Newform data - 37.6.a.a

Formats: - HTML - YAML - JSON - 2024-04-20T02:54:08.215820

• 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
  conrey_indexes	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_polredabs	boolean
  is_rm	boolean
  is_self_dual	boolean
  is_self_twist	boolean
  is_twist_minimal	boolean
  label	text
  level	integer
  level_is_prime	boolean
  level_is_prime_power	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': 1332, 'analytic_conductor': 5.934201333080283, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[37, 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': [37, 1, [2], [1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 7, 'field_disc': 1694933167716432636, 'field_disc_factorization': [[2, 2], [3, 1], [131, 1], [359, 1], [3003347522657, 1]], 'field_poly': [53844, -64880, -2943, 6495, 156, -160, -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, [-109600, -40920, 19928, 4326, -906, -133, 8, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 100663333, 'hecke_ring_generator_nbound': 3, 'hecke_ring_index': 2, 'hecke_ring_index_factorization': [[2, 1]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '37.6.a.a', 'level': 37, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [37], 'level_radical': 37, 'minimal_twist': '37.6.a.a', 'prim_orbit_index': 1, 'qexp_display': 'q+(-1-\\beta _{1})q^{2}+(-7+\\beta _{1}+\\beta _{2})q^{3}+\\cdots', 'related_objects': [], 'relative_dim': 7, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '37.6.a', 'trace_display': [-8, -47, -64, -293], 'trace_hash': 86593539868311040, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '6.647', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '135.091', 'prec': 24}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4514.313', 'prec': 27}], 'trace_zratio': 0, 'traces': [7, -8, -47, 106, -64, -141, -293, -474, 292, -2017, -1457, -3917, -536, -488, -254, 2714, -3068, 4107, -1900, 1453, 2425, 4467, -3986, 11523, 12231, 911, -10697, 6486, -7436, 50276, 5776, -13366, 2973, 24128, -17714, 57889, -9583, 1248, -34826, -46751, -25089, -6232, -22538, -22817, -68648, 25485, -60861, -70825, -29182, 26797, 21508, 74493, -15681, -58620, 2930, -5542, 27032, 4979, -54536, 78104, 48694, -5601, -21062, 67074, 22480, 77598, -39724, -183104, 245960, 162468, -92187, 17685, 73251, 10952, -162813, 13504, -4605, 235693, 78604, 112473, 236431, 200777, -82223, 201198, 86716, -55686, 107506, -633, 181680, -732742, -14802, -684469, -37328, 34724, -222304, 397743, 39092, -318498, -29766, 331393, -209155, -309994, -55942, -773215, 145190, 98586, -435928, -892646, 299796, 9703, 64343, -272234, 155514, -96174, -207060, -580775, 743266, -207746, 20340, 1439392, 95588, -100103, -211329, 425909, -153204, 305270, 256637, -468110, 823090, -329386, -272808, 421904, 786412, 158505, 1260922, 509632, 159468, -552129, 324184, -219632, 665133, -713002, -196186, 1712285, 929208, 667423, 726662, -145114, 575593, -1570996, -1229816, -23584, -965324, 865850, -1124716, -1912653, -56439, 1117645, -395119, -1136799, -472698, 1769532, -263614, 244997, 431120, -1323746, -1333852, -1061902, 632143, 2211782, -844000, -1063150, -1265249, 1144433, -2013907, 219011, -218812, -548284, -612406, -1261282, 923, 600966, -1811768, 2586367, 87616, -391802, -1172772, -482710, -62453, 1063602, 389472, -1406625, -563898, 405760, -1544736, -959114, -1461531, -2067702, 423642, 3263481, 2022512, 3564422, -1603222, 5445058, -1082670, -1399397, -1634800, 3900201, 1918600, -1984998, 14479, 270200, 1314303, 212231, -852956, -2969058, 986804, 4061628, 8739, 634121, 960580, 193029, -286461, 3363030, 5900334, -4159064, -2373560, 2672110, 358285, 6383170, -501587, 1229069, 2257592, -5581907, -2275738, -85142, 1158418, -1344628, 4366990, -5688824, 1576562, 1081199, -3828008, 4565431, 4658470, -4207207, -2725216, -1358231, -1808417, -4605632, -1493534, -4887210, -2434034, 2553218, 2006296, -3180958, 2001192, -2374100, 401117, 6548754, -5010614, -2232746, -3749105, -1578612, 2605834, -3902012, -4457320, -7951605, 1224398, 12509645, -3465091, -7132928, 2082210, -431951, -272735, 9936757, -68826, -6094747, 5363896, -83368, 4701580, 535058, -428916, -2958204, 3018176, -6564066, 2356957, -11774763, 705257, -795114, 2597396, -1145265, -1017466, 2301261, 8747232, 648906, 1163649, -3814108, -1723608, -19324790, 730846, 9807258, -4083373, -3836960, 1485354, 1074002, 2028235, -5148928, -2186386, -905489, 3178088, 14254631, 5194554, 10950966, 5828636, 422271, -1528758, -3193368, 12937122, 15274857, 2399462, 1116866, -3834768, 11177734, -4142822, -1508612, -6093972, 5568957, 6026259, -5552943, 1667054, 10038780, -399748, 3019611, 3110892, 3795166, -7632517, -12723987, 2606886, -9709702, -4767374, 3049782, 5708513, 14152322, -8779602, -13413478, -1819794, 10928671, 2520734, 11008182, 986050, -1108213, -15647784, 3248326, 13424922, 14496292, -253788, -8067698, 1443709, -35391290, -3794933, -14705258, 4113566, -12560970, -8968880, -2660772, -3309792, -10899385, 6911448, 2761273, -10344401, -14006494, -4452217, -11222550, 14953656, 5290750, -13339534, 1050848, 987435, -3415466, -3132721, -5461101, -12115468, 22718791, 3333242, 4163428, 1597252, -7859768, -2986490, 17229677, 11920576, 10763286, 13614516, -1032402, -30959592, 1251746, -13252455, 11275708, -1370516, 12373205, -24062002, 13024216, 9301184, -4844400, -14634278, 14970622, 1994633, -16948118, -9488096, 2353748, -11618958, 13237829, 2777160, -4261209, 10112754, -17745343, 8027290, 15125326, -4502797, 1829562, 12859234, 23982073, 3405234, 19704620, -17317664, 20591216, 8261240, -11798387, 9509764, 14362106, 15930190, -12183094, -2392303, -6301660, 382320, -3702780, -11592460, -28401076, 7755792, 11321493, -21007882, 24107642, 4840677, 5362373, 1940832, -4650640, 11944587, -21786674, -6983408, 41022992, -5075531, 15973780, 11934568, 16393366, 13934612, -15884362, -11445690, -12221844, 20271076, -1660834, -3709282, -1729036, 22168990, -6765995, -5864670, 187961, -360970, 30057771, -15496632, 17918946, -105273, 1184018, -8687150, -42295305, -16997772, 6864100, 18648710, -25742929, -11645374, 25444632, 733784, -494728, -12891922, -16920307, -17207084, -48823050, 7110764, -12921109, -19505398, 16647823, 6542248, 5080433, -13211436, 3154158, 21236360, 16010025, -4042363, 28068598, 7603836, -35264072, 15604964, -19895484, 13094328, 16303958, -5142570, -14140502, -12204713, 2499736, 3180619, -56729236, 18015373, -18680286, -33148, -36299932, -4367312, 15346184, 20798647, 668072, 28478065, -63637750, 3148725, -23329375, -7459682, -8108502, -441889, 19501972, -7396792, -1971720, 11115441, -33407846, -29854888, 9749980, 11800452, -23774260, 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27033460, -42617014, -41258718, -44747778, 13427822, -53128458, -3682015, 10723959, 15791123, -8989690, 23131866, -12322120, -38295128, -2902896, 59493378, -18486880, -16411724, 113612, 58856816, 41903826, -76168418, -30160592, -24203767, -29195322, -7610134, -25021251, -37682845, -15242178, 9200852, 25513696, -46794112, 28059864, -5622483, -19040312, -45324455, -8568435, 58557495, -1806692, -16675330, 10772243, -4497465, -112062507, 36945841, -22864393, 36393610, -11744812, 76280178, 5471240, -1492703, 11178270, -42785822, 24459874, 7775510, 23943487, -25701558, -13988870, -136823521, -48962380, 4156744, 21547270, -10030562, 71249816, -15724285, 40229896, 58119346, -52289710, -21663276, 41713406, 20846137, 2601100, 20944347, -1144858, 48690538, -27503379, 91620522, -48547694, 33045462, 50531212, 16079844, 7781520, 32040356, 8051024, 35438254, 7949098, -47215462, -17462405, 51349606, 21369734, 7640848, -90075178, -9075516, 23031630, -18802740, 6854200, 93121910, -4261991, 37807177, 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• 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, 0, 0], [-1, -1, 0, 0, 0, 0, 0], [-7, 1, 1, 0, 0, 0, 0], [15, 1, -2, 1, 0, -1, 0], [-9, 6, -2, -2, 0, 3, 1], [-21, 17, -2, -5, 1, 1, -3], [-45, 2, 0, 3, -5, -3, -4], [-68, -14, 9, 13, 4, 0, 11], [48, -17, -5, 5, 11, -13, 10], [-294, 16, 20, -15, -15, 5, -5], [-210, -8, -6, 15, 13, -4, -23], [-571, 3, 24, -14, -33, 32, -15], [-58, -11, -19, -47, -1, -7, 8], [-53, 13, -5, -9, 44, 8, 19], [-29, -171, -37, 71, -11, -2, 7], [402, 68, -29, -21, 48, -36, 1], [-416, -68, 0, -74, -50, 50, 40], [580, -232, 1, 162, -15, -27, 76], [-320, 4, -4, 82, -34, -30, -108], [196, 352, 16, -147, 35, -25, -77], [356, -11, -55, -21, -17, 12, -7], [539, 215, 31, 132, -39, -35, -106], [-538, -7, 167, -107, 17, 27, 132], [1666, 544, -81, -278, 55, -3, -64], [1803, -113, 19, 193, 243, -63, 196], [76, -136, 145, 70, -179, 137, 128], [-1542, 253, 49, -298, -136, 185, -119], [833, 85, 125, 82, -142, 57, 3], [-1108, 51, -41, 217, 175, 107, -226], [7336, -562, -363, 345, 324, -376, 193], [841, -4, 76, -64, -2, -187, 59], [-2052, -386, 137, 31, -456, 154, -273], [535, -350, -230, -182, -130, 138, 88], [3516, 704, -178, -506, -56, 64, 110], [-2530, -424, 148, -68, -96, -340, -216], [8596, -942, -711, 290, 517, -309, 176], [-1369, 0, 0, 0, 0, 0, 0], [260, 176, -70, 74, 480, -40, -134], [-5097, -490, 270, 430, -64, 47, -85], [-6922, -66, 466, 217, -329, 725, -211], [-3466, -634, -118, -64, -186, -25, 319], [-825, -779, 201, 65, -68, 52, 145], [-3274, 430, 566, 254, 226, -166, 672], [-2889, -245, 297, -707, 341, 162, 550], [-10147, 2535, -121, -1241, -561, 252, -1327], [3540, 2188, -593, -818, -285, 111, -176], [-8919, 196, 246, 545, 165, -523, -370], [-10264, -1622, 1377, 240, -525, 369, 262], [-4459, 1149, 69, 421, -187, 540, 403], [3659, -2621, -335, 1760, -345, -1005, 70], [3010, 532, -1044, 838, 574, -472, -422], [11036, 1770, -1007, -450, 1385, -345, -148], [-1844, -235, -103, 619, 1179, 158, 1315], [-8783, 4361, 568, -2352, -816, 1032, -1004], [424, 97, 679, 251, 263, -757, 790], [-496, -88, -678, -1210, -214, -392, -688], [4114, -140, -808, -674, -358, 324, 186], [-380, 2656, 301, 670, -663, -763, -2016], [-7840, 502, -846, -514, -1130, 1322, 544], [11658, -9368, 1653, 3587, 370, -1298, 2221], [6447, -362, -1342, 936, -1122, 303, -1153], [-472, -1878, -60, 561, 265, 505, 951], [-2528, -656, 92, -386, 722, 1216, 586], [10332, 2294, -1247, -2509, 880, 1094, -481], [3217, 511, -737, -1357, -485, -1700, -1931], [11445, -1971, 98, -252, -366, -38, 872], [-4871, 186, 1118, -2642, 732, 643, 183], [-26760, -2140, 2846, 1270, -284, 440, -402], [35527, 854, 250, 876, 2398, -2359, 789], [23198, 1662, -940, 984, 916, 772, 776], [-13613, 2634, -412, 257, 173, 1245, -714], [2578, -10796, 1515, 3022, -1379, -1023, -118], [9841, -2445, 271, 217, -2825, 479, -454], [1369, 1369, 0, 0, 0, 0, 0], [-23920, 7023, 3735, -4592, -1122, 1737, -809], [1320, 380, 1746, 154, -1620, 648, 1410], [1220, -2527, 189, -2717, 1603, 1010, 2167], [33698, 7508, -3010, -715, 2195, -1725, 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340614], [1337114, 497754, 354750, 444348, 203602, -89057, -30165], [-1136970, -1176706, -261650, -13872, -157464, 558576, -120272], [-443950, -392095, -80493, -249855, -594291, -77255, 11530], [6027912, 