'hecke_cutter_primes': [], 'hecke_orbit_code': 343681269803, 'hecke_orbit_dims': [78], 'label': '43.5.f', 'level': 43, 'level_is_powerful': False, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [43], 'level_radical': 43, 'mf_dim': 90, 'mf_new_dim': 90, 'num_forms': 1, 'prim_orbit_index': 6, 'relative_dim': 13, 'sturm_bound': 18, 'trace_bound': 0, 'trace_display': [-7, -7, -7, 0], 'traces': [78, -7, -7, 69, -7, -140, 0, -343, 486, -189, -26, -119, 608, 45, -797, 593, -188, -574, 1421, -2107, 2952, -2359, 652, -253, 1264, -2023, -7, 1785, -2317, -252, 5714, -6517, 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234493, 327, 75390, 0, -399918, -1139342, -591626, 976486, -39328, 1547672, 414812, 0, 581672, -417586, 1776049, 2428217, 1452787, -1367908, 251729, 401753, 323578, 1933994, 1368514, 982317, -1415106, -2274274, -789754, 203020, 1950596, 741272, -1048257, -3210494, -2352126, -2683380, 72590, 175700, -485366, -1446473, -1854328, -778144, 154516, 0, 732905, -144494, 920439, -973037, 0, -1028785, -923960, -426006, 568148, 385789, 1501066, 2572656, 0, -397845, -176423, 4010521, 1756228, 2154355, -390154, -205122, 707089, 1358451, 1526526, 3561278, 1144199, -2433585, -1500955, -1205379, -262150, 2618739, 1647445, -1347892, -2064153, -4057074, -925225, 226079, -89260, -630413, -2592667, -4112493, -644351, -1843370, 0, 1537722, -158326, -205219, 103342, 0, -636592, -1742704, 463925, 2324147, 713296, 3791459, 1422858, 0, -1195670, 707569, 2513397, 3171290, 3624033, -631154, -362831, -1055216, -301685, 2305579, 3085768, 108115, -1624917, -2861928, -1400623, 188090, 3962727, -125240, -1767150, 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4079684, 531509, -1529493, -139879, 2601790, 2101200, 6344807, 506177, -1286047, 299409, -3903431, -176795, 6788872, 1211257, -2367883, 273525, -2629599, 2761220, 2810045, 1412530, -904687, -5046699, -2256345, -3701401, -5414882, 0, 2574422, 1431437, 746640, -927428, 0, -825829, -5639028, 677614, 1446305, 2179459, 1937250, 1308154, 0, -1366260, 1434876, 2683201, 1162316, 2974811, -3073711, 36251, -648632, -1376117, 402648, -673498, 1287944, -4108825, -572026, -92862, 1409821, 2219118, 437783, -2396982, -6185515, -3289762, -6419350, -233219, 1435701, -2225741, -1301580, -2512531, 2158827, 184600, 0, 851999, -2739891, 86077, -62400, 0, -247782, 5754824, -602105, 891485, 1692768, 1536129, 1201636, 0, -1392538, 687645, 2666574, 91972, -2860067, -679138, 2604095, 1867816, 3291941, 511940, 6235082, -61460, -759178, -2151129, -2252012, -527579, 847313, 2757839, 1282477, 997500, -32914, 1252258, 242011, -2408596, 2262680, -4942210, -767956, -490897, 950032, 0, 492925, 1733123, 2150833, 3131874, 0, 2323772, -2701838, -5688466, -300720, -4590607, 373730, -3201556, 0, 2610230, -1774858, 2382921, 3251173, 4128936, -2104229, -1399175, -3090328, -1580248, 2091230, -3617180, -967736, 2196789, -1526525, -1081633, 2457937, 1625958, -3470616, -215173, -2571877, -3419619, 550879, -5572616, -2180590, -426328, 3885574, -321468, -1799696, 1986434, 0, 1486063, -511147, -2270824, -3225201, 0, -4489057, -1406968, 3481107, 3021284, 1414497, 2036118, 522, 0, 1196594, 790537, -3790687, 575821, 2510774, -1092893, 4064970, 4662130, -573747, -1559893, 4463445, 287721, -76475, -1419548, 4510184, -819835, -1608134, 5595216, 2233154, 5729955, -489321, 5489918, 4029095, -2083583, 6025341, 2773603, 1036742, -250140, 7170604, 0, -4210363, 5707415, 1370163, 2888826, 0, 2714659, -2001834, -4231794, -7374619, -4427263, -4502316, -8332360, 0, -1866438, -4459323, -39492, -3459870, -3083836, 1820397, 2068140, -5182357, -1519559, -1690633, -1081458, -4432687, -843892, 1786660, 446726, 540722, -8080396, 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677495, 2688503, -15022712, -6594225, -16984667, 9810814, 6194566, 3177423, -20467, -1389677, 635411, 1302357, 5391946, 3095506, 12598754, -4404600, -16633036, 7323242, 736715, 11563307, 13404601, 11442522, 279685, 531083, 7041314, 2644691, 21338114, -2380362, -650220, 0, -9497288, 6648404, -1102800, 3948470, 0, 6464493, 5853790, -4808398, -1114218, -3613425, -16196152, -18021024, 0, 4601324, 178547, -8013257, -1659442, -4639362, 7317095, -7756455, -10042106, -8228996, -7653926, -19425805, -9997505, 6965462, 15464795, 1000027, 7181087, -15252649, -8656351, 6942152, 9294789, 7576912, 9617566, -5299245, 2351965, -3605070, 18473679, 8006117, 9871320, 2991458, 0, 1531024, -10577098, -7075561, 429392, 0, -2532507, 4902408, 4331264, -895118, 5143515, -7646177, 3347144, 0, 5570901, 4325958, -21905972, -18762467, -15687651, 3185511, 1528652, 2768273, 6343131, -12123842, -11776555, -336805, 18659998, 8106796, 11008837, -8061409, -10494319, 9301048, 6936944, 22817263, 26129285, 15765757, 8914521, 4087894, 7175462, 4365585, 20750093, 843735, -1538184, 0, -7643121, 7458997, -1774888, 7422615, 0, 12166675, 1443384, -8487297, -11266192, -11698318, -11068862, -19405658, 0, -4233152, -6294607, -12806371, -17257855], 'weight': 5, '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: 3646427
