Newform data - 529.4.a.e

Formats: - HTML - YAML - JSON - 2025-07-07T19:58:21.137879

• mf_newforms •

  Column	Type
  Nk2	integer
  analytic_conductor	double precision
  analytic_rank	smallint
  analytic_rank_proved	boolean
  artin_degree	integer
  artin_field	numeric[]
  artin_field_label	text
  artin_image	text
  atkin_lehner_eigenvals	integer[]
  atkin_lehner_string	text
  char_conductor	integer
  char_degree	integer
  char_is_minimal	boolean
  char_is_real	boolean
  char_orbit_index	smallint
  char_orbit_label	text
  char_order	integer
  char_parity	smallint
  char_values	jsonb
  cm_discs	integer[]
  conrey_index	integer
  dim	integer
  embedded_related_objects	text[]
  field_disc	numeric
  field_disc_factorization	numeric[]
  field_poly	numeric[]
  field_poly_is_cyclotomic	boolean
  field_poly_is_real_cyclotomic	boolean
  field_poly_root_of_unity	integer
  fricke_eigenval	smallint
  has_non_self_twist	smallint
  hecke_cutters	jsonb
  hecke_orbit	integer
  hecke_orbit_code	bigint
  hecke_ring_generator_nbound	integer
  hecke_ring_index	numeric
  hecke_ring_index_factorization	numeric[]
  hecke_ring_index_proved	boolean
  inner_twist_count	integer
  inner_twists	integer[]
  is_cm	boolean
  is_largest	boolean
  is_maximal	boolean
  is_polredabs	boolean
  is_rm	boolean
  is_self_dual	boolean
  is_self_twist	boolean
  is_twist_minimal	boolean
  label	text
  level	integer
  level_is_powerful	boolean
  level_is_prime	boolean
  level_is_prime_power	boolean
  level_is_prime_square	boolean
  level_is_square	boolean
  level_is_squarefree	boolean
  level_primes	integer[]
  level_radical	integer
  minimal_twist	text
  nf_label	text
  prim_orbit_index	smallint
  projective_field	numeric[]
  projective_field_label	text
  projective_image	text
  projective_image_type	text
  qexp_display	text
  related_objects	text[]
  relative_dim	integer
  rm_discs	integer[]
  sato_tate_group	text
  self_twist_discs	integer[]
  self_twist_type	smallint
  space_label	text
  trace_display	numeric[]
  trace_hash	bigint
  trace_moments	numeric[]
  trace_zratio	numeric
  traces	numeric[]
  weight	smallint
  weight_parity	smallint