847801, -65483, -263749, 249353, 57063, 47672], [-3609027, -233969, -210085, -158638, -575606, 45958, 147944], [-2236454, 91761, 161553, -150539, -58465, -247013, -343834], [1495238, 239046, 426554, -140648, 20454, -283909, 37819], [-3136366, -565163, 235345, -203945, -37981, -91796, 248085], [1866988, -999158, -339382, -163982, -183142, 191276, 590426], [-6994992, -193876, -25228, -364180, -371484, -18152, -207060], [5878621, 624982, 149522, -184712, -236230, 192009, 314481], [-7058355, 322888, 616544, 518736, 445518, 63921, 225077], [-2373305, 559368, -307742, -532027, -208851, 162319, 454544], [1475845, -1095858, -605414, -780396, 25286, 250189, 164079], [4435036, -1583957, 329919, 548921, -282567, -737794, -631939], [-9044522, 658864, 86522, -538625, 109853, -268624, -584323], [4718131, -608088, -580202, 513707, 128319, 210679, -207526], [-354869, -216238, 385820, 505597, 39313, -218319, -252986], [-7761071, 522964, -100136, 568418, -524044, 226845, -966925], [3696754, -1047454, 658790, -927728, -313830, -29883, -263899], [-230082, 1574508, 1173676, -33724, -177252, -150456, -308252], [2815526, 1516173, 486025, -757913, 516991, 13094, 722615], [-6111227, 1134390, -264388, -168699, 123541, 844957, 553874], [3181788, 129623, -1020037, -375199, 422531, 545101, 98128], [2598088, 1246912, -638640, 214056, -133092, -27306, -287706], [-6621854, 454088, -350254, -1316485, -763383, 1403328, 1220945], [14842884, 871389, -5911, 951823, -82849, -304030, -225397], [13850932, 1025228, 315364, 326288, 81664, -520468, 1123412], [-4199338, -473486, -565206, -431852, 17412, -39532, -213544], [3090212, 161987, -785849, -25067, 285071, -30975, 1073168], [-7403974, 510224, 355352, 1137136, -147460, 82918, -1157846], [-15627, -518060, 528432, 1829806, -36584, -296215, -371597], [7475772, 1105148, -24120, 1280290, 375426, -418062, 1567812], [-6377024, -2045048, -477984, -817150, -403506, 107750, -1403200], [16607776, 720444, 651732, -1164676, -6596, 81500, 1121848], [-6480166, -1415168, 668232, -1709572, -256260, 4908, 499848], [9934539, 133966, -828070, -1210464, -139990, 818001, -1033095], [1520072, 116500, -859972, 1074528, -288624, 421264, 637152], [-9115689, -95458, -561056, 951341, -536271, -610539, -723470], [1262894, 936182, 62570, -2149326, -361258, 401256, 184158], [1263024, 383082, 423570, -1250962, 548270, 1140716, 1678014], [11731804, -1669206, 974218, -371126, -158126, -37552, -618898], [16607855, -93730, 30034, -573532, -493034, 590657, 925085], [5791610, -1122896, -1059524, -710918, -2111640, 92535, -2425163], [-9329026, -1501330, -311154, 528502, 150154, 467134, -720072], [-13799198, 1245322, 1008150, 578116, -527756, -1178506, 360838], [-3699015, 2992757, 295609, -1002265, 227949, -588569, 1021508], [3197819, -459512, 157764, 772342, 1648132, 272515, 1030383], [-13629225, 511762, 701398, 2005734, 971928, 474825, -108575], [-13584182, 1188614, -871146, 1434430, -1250314, -418556, -1095970], [-4090083, 610072, -574082, 385619, -426013, 1033581, -934996], [17359796, 2305947, 542741, -536291, 1117353, -269423, 1260774], [-18375034, -514448, -454280, 1444548, 587692, 729708, 600000]], 'char_orbit_index': 1, 'field_poly': [53844, -64880, -2943, 6495, 156, -160, -1, 1], 'hecke_orbit_code': 100663333, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1, 3673920, 244928, 918480, 3673920, 367392], 'hecke_ring_inverse_denominators': [1, 1, 1, 1, 1, 1, 1], 'hecke_ring_inverse_numerators': [[1, 0, 0, 0, 0, 0, 0], [0, 1, 0, 0, 0, 0, 0], [46, -1, -2, 1, 0, -1, 0], [-7, 78, -3, -16, -4, 3, -11], [3641, -146, -197, 133, 64, -138, 45], [-2720, 7253, -254, -2210, -336, 516, -1250], [337886, -20489, -19750, 14917, 9696, -14953, 6724]], 'hecke_ring_numerators': [[1, 0, 0, 0, 0, 0, 0], [0, 1, 0, 0, 0, 0, 0], [118170684, -21137864, -7034699, 892264, 107452, -7152, -589], [-1062180, -1398164, 739263, 117064, -28196, -964, 201], [10836084, -7485964, 2519081, 417524, -133648, -2832, 1051], [-83273748, 17629348, 21484423, -28568, -637844, -156, 4193], [-4986408, 7801838, -1201555, -374656, 60632, 2706, -461]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 7, 'label': '37.6.a.a', 'level': 37, 'maxp': 997, 'weight': 6}
• mf_newspaces •

  Column	Type
  AL_dims	jsonb
  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_prime	boolean
  level_is_prime_power	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

  
  {'AL_dims': [[[[37, -1]], 8, 1], [[[37, 1]], 7, 1]], 'ALdims': [7, 8], 'Nk2': 1332, 'analytic_conductor': 5.934201333080283, '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': [37, 1, [2], [1]], 'conrey_index': 1, 'cusp_dim': 15, 'dim': 15, 'eis_dim': 2, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 100663333, 'hecke_orbit_dims': [7, 8], 'label': '37.6.a', 'level': 37, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [37], 'level_radical': 37, 'mf_dim': 17, 'mf_new_dim': 15, 'num_forms': 2, 'plus_dim': 7, 'prim_orbit_index': 1, 'relative_dim': 15, 'sturm_bound': 19, 'trace_bound': 1, 'trace_display': [4, -22, 72, -194], 'traces': [15, 4, -22, 260, 72, -66, -194, 12, 989, -562, 98, -2634, 660, 746, 582, 2388, -2308, 2094, -1778, 2584, -2042, 58, -2632, 3216, 13217, -8898, -8854, 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• 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: 30318
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 7, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '37.6.a.a', 'source_level': 37, 'target_char_orbit': 1, 'target_dim': 7, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '37.6.a.a', 'target_level': 37, 'twist_class_label': '37.6.a.a', 'twist_class_level': 37, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 6}
  • id: 30319
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 7, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '37.6.a.a', 'source_level': 37, 'target_char_orbit': 1, 'target_dim': 7, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '333.6.a.c', 'target_level': 333, 'twist_class_label': '37.6.a.a', 'twist_class_level': 37, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 30320
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 7, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '37.6.a.a', 'source_level': 37, 'target_char_orbit': 1, 'target_dim': 7, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '592.6.a.g', 'target_level': 592, 'twist_class_label': '37.6.a.a', 'twist_class_level': 37, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 30321
    {'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 7, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '37.6.a.a', 'source_level': 37, 'target_char_orbit': 1, 'target_dim': 7, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '925.6.a.a', 'target_level': 925, 'twist_class_label': '37.6.a.a', 'twist_class_level': 37, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 6}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 132600
    {'charpoly_factorization': [[[-109600, -40920, 19928, 4326, -906, -133, 8, 1], 1]], 'hecke_orbit_code': 100663333, 'p': 2}
  • id: 132601
    {'charpoly_factorization': [[[175797, 1144131, -161292, -194360, -18352, 108, 47, 1], 1]], 'hecke_orbit_code': 100663333, 'p': 3}
  • id: 132602
    {'charpoly_factorization': [[[-330953386760, -10937871316, 2655054546, 53962745, -863300, -15005, 64, 1], 1]], 'hecke_orbit_code': 100663333, 'p': 5}
  • id: 132603
    {'charpoly_factorization': [[[-8969445254224, -1044013638896, -45169970404, -892551644, -7387993, -1309, 293, 1], 1]], 'hecke_orbit_code': 100663333, 'p': 7}
  • id: 132604
    {'charpoly_factorization': [[[-74213620727384165, -2854039831714653, -34674892815112, -166961096620, -232901324, 449952, 1457, 1], 1]], 'hecke_orbit_code': 100663333, 'p': 11}
  • id: 132605
    {'charpoly_factorization': [[[-604013534162646184, 26359228976309772, 299314175490794, 445968452201, -836103196, -1471949, 536, 1], 1]], 'hecke_orbit_code': 100663333, 'p': 13}
  • id: 132606
    {'charpoly_factorization': [[[-266183254044928954368, -2774906167432439808, -10272914032250688, -17072446996720, -11993312544, -615816, 3068, 1], 1]], 'hecke_orbit_code': 100663333, 'p': 17}
  • id: 132607
    {'charpoly_factorization': [[[1565115567488898674688, 10650797547651984384, 16819528950484416, 1954540397200, -11648859168, -4963880, 1900, 1], 1]], 'hecke_orbit_code': 100663333, 'p': 19}
  • id: 132608
    {'charpoly_factorization': [[[-214762171413502925757112, 187084045164026171356, 341328888548300294, -2054127175419, -97608475638, -20140823, 3986, 1], 1]], 'hecke_orbit_code': 100663333, 'p': 23}
  • id: 132609
    {'charpoly_factorization': [[[54699942984882655505903208, 63934938977599603116540, 21037490292638374878, 418621014481441, -816010344448, -84122933, 7436, 1], 1]], 'hecke_orbit_code': 100663333, 'p': 29}
  • id: 132610
    {'charpoly_factorization': [[[-1502215804475485096121152, 2740780805588774729584, -1211964909507929836, -271074417222383, 274998417656, -35979679, -5776, 1], 1]], 'hecke_orbit_code': 100663333, 'p': 31}
  • id: 132611
    {'charpoly_factorization': [[[1369, 1], 7]], 'hecke_orbit_code': 100663333, 'p': 37}
  • id: 132612
    {'charpoly_factorization': [[[312210226493738812828107945, 241272475194498130687149, 948523390957630440, -15993750446506246, -1949379900830, 95419212, 25089, 1], 1]], 'hecke_orbit_code': 100663333, 'p': 41}
  • id: 132613
    {'charpoly_factorization': [[[-260944845448755662050580096, 106108857912540832507328, 133562723428641203584, -15466480774562688, -5703685810368, -170478128, 22538, 1], 1]], 'hecke_orbit_code': 100663333, 'p': 43}
  • id: 132614
    {'charpoly_factorization': [[[-262926608469323161086148176, -177589230521749197449904, 22579165223963411196, 42133195067528452, 11614793308927, 1295715859, 60861, 1], 1]], 'hecke_orbit_code': 100663333, 'p': 47}
  • id: 132615
    {'charpoly_factorization': [[[-8030117343400339923091720912, -8235523381559548048082064, 7344299595372380239608, 435739691702682312, -26050748635109, -1490140093, 15681, 1], 1]], 'hecke_orbit_code': 100663333, 'p': 53}
  • id: 132616
    {'charpoly_factorization': [[[-2780082546640830584816776085504, -73131985012602856071568384, 24014921193078744831488, 463266567559853840, -64483212950624, -1100791964, 54536, 1], 1]], 'hecke_orbit_code': 100663333, 'p': 59}
  • id: 132617
    {'charpoly_factorization': [[[41631352867727358809031216640, -45794842416053133036255168, 16523516855988580834872, -2218404766034679471, 115088668854362, -1427161005, -48694, 1], 1]], 'hecke_orbit_code': 100663333, 'p': 61}
  • id: 132618
    {'charpoly_factorization': [[[349605990163496051243822346752, -199812475455411345517503040, -46772483927949249767752, 6112012900785106185, -72397538427348, -4347581347, 39724, 1], 1]], 'hecke_orbit_code': 100663333, 'p': 67}
  • id: 132619
    {'charpoly_factorization': [[[-58847104733223730903908030000, 209843942047838016888394800, 5938521533880444173256, -3430283536039423576, -168451784367227, 49418223, 92187, 1], 1]], 'hecke_orbit_code': 100663333, 'p': 71}
  • id: 132620
