Newform data - 57.6.a.f

Formats: - HTML - YAML - JSON - 2024-12-23T14:26:25.009338

• 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': 2052, 'analytic_conductor': 9.141877729339896, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, 1], [19, 1]], 'atkin_lehner_string': '++', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [57, 1, [20, 40], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 4, 'field_disc': 1408062012, 'field_disc_factorization': [[2, 2], [3, 1], [7, 1], [317, 1], [52879, 1]], 'field_poly': [1412, 118, -90, -1, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': 1, 'has_non_self_twist': 0, 'hecke_cutters': [[2, [1412, 118, -90, -1, 1]]], 'hecke_orbit': 6, 'hecke_orbit_code': 22517998237515833, 'hecke_ring_generator_nbound': 5, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': True, 'is_maximal': True, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '57.6.a.f', 'level': 57, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [3, 19], 'level_radical': 57, 'minimal_twist': '57.6.a.f', 'prim_orbit_index': 1, 'qexp_display': 'q+\\beta _{1}q^{2}-9q^{3}+(14-\\beta _{1}-\\beta _{2}+\\beta _{3})q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 4, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '57.6.a', 'trace_display': [1, -36, -8, -142], 'trace_hash': 429859802811982859, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '3.706', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '37.440', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '571.984', 'prec': 24}], 'trace_zratio': 0, 'traces': [4, 1, -36, 53, -8, -9, -142, -147, 324, -496, -714, -477, -74, -2790, 72, -2839, -3690, 81, -1444, -5158, 1278, -1582, 862, 1323, 3282, 870, -2916, 5488, 992, 4464, -7382, -6103, 6426, 10288, -10242, 4293, 19114, -361, 666, 19470, -5792, 25110, -18634, -5316, -648, 62256, -35424, 25551, 15910, 14309, 33210, 48170, -20256, -729, 23538, 27516, 12996, 37566, -76944, 46422, 11562, -104740, -11502, -15455, -157464, 14238, -110044, -70926, -7758, 24138, -71184, -11907, -138830, 91586, -29538, -19133, -76122, -7830, -59470, 81842, 26244, 17030, -191600, -49392, 23682, 56246, -8928, -134640, 158920, -40176, 267196, 34460, 66438, 35946, 2888, 54927, 47460, 178319, -57834, -74565, 89090, -92592, -221370, -17454, 92178, -45058, 22228, -38637, 325134, 661974, -172026, 227608, 157572, 3249, -369688, 167206, -5994, -50380, -133758, -175230, 257094, 423748, 52128, 112580, 84306, -225990, 142066, 597777, 167706, -482112, 291470, 47844, 51262, 90356, 5832, 52854, 432486, -560304, -43866, -165936, 318816, -966048, -810228, -229959, -303104, -152828, -143190, -40846, 681744, -128781, -114502, 53067, -298890, -595198, 193988, -433530, 163340, -36240, 182304, -147806, -654624, 6561, -658976, -1129630, -211842, -272404, -146760, -247644, 710392, 322086, -116964, -451868, -1030228, -338094, 249068, 396804, 692496, -1852582, 814412, -417798, 1820370, 741348, -104058, -495084, 93332, 942660, 891046, 384588, 103518, 179056, -1699848, 139095, 1577536, 154378, 1417176, 111101, -1105226, -128142, -776230, 1241559, 990396, -660178, -1413684, 638334, 2830748, 69116, 69822, -310534, 257754, -217242, 1281880, -1088610, 640656, 2615816, -100594, 107163, 966228, -2580430, 1249470, 2161704, -599712, -824274, 301622, 1460520, 265842, 1274650, -345468, 172197, 970766, -2336576, 685098, 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3514520, -28947248, -839988, -17648964, -24261840, -8483940, 9700628, 6913128, -8019414, -7387182, 24446360, -3461292, -31326000, -10234154, -931662, -14210376, -3536976, -1611504, 1234240, -21850248, 15298632, 4836144, 7702034, -1251855, -5987526, -22289375, -14197824, 10716236, -126696, -1389402, -16871380, 14052222, -12754584, 726522, -9500350, -999909, 2664902, -7039128, 9947034, -14815534, -32870688, 1153278, 8962146, 22727922, 6986070, 26245688, 7442196, -11174031, -11100460, 30361182, -8913564, -10908332, -14438462, 5941602, -16830482, 2203183, 12723156, -1958194, 34260228, -5745006, -7135494, -15484308, -25476732, 17810508, 7941650, -622044, 11710368, 17573656, -628398, -6069286, 13201812, 2794806, -8637636, 17260538, -2319786, 10397950, -13499484, 1955178, -27689290, 40504020, -11536920, 17162386, -19149572, 9797490, -49318374, 12831036, -5765904, -2506614, -2698192, -23542344, 15919742, -16928928, 905346, -3713968, 20636040, -964467, -14191216, 54484758, -8696052, 22176212, 5813648, 23223870, -1348994, 11855018, -11245230, 30680766, 21598684, -19455336, -23571918, 43232436, 5397408, -8542020, 3697362, 7418466, 10043924, -28701504, -2714598, -21755144, 9399462, -13144680, -4943384, 57571634, -2392578, 7742051, 12335576, -11471850, -20467748, -25060752, 3109212, 39888972, 28638468, -1549773, 9965442, -22219242, -8736894, 13695436, 3551508, 21029184, 1220810, -14189522, -6165882, -11052842, 47223142, 22503258, 16760664, -10172576, -1090998, -11640032, -66228150, -634230, -6900154, 11016780, 23838138, -3376278, 32829948, 119988, 42776872, 85529160, -4817070, 17219730, -40859212, -21246606, 67654164, 34610428, -2483460, -59129018, -33199748, 6629202, 6579164, 130321, 32718888, 36091578, -52684412, -32626323, 905730, -43646280, 2125764, 16943162, 17133426, -6169878, -19172924, -831088, -8235234, -36059724, -26015952, 1379430, -8184106, -30831212, -240426, 50030564, 2749716, 9875628, -16016910, -7339438, -15519600, 247304, -71015628, 26518698, -19104382, 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90412480, 54391140, -56109800, -5165549, 2747304, 15062388, -6324304, -3649698, -39593046, -32403588, -64066212, 12366320, -125792526, -53783658, 31186432, 88236084, 1800468, -15458830, 2664436, -4093128, -122121356, 13102581, -11988810, 41327720, -66205608, -3129597, 35834770, -58080136, -29145726, -42816090, -36548196, 26746020, -9357060, 58148410, 26335854, -33661876, -54597728, -23737482, -136496416, -1563264, -42324930, -17389370, 24651680, 53619894, 67642638, 141000460, 11134332, -69675192, 162164638, 15580548, -19029390, 89881570, -13934106, 22954128], 'weight': 6, 'weight_parity': 1}