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 2, 'source_dim': 78, 'source_embedding_index': 13, 'source_hecke_orbit_code': 343681269803, 'source_is_minimal': True, 'source_label': '43.5.f.a.2.13', 'source_level': 43, 'target_conrey_index': 2, 'target_dim': 78, 'target_embedding_index': 13, 'target_hecke_orbit_code': 343681269803, 'target_is_minimal': True, 'target_label': '43.5.f.a.2.13', 'target_level': 43, 'twist_class_label': '43.5.f.a.2.13', 'twist_class_level': 43, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 5}
  • id: 3646428
    {'conductor': 43, 'degree': 6, 'order': 14, 'parity': -1, 'source_conrey_index': 2, 'source_dim': 78, 'source_embedding_index': 13, 'source_hecke_orbit_code': 343681269803, 'source_is_minimal': True, 'source_label': '43.5.f.a.2.13', 'source_level': 43, 'target_conrey_index': 22, 'target_dim': 78, 'target_embedding_index': 13, 'target_hecke_orbit_code': 343681269803, 'target_is_minimal': True, 'target_label': '43.5.f.a.22.13', 'target_level': 43, 'twist_class_label': '43.5.f.a.2.13', 'twist_class_level': 43, 'twisting_char_label': '43.22', 'twisting_conrey_index': 22, 'weight': 5}
• hecke_orbit_code 343681269803 does not appear in mf_hecke_charpolys
• mf_newform_portraits •

  Column	Type
  char_orbit_index	smallint
  hecke_orbit	integer
  label	text
  level	integer
  portrait	text
  weight	smallint

  
  {'char_orbit_index': 6, 'hecke_orbit': 1, 'label': '43.5.f.a', 'level': 43, 'portrait': 'data:image/png;base64,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', 'weight': 5}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 8450856
    {'hecke_orbit_code': 343681269803, 'n': 1, 'trace_an': 78}
  • id: 8450857
    {'hecke_orbit_code': 343681269803, 'n': 2, 'trace_an': -7}
  • id: 8450858
    {'hecke_orbit_code': 343681269803, 'n': 3, 'trace_an': -7}
  • id: 8450859
    {'hecke_orbit_code': 343681269803, 'n': 4, 'trace_an': 69}
  • id: 8450860
    {'hecke_orbit_code': 343681269803, 'n': 5, 'trace_an': -7}
  • id: 8450861
    {'hecke_orbit_code': 343681269803, 'n': 6, 'trace_an': -140}
  • id: 8450862
    {'hecke_orbit_code': 343681269803, 'n': 7, 'trace_an': 0}
  • id: 8450863
    {'hecke_orbit_code': 343681269803, 'n': 8, 'trace_an': -343}
  • id: 8450864
    {'hecke_orbit_code': 343681269803, 'n': 9, 'trace_an': 486}
  • id: 8450865
    {'hecke_orbit_code': 343681269803, 'n': 10, 'trace_an': -189}
  • id: 8450866
    {'hecke_orbit_code': 343681269803, 'n': 11, 'trace_an': -26}
  • id: 8450867
    {'hecke_orbit_code': 343681269803, 'n': 12, 'trace_an': -119}
  • id: 8450868
    {'hecke_orbit_code': 343681269803, 'n': 13, 'trace_an': 608}
  • id: 8450869
    {'hecke_orbit_code': 343681269803, 'n': 14, 'trace_an': 45}
  • id: 8450870
    {'hecke_orbit_code': 343681269803, 'n': 15, 'trace_an': -797}
  • id: 8450871
    {'hecke_orbit_code': 343681269803, 'n': 16, 'trace_an': 593}
  • id: 8450872
    {'hecke_orbit_code': 343681269803, 'n': 17, 'trace_an': -188}
  • id: 8450873
    {'hecke_orbit_code': 343681269803, 'n': 18, 'trace_an': -574}
  • id: 8450874
    {'hecke_orbit_code': 343681269803, 'n': 19, 'trace_an': 1421}
  • id: 8450875
    {'hecke_orbit_code': 343681269803, 'n': 20, 'trace_an': -2107}
  • id: 8450876
    {'hecke_orbit_code': 343681269803, 'n': 21, 'trace_an': 2952}
  • id: 8450877
    {'hecke_orbit_code': 343681269803, 'n': 22, 'trace_an': -2359}
  • id: 8450878
    {'hecke_orbit_code': 343681269803, 'n': 23, 'trace_an': 652}
  • id: 8450879
    {'hecke_orbit_code': 343681269803, 'n': 24, 'trace_an': -253}
  • id: 8450880
    {'hecke_orbit_code': 343681269803, 'n': 25, 'trace_an': 1264}
  • id: 8450881
    {'hecke_orbit_code': 343681269803, 'n': 26, 'trace_an': -2023}
  • id: 8450882
    {'hecke_orbit_code': 343681269803, 'n': 27, 'trace_an': -7}
  • id: 8450883
    {'hecke_orbit_code': 343681269803, 'n': 28, 'trace_an': 1785}
  • id: 8450884
    {'hecke_orbit_code': 343681269803, 'n': 29, 'trace_an': -2317}
  • id: 8450885
    {'hecke_orbit_code': 343681269803, 'n': 30, 'trace_an': -252}
  • id: 8450886
    {'hecke_orbit_code': 343681269803, 'n': 31, 'trace_an': 5714}
  • id: 8450887
    {'hecke_orbit_code': 343681269803, 'n': 32, 'trace_an': -6517}
  • id: 8450888
    {'hecke_orbit_code': 343681269803, 'n': 33, 'trace_an': 9023}
  • id: 8450889
    {'hecke_orbit_code': 343681269803, 'n': 34, 'trace_an': -679}
  • id: 8450890
    {'hecke_orbit_code': 343681269803, 'n': 35, 'trace_an': 1374}
  • id: 8450891