    {'charpoly_factorization': [[[25832995218483806442061456213945, -251358156665223157623770503, -210213925071455610072524, 1421534929931989642, 365392047807642, -4978957472, -73251, 1], 1]], 'hecke_orbit_code': 100663333, 'p': 73}
  • id: 132621
    {'charpoly_factorization': [[[5490335179560759499350699927911680, -89929000318107835821959164912, -4037643189885491406829576, 60809206756391750241, 985757477459628, -13500723803, -78604, 1], 1]], 'hecke_orbit_code': 100663333, 'p': 79}
  • id: 132622
    {'charpoly_factorization': [[[-192318490806658225382304837312768, -3486691218614363374455722880, 822449722227511866702192, 18925764797002158832, -548005120432767, -8095558673, 82223, 1], 1]], 'hecke_orbit_code': 100663333, 'p': 83}
  • id: 132623
    {'charpoly_factorization': [[[-1465482555787921770992390610485248, 127891214567817805491890049024, -2418317168038458712420352, -52622231458286980096, 1709122863549312, -2299926336, -181680, 1], 1]], 'hecke_orbit_code': 100663333, 'p': 89}
  • id: 132624
    {'charpoly_factorization': [[[-49379134041282449589243719103339520, -1639641471494463103602145345792, 10906980063231124614801344, 531505121174469950352, 182311390910880, -42242406296, -39092, 1], 1]], 'hecke_orbit_code': 100663333, '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': 1, 'label': '37.6.a.a', 'level': 37, '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: 12511000
    {'hecke_orbit_code': 100663333, 'n': 1, 'trace_an': 7}
  • id: 12511001
    {'hecke_orbit_code': 100663333, 'n': 2, 'trace_an': -8}
  • id: 12511002
    {'hecke_orbit_code': 100663333, 'n': 3, 'trace_an': -47}
  • id: 12511003
    {'hecke_orbit_code': 100663333, 'n': 4, 'trace_an': 106}
  • id: 12511004
    {'hecke_orbit_code': 100663333, 'n': 5, 'trace_an': -64}
  • id: 12511005
    {'hecke_orbit_code': 100663333, 'n': 6, 'trace_an': -141}
  • id: 12511006
    {'hecke_orbit_code': 100663333, 'n': 7, 'trace_an': -293}
  • id: 12511007
    {'hecke_orbit_code': 100663333, 'n': 8, 'trace_an': -474}
  • id: 12511008
    {'hecke_orbit_code': 100663333, 'n': 9, 'trace_an': 292}
  • id: 12511009
    {'hecke_orbit_code': 100663333, 'n': 10, 'trace_an': -2017}
  • id: 12511010
    {'hecke_orbit_code': 100663333, 'n': 11, 'trace_an': -1457}
  • id: 12511011
    {'hecke_orbit_code': 100663333, 'n': 12, 'trace_an': -3917}
  • id: 12511012
    {'hecke_orbit_code': 100663333, 'n': 13, 'trace_an': -536}
  • id: 12511013
    {'hecke_orbit_code': 100663333, 'n': 14, 'trace_an': -488}
  • id: 12511014
    {'hecke_orbit_code': 100663333, 'n': 15, 'trace_an': -254}
  • id: 12511015
    {'hecke_orbit_code': 100663333, 'n': 16, 'trace_an': 2714}
  • id: 12511016
    {'hecke_orbit_code': 100663333, 'n': 17, 'trace_an': -3068}
  • id: 12511017
    {'hecke_orbit_code': 100663333, 'n': 18, 'trace_an': 4107}
  • id: 12511018
    {'hecke_orbit_code': 100663333, 'n': 19, 'trace_an': -1900}
  • id: 12511019
    {'hecke_orbit_code': 100663333, 'n': 20, 'trace_an': 1453}
  • id: 12511020
    {'hecke_orbit_code': 100663333, 'n': 21, 'trace_an': 2425}
  • id: 12511021
    {'hecke_orbit_code': 100663333, 'n': 22, 'trace_an': 4467}
  • id: 12511022
    {'hecke_orbit_code': 100663333, 'n': 23, 'trace_an': -3986}
  • id: 12511023
    {'hecke_orbit_code': 100663333, 'n': 24, 'trace_an': 11523}
  • id: 12511024
    {'hecke_orbit_code': 100663333, 'n': 25, 'trace_an': 12231}
  • id: 12511025
    {'hecke_orbit_code': 100663333, 'n': 26, 'trace_an': 911}
  • id: 12511026
    {'hecke_orbit_code': 100663333, 'n': 27, 'trace_an': -10697}
  • id: 12511027
    {'hecke_orbit_code': 100663333, 'n': 28, 'trace_an': 6486}
  • id: 12511028
    {'hecke_orbit_code': 100663333, 'n': 29, 'trace_an': -7436}
  • id: 12511029
    {'hecke_orbit_code': 100663333, 'n': 30, 'trace_an': 50276}
  • id: 12511030
    {'hecke_orbit_code': 100663333, 'n': 31, 'trace_an': 5776}
  • id: 12511031
    {'hecke_orbit_code': 100663333, 'n': 32, 'trace_an': -13366}
  • id: 12511032
    {'hecke_orbit_code': 100663333, 'n': 33, 'trace_an': 2973}
  • id: 12511033
    {'hecke_orbit_code': 100663333, 'n': 34, 'trace_an': 24128}
  • id: 12511034
    {'hecke_orbit_code': 100663333, 'n': 35, 'trace_an': -17714}
  • id: 12511035
    {'hecke_orbit_code': 100663333, 'n': 36, 'trace_an': 57889}
  • id: 12511036
    {'hecke_orbit_code': 100663333, 'n': 37, 'trace_an': -9583}
  • id: 12511037
    {'hecke_orbit_code': 100663333, 'n': 38, 'trace_an': 1248}
  • id: 12511038
    {'hecke_orbit_code': 100663333, 'n': 39, 'trace_an': -34826}
  • id: 12511039
    {'hecke_orbit_code': 100663333, 'n': 40, 'trace_an': -46751}
  • id: 12511040
    {'hecke_orbit_code': 100663333, 'n': 41, 'trace_an': -25089}
  • id: 12511041
    {'hecke_orbit_code': 100663333, 'n': 42, 'trace_an': -6232}
  • id: 12511042
    {'hecke_orbit_code': 100663333, 'n': 43, 'trace_an': -22538}
  • id: 12511043
    {'hecke_orbit_code': 100663333, 'n': 44, 'trace_an': -22817}
  • id: 12511044
    {'hecke_orbit_code': 100663333, 'n': 45, 'trace_an': -68648}
  • id: 12511045
    {'hecke_orbit_code': 100663333, 'n': 46, 'trace_an': 25485}
  • id: 12511046
    {'hecke_orbit_code': 100663333, 'n': 47, 'trace_an': -60861}
  • id: 12511047
    {'hecke_orbit_code': 100663333, 'n': 48, 'trace_an': -70825}
  • id: 12511048
    {'hecke_orbit_code': 100663333, 'n': 49, 'trace_an': -29182}
  • id: 12511049
    {'hecke_orbit_code': 100663333, 'n': 50, 'trace_an': 26797}
  • id: 12511050
    {'hecke_orbit_code': 100663333, 'n': 51, 'trace_an': 21508}
  • id: 12511051
    {'hecke_orbit_code': 100663333, 'n': 52, 'trace_an': 74493}
  • id: 12511052
    {'hecke_orbit_code': 100663333, 'n': 53, 'trace_an': -15681}
  • id: 12511053
    {'hecke_orbit_code': 100663333, 'n': 54, 'trace_an': -58620}
  • id: 12511054
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  • id: 12511055
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  • id: 12511056
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  • id: 12511057
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  • id: 12511058
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  • id: 12511059
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  • id: 12511060
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  • id: 12511061
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  • id: 12511062
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  • id: 12511063
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  • id: 12511064
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  • id: 12511065
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  • id: 12511066
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  • id: 12511067
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  • id: 12511068
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  • id: 12511069
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  • id: 12511070
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  • id: 12511071
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  • id: 12511072
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  • id: 12511073
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  • id: 12511074
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  • id: 12511075
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  • id: 12511076
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  • id: 12511077
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  • id: 12511078
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  • id: 12511079
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  • id: 12511080
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  • id: 12511081
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  • id: 12511082
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  • id: 12511083
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  • id: 12511084
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  • id: 12511085
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  • id: 12511086
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  • id: 12511087
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  • id: 12511088
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  • id: 12511089
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  • id: 12511090
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  • id: 12511091
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  • id: 12511092
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  • id: 12511093
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  • id: 12511094
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  • id: 12511095
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  • id: 12511096
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  • id: 12511097
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  • id: 12511098
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  • id: 12511099
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  • id: 12511100
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  • id: 12511101
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  • id: 12511102
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  • id: 12511103
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  • id: 12511104
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  • id: 12511105
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  • id: 12511106
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  • id: 12511107
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  • id: 12511108
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  • id: 12511109
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  • id: 12511110
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  • id: 12511111
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  • id: 12511112
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  • id: 12511113
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  • id: 12511114
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  • id: 12511115
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  • id: 12511116
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  • id: 12511117
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  • id: 12511118
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  • id: 12511119
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  • id: 12511120
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  • id: 12511121
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  • id: 12511122
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  • id: 12511123
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  • id: 12511124
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  • id: 12511125
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  • id: 12511126
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  • id: 12511127
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  • id: 12511128
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  • id: 12511129
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  • id: 12511130