• mf_hecke_nf •

  Column	Type
  an	jsonb
  ap	jsonb
  char_orbit_index	smallint
  field_poly	numeric[]
  hecke_orbit_code	bigint
  hecke_ring_character_values	jsonb
  hecke_ring_cyclotomic_generator	integer
  hecke_ring_denominators	numeric[]
  hecke_ring_inverse_denominators	numeric[]
  hecke_ring_inverse_numerators	numeric[]
  hecke_ring_numerators	numeric[]
  hecke_ring_power_basis	boolean
  hecke_ring_rank	integer
  label	text
  level	integer
  maxp	integer
  weight	smallint

  
  {'an': [[1, 0, 0, 0], [0, 1, 0, 0], [-9, 0, 0, 0], [14, -1, -1, 1], [-3, -2, 2, -3], [0, -9, 0, 0], [-29, -16, 0, 5], [-36, -5, 7, -1], [81, 0, 0, 0], [-120, -30, -13, -7], [-183, -8, -16, -13], [-126, 9, 9, -9], [2, -2, -6, 40], [-696, 12, 31, 9], [27, 18, -18, 27], [-700, -53, 13, -7], [-945, 64, 0, -13], [0, 81, 0, 0], [-361, 0, 0, 0], [-1314, 30, -16, -34], [261, 144, 0, -45], [-440, -128, 17, -153], [156, 334, -14, 48], [324, 45, -63, 9], [820, 88, 144, 43], [240, 246, 140, 168], [-729, 0, 0, 0], [1490, -368, -78, 52], [174, 184, -224, -56], [1080, 270, 117, 63], [-1734, -586, -198, -70], [-1368, -613, -231, 9], [1647, 72, 144, 117], [2840, -1074, -103, -1], [-2553, 148, 100, 89], [1134, -81, -81, 81], [4656, 510, 226, 10], [0, -361, 0, 0], [-18, 18, 54, -360], [4980, -442, 332, 4], [-1824, 244, 332, -630], [6264, -108, -279, -81], [-4681, 356, 284, 133], [-1290, -940, 130, -392], [-243, -162, 162, -243], [15776, 160, -148, 504], [-8577, 126, -198, 621], [6300, 477, -117, 63], [3330, 972, -836, -809], [4104, -61, -391, 1023], [8505, -576, 0, 117], [12316, -82, 30, 506], [-5046, -112, 768, -20], [0, -729, 0, 0], [5685, 3316, -884, 1259], [5916, 2280, -234, -786], [3249, 0, 0, 0], [8464, 1278, 320, -1216], [-18648, -312, 112, 1020], [11826, -270, 144, 306], [2399, 2220, -644, 127], [-27120, -112, 970, -1926], [-2349, -1296, 0, 405], [-5264, 2603, 917, -1499], [-39126, -2428, -652, -734], [3960, 1152, -153, 1377], [-27400, 716, 1100, 580], [-18966, 2582, 1380, -1178], [-1404, -3006, 126, -432], [7320, -2956, -181, 1093], [-16380, -5576, -2336, 44], [-2916, -405, 567, -81], [-35195, -344, 976, -1147], [23088, 2614, -1158, 1690], [-7380, -792, -1296, -387], [-5054, 361, 361, -361], [-17253, -3340, 972, 1885], [-2160, -2214, -1260, -1512], [-15440, 570, 4030, -860], [21084, 2158, -30, 2326], [6561, 0, 0, 0], [5520, -7542, -3130, -1246], [-48084, -1312, -1632, -1024], [-13410, 3312, 702, -468], [7011, 984, -2592, 2673], [16872, -6360, -809, 2441], [-1566, -1656, 2016, 504], [-32556, 876, -1170, 2646], [41370, -10016, 1376, -1728], [-9720, -2430, -1053, -567], [64022, 3912, -2656, -3598], [6696, 8484, 2244, 404], [15606, 5274, 1782, 630], [11160, -4212, 2331, 2241], [1083, 722, -722, 1083], [12312, 5517, 2079, -81], [10598, 964, -988, -2052], [39912, 4165, -891, -7253], [-14823, -648, -1296, -1053], [-20080, 9201, -305, 1723]], 'ap': [[0, 1, 0, 0], [-9, 0, 0, 0], [-3, -2, 2, -3], [-29, -16, 0, 5], [-183, -8, -16, -13], [2, -2, -6, 40], [-945, 64, 0, -13], [-361, 0, 0, 0], [156, 334, -14, 48], [174, 184, -224, -56], [-1734, -586, -198, -70], [4656, 510, 226, 10], [-1824, 244, 332, -630], [-4681, 356, 284, 133], [-8577, 126, -198, 621], [-5046, -112, 768, -20], [-18648, -312, 112, 1020], [2399, 2220, -644, 127], [-27400, 716, 1100, 580], [-16380, -5576, -2336, 44], [-35195, -344, 976, -1147], [-15440, 570, 4030, -860], [-48084, -1312, -1632, -1024], [41370, -10016, 1376, -1728], [10598, 964, -988, -2052], [24642, -3814, 2838, 2832], [-56258, 1498, 4662, -1082], [-810, 15592, 2888, -4938], [86212, -14758, 2494, 2478], [40050, 5196, -7540, 3912], [38734, -5450, -4238, 3710], [69903, 10924, 1564, -467], [97863, 31024, 4144, -5005], [-9973, -12756, 13252, -4391], [175323, -16686, -9474, 1431], [-37056, 31218, 3830, -1252], [30846, 44580, -10852, 2312], [-152064, -19448, -11128, 15636], [-48918, 8172, 3820, -20370], [-256506, 1428, 3164, 2816], [215406, -42176, -14856, 2518], [466882, -29942, 966, 8608], [-423951, 6330, -11154, 5187], [405940, -40500, -1956, 2862], [-261186, -3274, -18758, 28604], [-195549, -44200, 24904, -25083], [318588, -3592, -31440, -5560], [91068, -102122, 4410, -19736], [-121806, 149824, -13640, 4034], [267145, -113276, 24068, -7731], [18009, -3916, -9732, -26551], [61557, 31742, 31226, 1015], [-901324, 20052, -8116, 25094], [-1073457, -23996, -15484, 8645], [-194952, 126456, 35400, -646], [327039, 11678, -69350, 32197], [-481038, -118548, -5900, -23196], [-164100, 125564, 64244, 