    {'hecke_orbit_code': 343681269803, 'n': 36, 'trace_an': -8544}
  • id: 8450892
    {'hecke_orbit_code': 343681269803, 'n': 37, 'trace_an': 0}
  • id: 8450893
    {'hecke_orbit_code': 343681269803, 'n': 38, 'trace_an': 95}
  • id: 8450894
    {'hecke_orbit_code': 343681269803, 'n': 39, 'trace_an': -10339}
  • id: 8450895
    {'hecke_orbit_code': 343681269803, 'n': 40, 'trace_an': -5901}
  • id: 8450896
    {'hecke_orbit_code': 343681269803, 'n': 41, 'trace_an': -3611}
  • id: 8450897
    {'hecke_orbit_code': 343681269803, 'n': 42, 'trace_an': 0}
  • id: 8450898
    {'hecke_orbit_code': 343681269803, 'n': 43, 'trace_an': 7001}
  • id: 8450899
    {'hecke_orbit_code': 343681269803, 'n': 44, 'trace_an': 8148}
  • id: 8450900
    {'hecke_orbit_code': 343681269803, 'n': 45, 'trace_an': 8862}
  • id: 8450901
    {'hecke_orbit_code': 343681269803, 'n': 46, 'trace_an': -2660}
  • id: 8450902
    {'hecke_orbit_code': 343681269803, 'n': 47, 'trace_an': 6268}
  • id: 8450903
    {'hecke_orbit_code': 343681269803, 'n': 48, 'trace_an': 11081}
  • id: 8450904
    {'hecke_orbit_code': 343681269803, 'n': 49, 'trace_an': -1074}
  • id: 8450905
    {'hecke_orbit_code': 343681269803, 'n': 50, 'trace_an': 0}
  • id: 8450906
    {'hecke_orbit_code': 343681269803, 'n': 51, 'trace_an': -17353}
  • id: 8450907
    {'hecke_orbit_code': 343681269803, 'n': 52, 'trace_an': 8277}
  • id: 8450908
    {'hecke_orbit_code': 343681269803, 'n': 53, 'trace_an': -200}
  • id: 8450909
    {'hecke_orbit_code': 343681269803, 'n': 54, 'trace_an': -8147}
  • id: 8450910
    {'hecke_orbit_code': 343681269803, 'n': 55, 'trace_an': 9863}
  • id: 8450911
    {'hecke_orbit_code': 343681269803, 'n': 56, 'trace_an': 15927}
  • id: 8450912
    {'hecke_orbit_code': 343681269803, 'n': 57, 'trace_an': -25075}
  • id: 8450913
    {'hecke_orbit_code': 343681269803, 'n': 58, 'trace_an': 13045}
  • id: 8450914
    {'hecke_orbit_code': 343681269803, 'n': 59, 'trace_an': 1468}
  • id: 8450915
    {'hecke_orbit_code': 343681269803, 'n': 60, 'trace_an': -357}
  • id: 8450916
    {'hecke_orbit_code': 343681269803, 'n': 61, 'trace_an': -8239}
  • id: 8450917
    {'hecke_orbit_code': 343681269803, 'n': 62, 'trace_an': 10073}
  • id: 8450918
    {'hecke_orbit_code': 343681269803, 'n': 63, 'trace_an': -875}
  • id: 8450919
    {'hecke_orbit_code': 343681269803, 'n': 64, 'trace_an': 1173}
  • id: 8450920
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  • id: 8450921
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  • id: 8450922
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  • id: 8450923
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  • id: 8450924
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  • id: 8450925
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  • id: 8450926
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  • id: 8450927
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  • id: 8450928
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  • id: 8450929
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  • id: 8450930
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  • id: 8450931
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  • id: 8450932
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  • id: 8450933
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  • id: 8450934
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  • id: 8450935
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  • id: 8450936
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  • id: 8450937
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  • id: 8450938
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  • id: 8450939
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  • id: 8450940
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  • id: 8450941
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  • id: 8450942
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  • id: 8450943
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  • id: 8450944
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  • id: 8450945
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  • id: 8450946
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  • id: 8450947
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  • id: 8450948
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  • id: 8450949
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  • id: 8450950
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  • id: 8450951
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  • id: 8450952
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  • id: 8450953
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  • id: 8450954