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  • id: 12511131
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  • id: 12511132
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  • id: 12511133
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  • id: 12511134
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  • id: 12511135
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  • id: 12511136
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  • id: 12511137
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  • id: 12511138
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  • id: 12511139
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  • id: 12511140
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  • id: 12511141
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  • id: 12511142
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  • id: 12511143
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  • id: 12511144
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  • id: 12511145
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  • id: 12511146
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  • id: 12511147
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  • id: 12511148
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  • id: 12511149
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  • id: 12511150
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  • id: 12511151
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  • id: 12511152
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  • id: 12511153
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  • id: 12511154
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  • id: 12511155
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  • id: 12511156
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  • id: 12511157
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  • id: 12511158
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  • id: 12511159
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  • id: 12511160
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  • id: 12511161
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  • id: 12511162
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  • id: 12511163
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  • id: 12511164
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  • id: 12511165
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  • id: 12511166
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  • id: 12511167
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  • id: 12511168
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  • id: 12511169
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  • id: 12511170
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  • id: 12511171
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  • id: 12511172
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  • id: 12511173
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  • id: 12511174
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  • id: 12511175
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  • id: 12511176
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  • id: 12511177
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  • id: 12511178
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  • id: 12511179
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  • id: 12511180
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  • id: 12511181
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  • id: 12511182
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  • id: 12511183
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  • id: 12511184
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  • id: 12511185
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  • id: 12511186
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  • id: 12511187
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  • id: 12511188
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  • id: 12511189
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  • id: 12511190
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  • id: 12511191
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  • id: 12511192
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  • id: 12511193
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  • id: 12511194
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  • id: 12511195
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  • id: 12511196
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  • id: 12511197
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  • id: 12511198
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  • id: 12511199
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  • id: 12511200
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  • id: 12511201
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  • id: 12511202
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  • id: 12511203
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  • id: 12511204
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  • id: 12511205
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  • id: 12511206
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  • id: 12511207
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  • id: 12511208
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  • id: 12511209
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  • id: 12511210
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  • id: 12511211
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  • id: 12511212
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  • id: 12511213
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  • id: 12511214
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  • id: 12511215
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  • id: 12511216
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  • id: 12511217
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  • id: 12511218
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  • id: 12511219
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  • id: 12511220
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  • id: 12511221
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  • id: 12511222
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  • id: 12511223
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  • id: 12511224
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  • id: 12511225
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  • id: 12511226
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  • id: 12511227
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  • id: 12511228
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  • id: 12511229
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  • id: 12511230
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  • id: 12511231
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  • id: 12511232
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  • id: 12511233
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  • id: 12511234
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  • id: 12511235
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  • id: 12511236
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  • id: 12511237
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  • id: 12511238
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  • id: 12511239
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  • id: 12511240
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  • id: 12511241
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  • id: 12511242
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  • id: 12511243
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  • id: 12511244
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  • id: 12511245
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  • id: 12511246
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  • id: 12511247
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  • id: 12511248
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  • id: 12511249
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  • id: 12511250
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  • id: 12511251
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  • id: 12511252
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  • id: 12511253
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  • id: 12511254
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  • id: 12511255
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  • id: 12511256
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  • id: 12511257
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  • id: 12511258
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  • id: 12511259
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  • id: 12511260
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  • id: 12511261
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  • id: 12511262
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  • id: 12511263
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  • id: 12511264
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  • id: 12511265
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  • id: 12511266
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  • id: 12511267
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  • id: 12511268
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  • id: 12511269
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  • id: 12511270
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  • id: 12511271
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  • id: 12511272
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  • id: 12511273
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  • id: 12511274
    {'hecke_orbit_code': 100663333, 'n': 275, 'trace_an': -272735}
  • id: 12511275
    {'hecke_orbit_code': 100663333, 'n': 276, 'trace_an': 9936757}
  • id: 12511276
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  • id: 12511277
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  • id: 12511278
    {'hecke_orbit_code': 100663333, 'n': 279, 'trace_an': 5363896}
  • id: 12511279
    {'hecke_orbit_code': 100663333, 'n': 280, 'trace_an': -83368}
  • id: 12511280
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  • id: 12511281
    {'hecke_orbit_code': 100663333, 'n': 282, 'trace_an': 535058}
  • id: 12511282
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  • id: 12511283
    {'hecke_orbit_code': 100663333, 'n': 284, 'trace_an': -2958204}
  • id: 12511284
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  • id: 12511285
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  • id: 12511286