1804], [734965, -167196, -4668, 17169], [-432726, -25116, 37068, -54880], [-205717, -61612, -21924, 21305], [481668, 556, 51508, 53034], [-851388, -72732, -6348, -60264], [-1630221, -11762, 39098, -49359], [-803042, 83196, -55564, 59852], [-143412, 101420, -48116, -83486], [-402388, 252804, 20324, -59800], [1913986, 315024, 35192, -17848], [464415, -41704, 10816, -136979], [-1015431, -58056, -32080, 20333], [1539198, -43480, -57640, 56052], [775917, -320326, 46606, -28177], [-1912664, -10780, -83156, 35328], [515584, -40450, -62126, -77286], [192850, -416260, 18228, 10058], [-841074, -97008, -20480, 22754], [92901, -134058, 80058, 116949], [133849, -310976, 83784, -114467], [-2094636, -63916, -45500, 58182], [1776082, -256268, 5788, -154288], [-353028, 259524, -39492, -49480], [2530922, 123550, 50818, 49328], [1234878, -95004, -29452, 146850], [255030, -55532, -1308, 147052], [-1326166, 635622, -51806, 107434], [1363347, 392424, 123616, 90921], [-2781348, -30120, 98584, -11930], [-154973, -521676, -211628, 12055], [-252021, -348518, 39094, 164303], [-3057703, 199776, 44496, -179241], [2036595, -84548, -69156, -145767], [2659440, 46790, 96090, 134820], [-616432, -310606, 21590, -26084], [4033824, -201544, -117528, -153868], [3449165, 491796, 1708, -94073], [-949296, -726462, -223970, 73572], [2291382, -304436, -340692, -1880], [-2073036, 85936, -204024, 198526], [-2045554, -159716, 21028, 184670], [-1462077, 179352, -170624, -142493], [-2052986, 182204, -65716, -149882], [-6031785, 141242, 134502, 137971], [5937012, 586184, 36616, -56064], [-1355202, 1148384, 113096, -367724], [699072, -1279352, 149096, 141348], [-1433973, 661628, -79348, 456631], [-2308305, 146336, 152168, 206733], [-8159910, 59048, -104632, 145048], [2037264, -265660, -410572, 220600], [-2685264, -167208, -227152, 96098], [-3862966, -1078822, -147602, 149898], [-1755423, -164752, -157576, -25475], [1859643, 680500, 447516, 88711], [3428548, -1801264, 280912, 101280], [-7048185, 723212, -135836, 109881], [-657630, 276600, 135152, 172136], [3951191, -417428, 47908, -266203], [5350497, -313542, -27426, 226203], [1283235, 961906, 479022, 140599], [5932290, -1858168, 164296, 136154], [-6003972, 993310, 55042, 274670], [-741672, -997444, -710820, 489626], [2851794, 1067048, -728656, 69324], [6864858, 823264, -202664, -177886], [-350503, 1202716, 486868, -710053], [-16719702, 163746, -316738, -243456], [10806150, 287536, -331552, 367632], [-8565975, 127582, 820202, -468285], [-438047, 2149148, 155188, -254385], [-4281950, -2024540, -850436, 10292], [-2109725, -657444, 364372, -456119], [836232, 674260, -404428, 634736], [-4551576, -519190, -631322, 189444], [-8172257, -740776, -42656, 376575], [-1106817, -53928, 480920, 684731], [9756155, 4824, -344704, -281833], [945924, -1553012, 518364, -710254], [-4138520, 585456, 257312, -236428], [-1715484, 3320940, -217748, 490026], [4675113, -423408, -936416, 907841], [8837914, 637412, -776348, 249306], [4656963, 749166, 643506, -133977], [-3213341, -1426820, 411316, -132979], [2109564, -902264, 700608, -91520], [-1746812, 797018, 468886, -1134618], [-13149210, 690412, -237068, 1126970], [3978562, 374048, 1027568, -164636], [-10361400, 1982528, 256488, -807254], [771699, 1408572, -406076, 905209], [-11108652, -681948, -176340, -575260], [17806122, -861922, 403554, -1098952], [20240475, -1028084, -355436, -630273], [-1784437, -2536028, 1030956, 115081], [11336196, 2165948, -320036, -146940], [-13770314, -744868, -269116, -111194], [11618154, -708708, 20612, 531806], [7651352, -2276680, 226088, -92816], [-31372002, 113812, -340884, 386988], [-2447979, 2286176, -270456, 557957], [-17417238, 2185412, 10396, -642756], [22272516, 2462752, -614384, 570168], [-746448, -3757036, 370868, -209262], [-29721776, -3055884, -673428, 89184], [-15723444, -2627624, -282872, 342104], [-8603562, -229188, -1339788, 952380], [-14807340, 2250744, 520712, -1190444], [16920704, 954262, 601946, 497220], [-5583407, 2363560, 963696, -470339]], 'char_orbit_index': 1, 'field_poly': [1412, 118, -90, -1, 1], 'hecke_orbit_code': 22517998237515833, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1, 6, 6], 'hecke_ring_inverse_denominators': [1, 1, 1, 1], 'hecke_ring_inverse_numerators': [[1, 0, 0, 0], [0, 1, 0, 0], [46, -1, -1, 1], [-36, 59, 7, -1]], 'hecke_ring_numerators': [[1, 0, 0, 0], [0, 1, 0, 0], [-10, -58, 1, 1], [-286, -52, 7, 1]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 4, 'label': '57.6.a.f', 'level': 57, 'maxp': 997, 'weight': 6}
• 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

  