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  • id: 8450955
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  • id: 8450956
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  • id: 8450957
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  • id: 8450958
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  • id: 8450959
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  • id: 8450960
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  • id: 8450961
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  • id: 8450962
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  • id: 8450963
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  • id: 8450964
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  • id: 8450965
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  • id: 8450966
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  • id: 8450967
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  • id: 8450968
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  • id: 8450969
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  • id: 8450970
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  • id: 8450971
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  • id: 8450972
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  • id: 8450973
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  • id: 8450974
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  • id: 8450975
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  • id: 8450976
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  • id: 8450977
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  • id: 8450978
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  • id: 8450979
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  • id: 8450980
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  • id: 8450981
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  • id: 8450982
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  • id: 8450983
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  • id: 8450984
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  • id: 8450985
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  • id: 8450986
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  • id: 8450987
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  • id: 8450988
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  • id: 8450989
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  • id: 8450990
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  • id: 8450991
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  • id: 8450992
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  • id: 8450993
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  • id: 8450994
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  • id: 8450995
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  • id: 8450996
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  • id: 8450997
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  • id: 8450998
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  • id: 8450999
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  • id: 8451000
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  • id: 8451001
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  • id: 8451002
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  • id: 8451003
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  • id: 8451004
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  • id: 8451005
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  • id: 8451006
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  • id: 8451007
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  • id: 8451008
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  • id: 8451009
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  • id: 8451010
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  • id: 8451011
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  • id: 8451012
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  • id: 8451013
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  • id: 8451014
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  • id: 8451015
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  • id: 8451016
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  • id: 8451017
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  • id: 8451018
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  • id: 8451019
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  • id: 8451020
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  • id: 8451021
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  • id: 8451022
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  • id: 8451023