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  • id: 12511287
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  • id: 12511288
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  • id: 12511289
    {'hecke_orbit_code': 100663333, 'n': 290, 'trace_an': -795114}
  • id: 12511290
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  • id: 12511291
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  • id: 12511292
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  • id: 12511293
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  • id: 12511294
    {'hecke_orbit_code': 100663333, 'n': 295, 'trace_an': 8747232}
  • id: 12511295
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  • id: 12511296
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  • id: 12511297
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  • id: 12511298
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  • id: 12511299
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  • id: 12511300
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  • id: 12511301
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  • id: 12511302
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  • id: 12511303
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  • id: 12511304
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  • id: 12511305
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  • id: 12511306
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  • id: 12511307
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  • id: 12511308
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  • id: 12511309
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  • id: 12511310
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  • id: 12511311
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  • id: 12511312
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  • id: 12511313
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  • id: 12511314
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  • id: 12511315
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  • id: 12511316
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  • id: 12511317
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  • id: 12511318
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  • id: 12511319
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  • id: 12511320
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  • id: 12511321
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  • id: 12511322
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  • id: 12511323
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  • id: 12511324
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  • id: 12511325
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  • id: 12511326
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  • id: 12511327
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  • id: 12511328
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  • id: 12511329
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  • id: 12511330
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  • id: 12511331
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  • id: 12511332
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  • id: 12511333
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  • id: 12511334
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  • id: 12511335
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  • id: 12511336
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  • id: 12511337
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  • id: 12511338
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  • id: 12511339
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  • id: 12511340
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  • id: 12511341
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  • id: 12511342
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  • id: 12511343
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  • id: 12511344
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  • id: 12511345
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  • id: 12511346
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  • id: 12511347
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  • id: 12511348
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  • id: 12511349
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  • id: 12511350
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  • id: 12511351
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  • id: 12511352
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  • id: 12511353
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  • id: 12511354
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  • id: 12511355
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  • id: 12511356
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  • id: 12511357
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  • id: 12511358
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  • id: 12511359
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  • id: 12511360
    {'hecke_orbit_code': 100663333, 'n': 361, 'trace_an': -3794933}
  • id: 12511361
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  • id: 12511362
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  • id: 12511363
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  • id: 12511364
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  • id: 12511365
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  • id: 12511366
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  • id: 12511367
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  • id: 12511368
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  • id: 12511369
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  • id: 12511370
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  • id: 12511371
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  • id: 12511372
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  • id: 12511373
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  • id: 12511374
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  • id: 12511375
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  • id: 12511376
    {'hecke_orbit_code': 100663333, 'n': 377, 'trace_an': -13339534}
  • id: 12511377
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  • id: 12511378
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  • id: 12511379
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  • id: 12511380
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  • id: 12511381
    {'hecke_orbit_code': 100663333, 'n': 382, 'trace_an': -5461101}
  • id: 12511382
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  • id: 12511383
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  • id: 12511384
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  • id: 12511385
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  • id: 12511386
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  • id: 12511387
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  • id: 12511388
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  • id: 12511389
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  • id: 12511390
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  • id: 12511391
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  • id: 12511392
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  • id: 12511393
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  • id: 12511394
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  • id: 12511395
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  • id: 12511396
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  • id: 12511397
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  • id: 12511398
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  • id: 12511399
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  • id: 12511400
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  • id: 12511401
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  • id: 12511402
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  • id: 12511403
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  • id: 12511404
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  • id: 12511405
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  • id: 12511406
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  • id: 12511407
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  • id: 12511408
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  • id: 12511409
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  • id: 12511410
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  • id: 12511411
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  • id: 12511412
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  • id: 12511413
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  • id: 12511414
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  • id: 12511415
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  • id: 12511416
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  • id: 12511417
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  • id: 12511418
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  • id: 12511419
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  • id: 12511420
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  • id: 12511421
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  • id: 12511422
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  • id: 12511423
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  • id: 12511424
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  • id: 12511425
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  • id: 12511426
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  • id: 12511427
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  • id: 12511428
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  • id: 12511429
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  • id: 12511430
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  • id: 12511431
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  • id: 12511432
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  • id: 12511433
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  • id: 12511434
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  • id: 12511435
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  • id: 12511436
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  • id: 12511437
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  • id: 12511438
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  • id: 12511439
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  • id: 12511440
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  • id: 12511441
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  • id: 12511442
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  • id: 12511443