  {'ALdims': [4, 3, 5, 2], 'Nk2': 2052, 'analytic_conductor': 9.141877729339896, 'char_conductor': 1, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [57, 1, [20, 40], [1, 1]], 'conrey_index': 1, 'cusp_dim': 32, 'dim': 14, 'eis_dim': 4, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 100663353, 'hecke_orbit_dims': [1, 1, 2, 3, 3, 4], 'label': '57.6.a', 'level': 57, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [3, 19], 'level_radical': 57, 'mf_dim': 36, 'mf_new_dim': 14, 'num_forms': 6, 'plus_dim': 6, 'prim_orbit_index': 1, 'relative_dim': 14, 'sturm_bound': 40, 'trace_bound': 2, 'trace_display': [12, 0, 10, -2], 'traces': [14, 12, 0, 236, 10, -72, -2, 156, 1134, -696, 1010, 792, 436, -4636, 396, 6692, -2594, 972, -1444, 6512, 0, -8292, 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-13867466, 72637072, 21985992, -155816976, -107438120, -2697300, -18154596, 190957240, 46135080, -147359920, 31602848, -13356216, -55438768, -131859120, -16282620, -43047084, -93064842, 187150608, 61561156, 307666016, -46326708, -73755864, 89114798, 29298672, -44063354, -82144904, -35286840, 60277476, 91973792, -34309332, -13584724, 70924408, 6626610, 63207316, 24841854, -12915720, 42650508, -295420392, -38020248, -43683936, -5484920, -51551316, 78088308, -59901168, 33752376, -179874048, -240016012, -78362676, -138085700, 231366096, -7794468, 33400440, 116754284, -51620112, 205119792, -206120164, 65989044, -119649920, 78600698, 18120024, -6143576, -317983968, 25302816, 26256648, -76165200, 43740144, 50944120, 136536612, 16759548, -101178816, -61378188, -23116392, -30274182, -115547704, 131127192, 172578012, 115821378, -74719584, 39669742, 202289536, 82341504, 137194752, -182980528, -158146704, 16736136, 403956280, -2090772, -15673980, 92984996, 108293616, -88988332, 35850188, 51955380, 187703976, -92228948, -23436864, -166407510, -27412104, -110578536, 9636660, -63826050, 61908588, -75097194, -35860416, -30674052, 155707168, 102731896, -81815904, 38709832, 135848436, -19468008, 82147152, -167196216, 5196312, 18751406, -103693416, 63681624, -204777536, -194329992, 55347120, 80942244, 203597296, -10210536, -54229704, 39540600, 16200864, -223716564, -212299160, -69811524, -57770108, 23176288, 74825532, 105716464, 431589112, -23703120, 60441024, 395975578, 63812376, 55534198, -313001068, -29212488, -113404416], 'weight': 6, 'weight_parity': 1}
• mf_twists_nf •

  Column	Type
  conductor	integer
  degree	integer
  multiplicity	smallint
  order	integer
  parity	smallint
  self_twist_disc	integer
  source_char_orbit	smallint
  source_dim	integer
  source_hecke_orbit	integer
  source_is_minimal	boolean
  source_label	text
  source_level	integer
  target_char_orbit	smallint
  target_dim	integer
  target_hecke_orbit	integer
  target_is_minimal	boolean
  target_label	text
  target_level	integer
  twist_class_label	text
  twist_class_level	integer
  twisting_char_label	text
  twisting_char_orbit	smallint
  weight	smallint

  
  
  • id: 48877
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 6, 'source_is_minimal': True, 'source_label': '57.6.a.f', 'source_level': 57, 'target_char_orbit': 1, 'target_dim': 4, 'target_hecke_orbit': 6, 'target_is_minimal': True, 'target_label': '57.6.a.f', 'target_level': 57, 'twist_class_label': '57.6.a.f', 'twist_class_level': 57, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 6}
  • id: 48878
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 6, 'source_is_minimal': True, 'source_label': '57.6.a.f', 'source_level': 57, 'target_char_orbit': 1, 'target_dim': 4, 'target_hecke_orbit': 10, 'target_is_minimal': False, 'target_label': '171.6.a.j', 'target_level': 171, 'twist_class_label': '57.6.a.f', 'twist_class_level': 57, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 48879
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 6, 'source_is_minimal': True, 'source_label': '57.6.a.f', 'source_level': 57, 'target_char_orbit': 1, 'target_dim': 4, 'target_hecke_orbit': 18, 'target_is_minimal': False, 'target_label': '912.6.a.r', 'target_level': 912, 'twist_class_label': '57.6.a.f', 'twist_class_level': 57, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 48880
    {'conductor': 19, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 6, 'source_is_minimal': True, 'source_label': '57.6.a.f', 'source_level': 57, 'target_char_orbit': 1, 'target_dim': 4, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '1083.6.a.g', 'target_level': 1083, 'twist_class_label': '57.6.a.f', 'twist_class_level': 57, 'twisting_char_label': '19.b', 'twisting_char_orbit': 2, 'weight': 6}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 190775
    {'charpoly_factorization': [[[1412, 118, -90, -1, 1], 1]], 'hecke_orbit_code': 22517998237515833, 'p': 2}
  • id: 190776
    {'charpoly_factorization': [[[9, 1], 4]], 'hecke_orbit_code': 22517998237515833, 'p': 3}
  • id: 190777
    {'charpoly_factorization': [[[5726088, -74478, -7859, 8, 1], 1]], 'hecke_orbit_code': 22517998237515833, 'p': 5}
  • id: 190778
    {'charpoly_factorization': [[[-8629440, -1103964, -31487, 142, 1], 1]], 'hecke_orbit_code': 22517998237515833, 'p': 7}
  • id: 190779
    {'charpoly_factorization': [[[8153412000, -132814212, -195751, 714, 1], 1]], 'hecke_orbit_code': 22517998237515833, 'p': 11}
  • id: 190780
    {'charpoly_factorization': [[[158810973888, -117763464, -1095044, 74, 1], 1]], 'hecke_orbit_code': 22517998237515833, 'p': 13}
  • id: 190781
    {'charpoly_factorization': [[[322720049196, 2262813648, 4636301, 3690, 1], 1]], 'hecke_orbit_code': 22517998237515833, 'p': 17}
  • id: 190782
    {'charpoly_factorization': [[[361, 1], 4]], 'hecke_orbit_code': 22517998237515833, 'p': 19}
  • id: 190783
    {'charpoly_factorization': [[[18375207565952, -2903401760, -11931000, -862, 1], 1]], 'hecke_orbit_code': 22517998237515833, 'p': 23}
  • id: 190784
    {'charpoly_factorization': [[[112750314245840, 11471061824, -46377432, -992, 1], 1]], 'hecke_orbit_code': 22517998237515833, 'p': 29}