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  • id: 8451024
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  • id: 8451025
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  • id: 8451026
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  • id: 8451027
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  • id: 8451028
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  • id: 8451029
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  • id: 8451030
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  • id: 8451031
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  • id: 8451032
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  • id: 8451033
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  • id: 8451034
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  • id: 8451035
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  • id: 8451036
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  • id: 8451037
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  • id: 8451038
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  • id: 8451039
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  • id: 8451040
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  • id: 8451041
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  • id: 8451042
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  • id: 8451043
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  • id: 8451044
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  • id: 8451045
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  • id: 8451046
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  • id: 8451047
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  • id: 8451048
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  • id: 8451049
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  • id: 8451050
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  • id: 8451051
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  • id: 8451052
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  • id: 8451053
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  • id: 8451054
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  • id: 8451055
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  • id: 8451056
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  • id: 8451057
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  • id: 8451058
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  • id: 8451059
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  • id: 8451060
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  • id: 8451061
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  • id: 8451062
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  • id: 8451063
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  • id: 8451064
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  • id: 8451065
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  • id: 8451066
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  • id: 8451067
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  • id: 8451068
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  • id: 8451069
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  • id: 8451070
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  • id: 8451071
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  • id: 8451072
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  • id: 8451073
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  • id: 8451074
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  • id: 8451075
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  • id: 8451076
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  • id: 8451077
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  • id: 8451078
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  • id: 8451079
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  • id: 8451080
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  • id: 8451081
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  • id: 8451082
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  • id: 8451083
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  • id: 8451086
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  • id: 8451087
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  • id: 8451088
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  • id: 8451089
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  • id: 8451090
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  • id: 8451091
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  • id: 8451092
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  • id: 8451110
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