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  • id: 12511444
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  • id: 12511445
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  • id: 12511446
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  • id: 12511447
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  • id: 12511448
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  • id: 12511449
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  • id: 12511450
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  • id: 12511451
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  • id: 12511452
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  • id: 12511453
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  • id: 12511454
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  • id: 12511455
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  • id: 12511456
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  • id: 12511457
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  • id: 12511458
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  • id: 12511459
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  • id: 12511460
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  • id: 12511461
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  • id: 12511462
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  • id: 12511463
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  • id: 12511464
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  • id: 12511465
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  • id: 12511466
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  • id: 12511467
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  • id: 12511468
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  • id: 12511469
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  • id: 12511470
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  • id: 12511471
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  • id: 12511472
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  • id: 12511473
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  • id: 12511474
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  • id: 12511475
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  • id: 12511476
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  • id: 12511477
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  • id: 12511478
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  • id: 12511479
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  • id: 12511480
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  • id: 12511481
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  • id: 12511482
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  • id: 12511483
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  • id: 12511484
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  • id: 12511485
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  • id: 12511486
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  • id: 12511487
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  • id: 12511488
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  • id: 12511489
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  • id: 12511490
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  • id: 12511491
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  • id: 12511492
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  • id: 12511493
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  • id: 12511494
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  • id: 12511495
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  • id: 12511496
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  • id: 12511497
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  • id: 12511498
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  • id: 12511499
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  • id: 12511500
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  • id: 12511501
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  • id: 12511502
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  • id: 12511503
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  • id: 12511504
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  • id: 12511505
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  • id: 12511506
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  • id: 12511507
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  • id: 12511508
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  • id: 12511509
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  • id: 12511510
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  • id: 12511511
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  • id: 12511512
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  • id: 12511513
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  • id: 12511514
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  • id: 12511515
    {'hecke_orbit_code': 100663333, 'n': 516, 'trace_an': 15346184}
  • id: 12511516
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  • id: 12511517
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  • id: 12511518
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  • id: 12511519
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  • id: 12511520
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  • id: 12511521
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  • id: 12511522
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  • id: 12511523
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  • id: 12511524
    {'hecke_orbit_code': 100663333, 'n': 525, 'trace_an': -441889}
  • id: 12511525
    {'hecke_orbit_code': 100663333, 'n': 526, 'trace_an': 19501972}
  • id: 12511526
    {'hecke_orbit_code': 100663333, 'n': 527, 'trace_an': -7396792}
  • id: 12511527
    {'hecke_orbit_code': 100663333, 'n': 528, 'trace_an': -1971720}
  • id: 12511528
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  • id: 12511529
    {'hecke_orbit_code': 100663333, 'n': 530, 'trace_an': -33407846}
  • id: 12511530
    {'hecke_orbit_code': 100663333, 'n': 531, 'trace_an': -29854888}
  • id: 12511531
    {'hecke_orbit_code': 100663333, 'n': 532, 'trace_an': 9749980}
  • id: 12511532
    {'hecke_orbit_code': 100663333, 'n': 533, 'trace_an': 11800452}
  • id: 12511533
    {'hecke_orbit_code': 100663333, 'n': 534, 'trace_an': -23774260}
  • id: 12511534
    {'hecke_orbit_code': 100663333, 'n': 535, 'trace_an': 29602808}
  • id: 12511535
    {'hecke_orbit_code': 100663333, 'n': 536, 'trace_an': -10980281}
  • id: 12511536
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  • id: 12511537
    {'hecke_orbit_code': 100663333, 'n': 538, 'trace_an': 12013868}
  • id: 12511538
    {'hecke_orbit_code': 100663333, 'n': 539, 'trace_an': -5293574}
  • id: 12511539
    {'hecke_orbit_code': 100663333, 'n': 540, 'trace_an': 55801211}
  • id: 12511540
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  • id: 12511541
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  • id: 12511542
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  • id: 12511543
    {'hecke_orbit_code': 100663333, 'n': 544, 'trace_an': 40499936}
  • id: 12511544
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  • id: 12511545
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  • id: 12511546
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  • id: 12511547
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  • id: 12511548
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  • id: 12511549
    {'hecke_orbit_code': 100663333, 'n': 550, 'trace_an': -11282693}
  • id: 12511550
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  • id: 12511551
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  • id: 12511552
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  • id: 12511553
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  • id: 12511554
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  • id: 12511555
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  • id: 12511556
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  • id: 12511557
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  • id: 12511558
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  • id: 12511559
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  • id: 12511560
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  • id: 12511561
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  • id: 12511562
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  • id: 12511563
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  • id: 12511564
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  • id: 12511565
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  • id: 12511566
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  • id: 12511567
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  • id: 12511568
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  • id: 12511569
    {'hecke_orbit_code': 100663333, 'n': 570, 'trace_an': -23216316}
  • id: 12511570
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  • id: 12511571
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  • id: 12511572
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  • id: 12511573
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  • id: 12511574
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  • id: 12511575
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  • id: 12511576
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  • id: 12511577
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  • id: 12511578
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  • id: 12511579
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  • id: 12511580
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  • id: 12511581
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  • id: 12511582
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  • id: 12511583
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  • id: 12511584
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  • id: 12511585
    {'hecke_orbit_code': 100663333, 'n': 586, 'trace_an': -34245010}
  • id: 12511586
    {'hecke_orbit_code': 100663333, 'n': 587, 'trace_an': 4029276}
  • id: 12511587
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  • id: 12511588
    {'hecke_orbit_code': 100663333, 'n': 589, 'trace_an': -3668628}
  • id: 12511589
    {'hecke_orbit_code': 100663333, 'n': 590, 'trace_an': 20213496}
  • id: 12511590
    {'hecke_orbit_code': 100663333, 'n': 591, 'trace_an': 31250811}
  • id: 12511591
    {'hecke_orbit_code': 100663333, 'n': 592, 'trace_an': -3715466}
  • id: 12511592
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  • id: 12511593
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  • id: 12511594
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  • id: 12511595