  • id: 190785
    {'charpoly_factorization': [[[126908512695648, -235363373688, -45604556, 7382, 1], 1]], 'hecke_orbit_code': 22517998237515833, 'p': 31}
  • id: 190786
    {'charpoly_factorization': [[[-905306584227840, 212860905984, 78531760, -19114, 1], 1]], 'hecke_orbit_code': 22517998237515833, 'p': 37}
  • id: 190787
    {'charpoly_factorization': [[[20015700466341888, -860155029888, -278694116, 5792, 1], 1]], 'hecke_orbit_code': 22517998237515833, 'p': 41}
  • id: 190788
    {'charpoly_factorization': [[[364921961696464, -503542570904, 35490465, 18634, 1], 1]], 'hecke_orbit_code': 22517998237515833, 'p': 43}
  • id: 190789
    {'charpoly_factorization': [[[-8172137957055048, -2524072478706, 202718133, 35424, 1], 1]], 'hecke_orbit_code': 22517998237515833, 'p': 47}
  • id: 190790
    {'charpoly_factorization': [[[-5062397084749296, -5734000245888, -269535112, 20256, 1], 1]], 'hecke_orbit_code': 22517998237515833, 'p': 53}
  • id: 190791
    {'charpoly_factorization': [[[-83598735648506880, 388903623168, 1415510768, 76944, 1], 1]], 'hecke_orbit_code': 22517998237515833, 'p': 59}
  • id: 190792
    {'charpoly_factorization': [[[67689905494931428, 7091952245628, -720199571, -11562, 1], 1]], 'hecke_orbit_code': 22517998237515833, 'p': 61}
  • id: 190793
    {'charpoly_factorization': [[[-12768757181923328, 8767431624448, 3158533440, 110044, 1], 1]], 'hecke_orbit_code': 22517998237515833, 'p': 67}
  • id: 190794
    {'charpoly_factorization': [[[-1450742734882252800, -335127736248192, -4476376176, 71184, 1], 1]], 'hecke_orbit_code': 22517998237515833, 'p': 71}
  • id: 190795
    {'charpoly_factorization': [[[-252170078300747060, 69681443743232, 5958529461, 138830, 1], 1]], 'hecke_orbit_code': 22517998237515833, 'p': 73}
  • id: 190796
    {'charpoly_factorization': [[[-2926947556944000000, -659681750160000, -9636972200, 59470, 1], 1]], 'hecke_orbit_code': 22517998237515833, 'p': 79}
  • id: 190797
    {'charpoly_factorization': [[[-303579952200951552, 109892442428160, 10349177056, 191600, 1], 1]], 'hecke_orbit_code': 22517998237515833, 'p': 83}
  • id: 190798
    {'charpoly_factorization': [[[-665272933914535920, 890096144377056, -3093359336, -158920, 1], 1]], 'hecke_orbit_code': 22517998237515833, 'p': 89}
  • id: 190799
    {'charpoly_factorization': [[[61165228313329840, 8802571404816, -3688983536, -47460, 1], 1]], 'hecke_orbit_code': 22517998237515833, 'p': 97}
• mf_newform_portraits •

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

  
  {'char_orbit_index': 1, 'hecke_orbit': 6, 'label': '57.6.a.f', 'level': 57, 'portrait': 'data:image/png;base64,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', 'weight': 6}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 43706209
    {'hecke_orbit_code': 22517998237515833, 'n': 1, 'trace_an': 4}
  • id: 43706210
    {'hecke_orbit_code': 22517998237515833, 'n': 2, 'trace_an': 1}
  • id: 43706211
    {'hecke_orbit_code': 22517998237515833, 'n': 3, 'trace_an': -36}
  • id: 43706212
    {'hecke_orbit_code': 22517998237515833, 'n': 4, 'trace_an': 53}
  • id: 43706213
    {'hecke_orbit_code': 22517998237515833, 'n': 5, 'trace_an': -8}
  • id: 43706214
    {'hecke_orbit_code': 22517998237515833, 'n': 6, 'trace_an': -9}
  • id: 43706215
    {'hecke_orbit_code': 22517998237515833, 'n': 7, 'trace_an': -142}
  • id: 43706216
    {'hecke_orbit_code': 22517998237515833, 'n': 8, 'trace_an': -147}
  • id: 43706217
    {'hecke_orbit_code': 22517998237515833, 'n': 9, 'trace_an': 324}
  • id: 43706218
    {'hecke_orbit_code': 22517998237515833, 'n': 10, 'trace_an': -496}
  • id: 43706219
    {'hecke_orbit_code': 22517998237515833, 'n': 11, 'trace_an': -714}
  • id: 43706220
    {'hecke_orbit_code': 22517998237515833, 'n': 12, 'trace_an': -477}
  • id: 43706221
    {'hecke_orbit_code': 22517998237515833, 'n': 13, 'trace_an': -74}
  • id: 43706222
    {'hecke_orbit_code': 22517998237515833, 'n': 14, 'trace_an': -2790}
  • id: 43706223
    {'hecke_orbit_code': 22517998237515833, 'n': 15, 'trace_an': 72}
  • id: 43706224
    {'hecke_orbit_code': 22517998237515833, 'n': 16, 'trace_an': -2839}
  • id: 43706225
    {'hecke_orbit_code': 22517998237515833, 'n': 17, 'trace_an': -3690}
  • id: 43706226
    {'hecke_orbit_code': 22517998237515833, 'n': 18, 'trace_an': 81}
  • id: 43706227
    {'hecke_orbit_code': 22517998237515833, 'n': 19, 'trace_an': -1444}
  • id: 43706228
    {'hecke_orbit_code': 22517998237515833, 'n': 20, 'trace_an': -5158}
  • id: 43706229
    {'hecke_orbit_code': 22517998237515833, 'n': 21, 'trace_an': 1278}
  • id: 43706230
    {'hecke_orbit_code': 22517998237515833, 'n': 22, 'trace_an': -1582}
  • id: 43706231
    {'hecke_orbit_code': 22517998237515833, 'n': 23, 'trace_an': 862}
  • id: 43706232
    {'hecke_orbit_code': 22517998237515833, 'n': 24, 'trace_an': 1323}
  • id: 43706233
    {'hecke_orbit_code': 22517998237515833, 'n': 25, 'trace_an': 3282}
  • id: 43706234
    {'hecke_orbit_code': 22517998237515833, 'n': 26, 'trace_an': 870}
  • id: 43706235
    {'hecke_orbit_code': 22517998237515833, 'n': 27, 'trace_an': -2916}
  • id: 43706236
    {'hecke_orbit_code': 22517998237515833, 'n': 28, 'trace_an': 5488}
  • id: 43706237
    {'hecke_orbit_code': 22517998237515833, 'n': 29, 'trace_an': 992}