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  • id: 12511596
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  • id: 12511597
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  • id: 12511598
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  • id: 12511599
    {'hecke_orbit_code': 100663333, 'n': 600, 'trace_an': -24972642}
  • id: 12511600
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  • id: 12511601
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  • id: 12511602
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  • id: 12511603
    {'hecke_orbit_code': 100663333, 'n': 604, 'trace_an': -66050642}
  • id: 12511604
    {'hecke_orbit_code': 100663333, 'n': 605, 'trace_an': -10236462}
  • id: 12511605
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  • id: 12511606
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  • id: 12511607
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  • id: 12511608
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  • id: 12511609
    {'hecke_orbit_code': 100663333, 'n': 610, 'trace_an': -34642517}
  • id: 12511610
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  • id: 12511611
    {'hecke_orbit_code': 100663333, 'n': 612, 'trace_an': -65713874}
  • id: 12511612
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  • id: 12511613
    {'hecke_orbit_code': 100663333, 'n': 614, 'trace_an': -5841767}
  • id: 12511614
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  • id: 12511615
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  • id: 12511616
    {'hecke_orbit_code': 100663333, 'n': 617, 'trace_an': -18226587}
  • id: 12511617
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  • id: 12511618
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  • id: 12511619
    {'hecke_orbit_code': 100663333, 'n': 620, 'trace_an': 19127981}
  • id: 12511620
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  • id: 12511621
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  • id: 12511622
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  • id: 12511623
    {'hecke_orbit_code': 100663333, 'n': 624, 'trace_an': -76970865}
  • id: 12511624
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  • id: 12511625
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  • id: 12511626
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  • id: 12511627
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  • id: 12511628
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  • id: 12511629
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  • id: 12511630
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  • id: 12511631
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  • id: 12511632
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  • id: 12511633
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  • id: 12511634
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  • id: 12511635
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  • id: 12511636
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  • id: 12511637
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  • id: 12511638
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  • id: 12511639
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  • id: 12511640
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  • id: 12511641
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  • id: 12511642
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  • id: 12511643
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  • id: 12511644
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  • id: 12511645
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  • id: 12511646
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  • id: 12511647
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  • id: 12511648
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  • id: 12511649
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  • id: 12511650
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  • id: 12511651
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  • id: 12511652
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  • id: 12511653
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  • id: 12511654
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  • id: 12511655
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  • id: 12511656
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  • id: 12511657
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  • id: 12511658
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  • id: 12511659
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  • id: 12511660
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  • id: 12511661
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  • id: 12511662
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  • id: 12511663
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  • id: 12511664
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  • id: 12511665
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  • id: 12511666
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  • id: 12511667
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  • id: 12511668
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  • id: 12511669
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  • id: 12511670
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  • id: 12511671
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  • id: 12511672
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  • id: 12511673
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  • id: 12511674
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  • id: 12511675
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  • id: 12511676
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  • id: 12511677
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  • id: 12511678
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  • id: 12511679
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  • id: 12511680
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  • id: 12511681
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  • id: 12511682
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  • id: 12511683
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  • id: 12511684
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  • id: 12511685
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  • id: 12511686
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  • id: 12511722
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  • id: 12511723
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  • id: 12511729
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  • id: 12511732
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  • id: 12511735
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  • id: 12511757
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  • id: 12511762
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  • id: 12511763
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  • id: 12511764
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  • id: 12511766
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  • id: 12511767
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  • id: 12511768
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  • id: 12511769
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  • id: 12511770
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  • id: 12511771
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  • id: 12511772
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  • id: 12511773
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  • id: 12511775
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  • id: 12511776
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  • id: 12511777
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  • id: 12511778
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  • id: 12511779
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  • id: 12511780
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  • id: 12511781
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  • id: 12511782
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  • id: 12511783
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  • id: 12511784
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  • id: 12511785
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  • id: 12511786
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  • id: 12511787
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  • id: 12511788
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  • id: 12511789
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  • id: 12511790
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  • id: 12511791
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  • id: 12511792
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  • id: 12511793
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  • id: 12511794
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  • id: 12511795
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  • id: 12511796
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  • id: 12511797
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  • id: 12511798
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  • id: 12511799
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  • id: 12511800
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  • id: 12511801
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  • id: 12511802
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  • id: 12511803
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  • id: 12511804
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  • id: 12511805
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  • id: 12511806
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  • id: 12511807
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  • id: 12511808
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  • id: 12511809
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  • id: 12511810
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  • id: 12511811
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  • id: 12511812
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  • id: 12511813
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  • id: 12511814
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  • id: 12511815
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  • id: 12511816
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  • id: 12511817
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  • id: 12511818
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  • id: 12511819
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  • id: 12511820
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  • id: 12511821
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  • id: 12511822
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  • id: 12511823
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  • id: 12511824
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  • id: 12511825
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  • id: 12511826
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  • id: 12511827
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  • id: 12511828
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  • id: 12511829
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  • id: 12511830
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  • id: 12511831
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  • id: 12511832
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  • id: 12511833
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  • id: 12511834
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  • id: 12511835
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  • id: 12511836
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  • id: 12511837
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  • id: 12511838
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  • id: 12511839
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  • id: 12511840
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  • id: 12511842
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  • id: 12511843
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  • id: 12511844
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  • id: 12511845
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  • id: 12511846
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  • id: 12511848
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  • id: 12511871
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  • id: 12511890
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  • id: 12511891
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  • id: 12511892
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  • id: 12511893
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  • id: 12511894
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  • id: 12511895
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  • id: 12511896
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  • id: 12511897
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  • id: 12511898
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  • id: 12511899
    {'hecke_orbit_code': 100663333, 'n': 900, 'trace_an': 347229940}
  • id: 12511900
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  • id: 12511901
    {'hecke_orbit_code': 100663333, 'n': 902, 'trace_an': -68449334}
  • id: 12511902
    {'hecke_orbit_code': 100663333, 'n': 903, 'trace_an': -49618286}
  • id: 12511903
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  • id: 12511904
    {'hecke_orbit_code': 100663333, 'n': 905, 'trace_an': 56073966}
  • id: 12511905
    {'hecke_orbit_code': 100663333, 'n': 906, 'trace_an': -34286356}
  • id: 12511906
    {'hecke_orbit_code': 100663333, 'n': 907, 'trace_an': 6078716}
  • id: 12511907
    {'hecke_orbit_code': 100663333, 'n': 908, 'trace_an': -88968766}
  • id: 12511908
    {'hecke_orbit_code': 100663333, 'n': 909, 'trace_an': 78001274}
  • id: 12511909
    {'hecke_orbit_code': 100663333, 'n': 910, 'trace_an': -48519726}
  • id: 12511910
    {'hecke_orbit_code': 100663333, 'n': 911, 'trace_an': 4371342}
  • id: 12511911
    {'hecke_orbit_code': 100663333, 'n': 912, 'trace_an': 50250934}
  • id: 12511912
    {'hecke_orbit_code': 100663333, 'n': 913, 'trace_an': 65808889}
  • id: 12511913
    {'hecke_orbit_code': 100663333, 'n': 914, 'trace_an': 13071122}
  • id: 12511914
    {'hecke_orbit_code': 100663333, 'n': 915, 'trace_an': 130877396}
  • id: 12511915
    {'hecke_orbit_code': 100663333, 'n': 916, 'trace_an': -57186958}
  • id: 12511916
    {'hecke_orbit_code': 100663333, 'n': 917, 'trace_an': 76899176}
  • id: 12511917
    {'hecke_orbit_code': 100663333, 'n': 918, 'trace_an': 66322376}
  • id: 12511918
    {'hecke_orbit_code': 100663333, 'n': 919, 'trace_an': 81620538}
  • id: 12511919
    {'hecke_orbit_code': 100663333, 'n': 920, 'trace_an': 167343958}
  • id: 12511920
    {'hecke_orbit_code': 100663333, 'n': 921, 'trace_an': 93639283}
  • id: 12511921
    {'hecke_orbit_code': 100663333, 'n': 922, 'trace_an': 244718536}
  • id: 12511922
    {'hecke_orbit_code': 100663333, 'n': 923, 'trace_an': -56054286}
  • id: 12511923
    {'hecke_orbit_code': 100663333, 'n': 924, 'trace_an': -25172786}
  • id: 12511924
    {'hecke_orbit_code': 100663333, 'n': 925, 'trace_an': -16744239}
  • id: 12511925
    {'hecke_orbit_code': 100663333, 'n': 926, 'trace_an': -120741631}
  • id: 12511926
    {'hecke_orbit_code': 100663333, 'n': 927, 'trace_an': 93405620}
  • id: 12511927
    {'hecke_orbit_code': 100663333, 'n': 928, 'trace_an': 562893}
  • id: 12511928
    {'hecke_orbit_code': 100663333, 'n': 929, 'trace_an': 115105208}
  • id: 12511929
    {'hecke_orbit_code': 100663333, 'n': 930, 'trace_an': 155437387}
  • id: 12511930
    {'hecke_orbit_code': 100663333, 'n': 931, 'trace_an': 3838328}
  • id: 12511931
    {'hecke_orbit_code': 100663333, 'n': 932, 'trace_an': 47055875}
  • id: 12511932
    {'hecke_orbit_code': 100663333, 'n': 933, 'trace_an': 6903062}
  • id: 12511933
    {'hecke_orbit_code': 100663333, 'n': 934, 'trace_an': 13565392}
  • id: 12511934
    {'hecke_orbit_code': 100663333, 'n': 935, 'trace_an': -25092160}
  • id: 12511935
    {'hecke_orbit_code': 100663333, 'n': 936, 'trace_an': -145496257}
  • id: 12511936
    {'hecke_orbit_code': 100663333, 'n': 937, 'trace_an': 43585457}
  • id: 12511937
    {'hecke_orbit_code': 100663333, 'n': 938, 'trace_an': 97778848}
  • id: 12511938
    {'hecke_orbit_code': 100663333, 'n': 939, 'trace_an': 53716050}
  • id: 12511939
    {'hecke_orbit_code': 100663333, 'n': 940, 'trace_an': 13956458}
  • id: 12511940
    {'hecke_orbit_code': 100663333, 'n': 941, 'trace_an': -65638898}
  • id: 12511941
    {'hecke_orbit_code': 100663333, 'n': 942, 'trace_an': -264052904}
  • id: 12511942
    {'hecke_orbit_code': 100663333, 'n': 943, 'trace_an': 13574034}
  • id: 12511943
    {'hecke_orbit_code': 100663333, 'n': 944, 'trace_an': -112336014}
  • id: 12511944
    {'hecke_orbit_code': 100663333, 'n': 945, 'trace_an': -31806442}
  • id: 12511945
    {'hecke_orbit_code': 100663333, 'n': 946, 'trace_an': 7974234}
  • id: 12511946
    {'hecke_orbit_code': 100663333, 'n': 947, 'trace_an': -92490008}
  • id: 12511947
    {'hecke_orbit_code': 100663333, 'n': 948, 'trace_an': -75549759}
  • id: 12511948
    {'hecke_orbit_code': 100663333, 'n': 949, 'trace_an': -68411246}
  • id: 12511949
    {'hecke_orbit_code': 100663333, 'n': 950, 'trace_an': 103734658}
  • id: 12511950
    {'hecke_orbit_code': 100663333, 'n': 951, 'trace_an': -491674}
  • id: 12511951
    {'hecke_orbit_code': 100663333, 'n': 952, 'trace_an': -12850540}
  • id: 12511952
    {'hecke_orbit_code': 100663333, 'n': 953, 'trace_an': -26086675}
  • id: 12511953
    {'hecke_orbit_code': 100663333, 'n': 954, 'trace_an': 115251150}
  • id: 12511954
    {'hecke_orbit_code': 100663333, 'n': 955, 'trace_an': 18887020}
  • id: 12511955
    {'hecke_orbit_code': 100663333, 'n': 956, 'trace_an': 65601361}
  • id: 12511956
    {'hecke_orbit_code': 100663333, 'n': 957, 'trace_an': -48973128}
  • id: 12511957
    {'hecke_orbit_code': 100663333, 'n': 958, 'trace_an': 63619311}
  • id: 12511958
    {'hecke_orbit_code': 100663333, 'n': 959, 'trace_an': 41925654}
  • id: 12511959
    {'hecke_orbit_code': 100663333, 'n': 960, 'trace_an': -276708712}
  • id: 12511960
    {'hecke_orbit_code': 100663333, 'n': 961, 'trace_an': -95082523}
  • id: 12511961
    {'hecke_orbit_code': 100663333, 'n': 962, 'trace_an': -1247159}
  • id: 12511962
    {'hecke_orbit_code': 100663333, 'n': 963, 'trace_an': -143500204}
  • id: 12511963
    {'hecke_orbit_code': 100663333, 'n': 964, 'trace_an': 250154884}
  • id: 12511964
    {'hecke_orbit_code': 100663333, 'n': 965, 'trace_an': -18890108}
  • id: 12511965
    {'hecke_orbit_code': 100663333, 'n': 966, 'trace_an': 74396240}
  • id: 12511966
    {'hecke_orbit_code': 100663333, 'n': 967, 'trace_an': 19301022}
  • id: 12511967
    {'hecke_orbit_code': 100663333, 'n': 968, 'trace_an': -58646303}
  • id: 12511968
    {'hecke_orbit_code': 100663333, 'n': 969, 'trace_an': 28695000}
  • id: 12511969
    {'hecke_orbit_code': 100663333, 'n': 970, 'trace_an': 40641410}
  • id: 12511970
    {'hecke_orbit_code': 100663333, 'n': 971, 'trace_an': -92015228}
  • id: 12511971
    {'hecke_orbit_code': 100663333, 'n': 972, 'trace_an': -1990622}
  • id: 12511972
    {'hecke_orbit_code': 100663333, 'n': 973, 'trace_an': -163258432}
  • id: 12511973
    {'hecke_orbit_code': 100663333, 'n': 974, 'trace_an': 8750884}
  • id: 12511974
    {'hecke_orbit_code': 100663333, 'n': 975, 'trace_an': -30567542}
  • id: 12511975
    {'hecke_orbit_code': 100663333, 'n': 976, 'trace_an': -33208405}
  • id: 12511976
    {'hecke_orbit_code': 100663333, 'n': 977, 'trace_an': -88306348}
  • id: 12511977
    {'hecke_orbit_code': 100663333, 'n': 978, 'trace_an': 95042998}
  • id: 12511978
    {'hecke_orbit_code': 100663333, 'n': 979, 'trace_an': -135106056}
  • id: 12511979
    {'hecke_orbit_code': 100663333, 'n': 980, 'trace_an': -59841447}
  • id: 12511980
    {'hecke_orbit_code': 100663333, 'n': 981, 'trace_an': 50356932}
  • id: 12511981
    {'hecke_orbit_code': 100663333, 'n': 982, 'trace_an': 66500809}
  • id: 12511982
    {'hecke_orbit_code': 100663333, 'n': 983, 'trace_an': -26036331}
  • id: 12511983
    {'hecke_orbit_code': 100663333, 'n': 984, 'trace_an': -178566207}
  • id: 12511984
    {'hecke_orbit_code': 100663333, 'n': 985, 'trace_an': 8996022}
  • id: 12511985
    {'hecke_orbit_code': 100663333, 'n': 986, 'trace_an': -125239054}
  • id: 12511986
    {'hecke_orbit_code': 100663333, 'n': 987, 'trace_an': -43616955}
  • id: 12511987
    {'hecke_orbit_code': 100663333, 'n': 988, 'trace_an': -106828886}
  • id: 12511988
    {'hecke_orbit_code': 100663333, 'n': 989, 'trace_an': 147487212}
  • id: 12511989
    {'hecke_orbit_code': 100663333, 'n': 990, 'trace_an': 113893977}
  • id: 12511990
    {'hecke_orbit_code': 100663333, 'n': 991, 'trace_an': 119799198}
  • id: 12511991
    {'hecke_orbit_code': 100663333, 'n': 992, 'trace_an': -59130415}
  • id: 12511992
    {'hecke_orbit_code': 100663333, 'n': 993, 'trace_an': -65730070}
  • id: 12511993
    {'hecke_orbit_code': 100663333, 'n': 994, 'trace_an': 68803482}
  • id: 12511994
    {'hecke_orbit_code': 100663333, 'n': 995, 'trace_an': -57235780}
  • id: 12511995
    {'hecke_orbit_code': 100663333, 'n': 996, 'trace_an': -43400652}
  • id: 12511996
    {'hecke_orbit_code': 100663333, 'n': 997, 'trace_an': -128480254}
  • id: 12511997
    {'hecke_orbit_code': 100663333, 'n': 998, 'trace_an': -234222218}
  • id: 12511998
    {'hecke_orbit_code': 100663333, 'n': 999, 'trace_an': 14644193}
  • id: 12511999
    {'hecke_orbit_code': 100663333, 'n': 1000, 'trace_an': -32251016}