  • id: 43706238
    {'hecke_orbit_code': 22517998237515833, 'n': 30, 'trace_an': 4464}
  • id: 43706239
    {'hecke_orbit_code': 22517998237515833, 'n': 31, 'trace_an': -7382}
  • id: 43706240
    {'hecke_orbit_code': 22517998237515833, 'n': 32, 'trace_an': -6103}
  • id: 43706241
    {'hecke_orbit_code': 22517998237515833, 'n': 33, 'trace_an': 6426}
  • id: 43706242
    {'hecke_orbit_code': 22517998237515833, 'n': 34, 'trace_an': 10288}
  • id: 43706243
    {'hecke_orbit_code': 22517998237515833, 'n': 35, 'trace_an': -10242}
  • id: 43706244
    {'hecke_orbit_code': 22517998237515833, 'n': 36, 'trace_an': 4293}
  • id: 43706245
    {'hecke_orbit_code': 22517998237515833, 'n': 37, 'trace_an': 19114}
  • id: 43706246
    {'hecke_orbit_code': 22517998237515833, 'n': 38, 'trace_an': -361}
  • id: 43706247
    {'hecke_orbit_code': 22517998237515833, 'n': 39, 'trace_an': 666}
  • id: 43706248
    {'hecke_orbit_code': 22517998237515833, 'n': 40, 'trace_an': 19470}
  • id: 43706249
    {'hecke_orbit_code': 22517998237515833, 'n': 41, 'trace_an': -5792}
  • id: 43706250
    {'hecke_orbit_code': 22517998237515833, 'n': 42, 'trace_an': 25110}
  • id: 43706251
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  • id: 43706252
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  • id: 43706254
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  • id: 43706255
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  • id: 43706256
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  • id: 43706257
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  • id: 43706258
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  • id: 43706259
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  • id: 43706260
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  • id: 43706261
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  • id: 43706262
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  • id: 43706263
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  • id: 43706264
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  • id: 43706265
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  • id: 43706266
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  • id: 43706267
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  • id: 43706268
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  • id: 43706269
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  • id: 43706270
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  • id: 43706271
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  • id: 43706272
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  • id: 43706273
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  • id: 43706274
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  • id: 43706275
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  • id: 43706276
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  • id: 43706277
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  • id: 43706278
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  • id: 43706279
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  • id: 43706280
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  • id: 43706281
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  • id: 43706282
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  • id: 43706283
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  • id: 43706284
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  • id: 43706285
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  • id: 43706286
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  • id: 43706287
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  • id: 43706288
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  • id: 43706289
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  • id: 43706290
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  • id: 43706291
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  • id: 43706292
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  • id: 43706293
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  • id: 43706294
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  • id: 43706295
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  • id: 43706296
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  • id: 43706297
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  • id: 43706298
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  • id: 43706299
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  • id: 43706300
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  • id: 43706301
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  • id: 43706302
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  • id: 43706303
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  • id: 43706304
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  • id: 43706307
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  • id: 43706310
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  • id: 43706311
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  • id: 43706312
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  • id: 43706313
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  • id: 43706314
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  • id: 43706315
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  • id: 43706316
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  • id: 43706317
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  • id: 43706318
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  • id: 43706319
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  • id: 43706320
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  • id: 43706321
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  • id: 43706322
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  • id: 43706323
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  • id: 43706324
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  • id: 43706325
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  • id: 43706326
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  • id: 43706327
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  • id: 43706328
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  • id: 43706329
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  • id: 43706330
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  • id: 43706331
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  • id: 43706332
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  • id: 43706333
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  • id: 43706334
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  • id: 43706335
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  • id: 43706336
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  • id: 43706337
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  • id: 43706338
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  • id: 43706339
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  • id: 43706340
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  • id: 43706341
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  • id: 43706342
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  • id: 43706343
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  • id: 43706344
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  • id: 43706345
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  • id: 43706346
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  • id: 43706347
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  • id: 43706348
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  • id: 43706349
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  • id: 43706350
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  • id: 43706351
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  • id: 43706352
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  • id: 43706353
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  • id: 43706354
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  • id: 43706355
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  • id: 43706356
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  • id: 43706357
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  • id: 43706358
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  • id: 43706359
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  • id: 43706360
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  • id: 43706361
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  • id: 43706362
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  • id: 43706363
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  • id: 43706364
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  • id: 43706365
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  • id: 43706366
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  • id: 43706367
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  • id: 43706368
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  • id: 43706369
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  • id: 43706370
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  • id: 43706371
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  • id: 43706372
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  • id: 43706373
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  • id: 43706374
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  • id: 43706375
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  • id: 43706376
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  • id: 43706377
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  • id: 43706378
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  • id: 43706379
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  • id: 43706380
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  • id: 43706381
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  • id: 43706382
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  • id: 43706383
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  • id: 43706384
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  • id: 43706385
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  • id: 43706386
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  • id: 43706387
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  • id: 43706388
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  • id: 43706389
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  • id: 43706390
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  • id: 43706391
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  • id: 43706392
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  • id: 43706393
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  • id: 43706394
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  • id: 43706395
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  • id: 43706396
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  • id: 43706397
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  • id: 43706398
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  • id: 43706400
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  • id: 43706401
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  • id: 43706402
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  • id: 43706403
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  • id: 43706404
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  • id: 43706405
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  • id: 43706406
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  • id: 43706408
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  • id: 43706409
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  • id: 43706410
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  • id: 43706411
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  • id: 43706412
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  • id: 43706413
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  • id: 43706415
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  • id: 43706416
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  • id: 43706418
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  • id: 43706419
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  • id: 43706420
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  • id: 43706421
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  • id: 43706422
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  • id: 43706423
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  • id: 43706424
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  • id: 43706425
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  • id: 43706426
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  • id: 43706427
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  • id: 43706428
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  • id: 43706429
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  • id: 43706437
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  • id: 43706438
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  • id: 43706439
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  • id: 43706440
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  • id: 43706441
    {'hecke_orbit_code': 22517998237515833, 'n': 829, 'trace_an': -3920994}
  • id: 43706442
    {'hecke_orbit_code': 22517998237515833, 'n': 839, 'trace_an': -54160368}
  • id: 43706443
    {'hecke_orbit_code': 22517998237515833, 'n': 841, 'trace_an': 11694332}
  • id: 43706444
    {'hecke_orbit_code': 22517998237515833, 'n': 853, 'trace_an': 16617568}
  • id: 43706445
    {'hecke_orbit_code': 22517998237515833, 'n': 857, 'trace_an': -37848564}
  • id: 43706446
    {'hecke_orbit_code': 22517998237515833, 'n': 859, 'trace_an': 2684950}
  • id: 43706447
    {'hecke_orbit_code': 22517998237515833, 'n': 863, 'trace_an': -43966036}
  • id: 43706448
    {'hecke_orbit_code': 22517998237515833, 'n': 877, 'trace_an': 72560470}
  • id: 43706449
    {'hecke_orbit_code': 22517998237515833, 'n': 881, 'trace_an': 81194362}
  • id: 43706450
    {'hecke_orbit_code': 22517998237515833, 'n': 883, 'trace_an': -9903938}
  • id: 43706451
    {'hecke_orbit_code': 22517998237515833, 'n': 887, 'trace_an': 47804612}
  • id: 43706452
    {'hecke_orbit_code': 22517998237515833, 'n': 907, 'trace_an': -55603736}
  • id: 43706453
    {'hecke_orbit_code': 22517998237515833, 'n': 911, 'trace_an': 44700296}
  • id: 43706454
    {'hecke_orbit_code': 22517998237515833, 'n': 919, 'trace_an': 28514360}
  • id: 43706455
    {'hecke_orbit_code': 22517998237515833, 'n': 929, 'trace_an': -126148172}
  • id: 43706456
    {'hecke_orbit_code': 22517998237515833, 'n': 937, 'trace_an': -8621654}
  • id: 43706457
    {'hecke_orbit_code': 22517998237515833, 'n': 941, 'trace_an': -66198028}
  • id: 43706458
    {'hecke_orbit_code': 22517998237515833, 'n': 947, 'trace_an': 90412480}
  • id: 43706459
    {'hecke_orbit_code': 22517998237515833, 'n': 953, 'trace_an': -6324304}
  • id: 43706460
    {'hecke_orbit_code': 22517998237515833, 'n': 961, 'trace_an': 31186432}
  • id: 43706461
    {'hecke_orbit_code': 22517998237515833, 'n': 967, 'trace_an': -122121356}
  • id: 43706462
    {'hecke_orbit_code': 22517998237515833, 'n': 971, 'trace_an': -66205608}
  • id: 43706463
    {'hecke_orbit_code': 22517998237515833, 'n': 977, 'trace_an': -36548196}
  • id: 43706464
    {'hecke_orbit_code': 22517998237515833, 'n': 983, 'trace_an': -54597728}
  • id: 43706465
    {'hecke_orbit_code': 22517998237515833, 'n': 991, 'trace_an': 67642638}
  • id: 43706466
    {'hecke_orbit_code': 22517998237515833, 'n': 997, 'trace_an': -19029390}