  
  {'Nk2': 8464, 'analytic_conductor': 31.212010393036785, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[23, -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': [529, 1, [5], [1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 2, 'field_disc': 12, 'field_disc_factorization': [[2, 2], [3, 1]], 'field_poly': [-3, 0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': True, 'field_poly_root_of_unity': 12, 'fricke_eigenval': -1, 'has_non_self_twist': 0, 'hecke_cutters': [[2, [1, 4, 1]], [3, [-26, 2, 1]], [5, [-83, -16, 1]]], 'hecke_orbit': 5, 'hecke_orbit_code': 18014398576591377, 'hecke_ring_generator_nbound': 2, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '529.4.a.e', 'level': 529, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [23], 'level_radical': 23, 'minimal_twist': '529.4.a.d', 'nf_label': '2.2.12.1', 'prim_orbit_index': 1, 'qexp_display': 'q+(-2+\\beta )q^{2}+(-1+3\\beta )q^{3}+(-1+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '3.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '529.4.a', 'trace_display': [-4, -2, 16, 22], 'trace_hash': 987550081304068514, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.919', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.397', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '65.662', 'prec': 20}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 'traces': [2, -4, -2, -2, 16, 22, 22, 12, 2, -74, 30, -70, -22, -50, -142, -14, -104, -40, 10, 152, -40, -102, 0, -30, 172, 260, -56, 2, -146, 470, -172, 172, -156, 52, 218, 142, 4, 274, 670, 138, -270, 284, -500, 138, 268, 0, -258, 734, -438, -1016, -364, -842, -196, -320, 534, 138, 872, -128, -614, -602, -100, 560, 58, -706, -1688, 624, 36, 728, 0, -946, -290, 48, 318, 1144, -2188, -1186, 372, -1754, 212, -1792, -1294, 312, 1476, -776, 260, 1408, -1114, 222, -1308, -866, -458, 0, 820, -42, -1978, -1594, 200, 744, 282, 2516, -330, -52, 56, -348, -1748, -1630, -1750, 1784, -1352, -2034, 3452, -394, 2564, -1948, 0, 1826, -1318, -530, -988, -1038, -1918, -466, -414, -692, 4080, -518, -2216, -420, 1724, 5566, 606, -1092, -184, 1644, 2576, -468, -1668, 0, -2756, 1822, -1416, 3370, 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-102776, 0, -47438, 35982, 41732, -17904, -43458, 44300, 217772, -174596, -75008, -120260, 52624, 131782, -51852, -252, -2108, 17676, 112388, -26196, 9564, 132992, 45002, -178080, 0, 94176, 81212, -17500, 117918, -15964, -30674, 35742, 64146, -219768, 21356, 193738, -26832, 161194, 224008, 36746, -44690, 46434, -59272, -46380, 26556, 134150, -20206, 0, -212084, -9400, 47360, -131592, -138672, -48122, 87178, 16952, -63728, -37162, -184404, -136970, -61732, -134446, -4360, 13884, 200608, -80016, -5016, 90618, -203728, -92976, 0, 136620, -77472, 66480, -63762, 63016, -105674, -190564, 125310, 2244, 132496, -147992, -174130, -20044, 44420, -180766, 74742, -208388, 82504, 53698, 73858, 11772, -187840, 0, -66442, -19308, 81524, -2600, -2088, 63306, 58680, 220106, 29328, -318178, -120328, -75156, 188686, 89136, 110116, -20326, -135632, 12036, 19072, 162996, 78780, -211020, 0, 165592, -15048, 11358, 34814, -6630, -162572, -97648, -104556, 26420, 115244, -12306, -48176, -242920, 100524, -12064, -37424, -130154, -302088, 31356, 192044, 7596, -3882, 0, 123786, 258858, -341366, 87576, 35568, -155376, 126918, -47110, -114972, -69944, 14194, 129448, 47096, -439220, -98340, 111846, -195152, -59442, 45710, -44334, 300440, -264422, 0, -104950, 88176, 1508, -99794, -132468, 245544, 76928, 66034, -180796, -36264, 380480, -134404, -33492, -103360, -112340, -196418, -23226, 331908, 96264, 114296, -109232, 206512, 0, 31928, -77138, -66134, -12462, 8574, 45978, -27736, 141620, 144380, 836, 103296, -104822, 4324, -45396, -116996, 21980, 87910, -72302, -205608, -86818, -338764, 53268, 0, -99288, -97040, 183312, -31584, 354030, 74390, 20556, 37960, 176744, -207620, -8432, -162602, 166478, 278746, 57396, 125380, 25536, -26442, 115558, -51432, -114578, 182346, 0, -122470, -43888, 86424, -112792, -56176, 16752, 202212, 564, 250748, -84970, 148346, 290252, -162918, 41538, 23398, -91108, 264504, 150104, -41652, 5964, 341172, 351338, 0, -12120, 11484, 169020, -51794, 213764, -147668, 80348, -245000, -38194, -124272, 79376, 47946, 16224, 35976, -56320, -3148, 12744, 263130, -130194, -53426, -125424, -52868, 0, -35382, -60648, -128072, -17864, 34902, 167714, -73736, -70618, -102948, 21972, 5340, 25332, -145972, -39994, 195120, 339192, 106106, -245350, 95380, -163940, -312892, 259052, 0, 936, -88496, 70368, 99994, -152752, 32442, -47486, -211198, 44788, -57636, 160974, -14372, -102740, -199436, 123628, 93740, -180896, -74672, -14754, -96288, 131492, -71330, 0, -84388, 87434, 68778, 25778, -160284, -32384, 71804, 97148, -75022, 160836, -142390, -18396, 20954, 109338, -244484, -175254, -70124, 48238, -174704, -24164, 61596, 127328, 0, -48060, 268088, -228036, 51092, -35262, 80964, -364118, -77068, 93642, 151248, -300684, 251012, 193248, -109968, 39100, -155964, -115468, 25500, -145748, 167700, -38202, -141936, 0, 97040, 112668, 31462, -41916, -28530, -152694, 279896, 56712, 447898, 87092, -163028, -7050, 118994, 45534, 329364, -102320, 215072, 72178, -199188, -152376, -75306, -88964, 0, -299704, 7490, 15664, -14356, -123040, -162762, 18408, -234172, 2004, 12454, -39988, 72392, 203078, -145794, -42124, 84946, 298896, -51864, -100828, -38292, 544948, -77268, 0, 297992, 45332, 312900, 277930, 119496, 33630, -207832, -363548, 13762, 38186, 278976, 117982, 417104, 171414, -188388, -41436, -134004, 453832, -29968, 5988, -9316, -7540, 0, 101826, 142578, 253012, 149694, -114268, 31308, 128958, 134842, 21138, 207376, -169856, -37204, 43618, -138192, -223126, -468, 124614, -214184, 226938, -243386, 37328, 19576, 0, -40742, 26400, 98428, -208416, 84376, 104154, -380216, -107380, -167190, 62816, 76376, 181584, -231872, -73044, -134916, -246736, -20388, -29034, -163000, 150808, -5010, 23586, 0, 5698, -206698, 75600, -84500, 36246, 280418, 240584, 138392, -434926, 103338, 17628, 206686, 61772, 89436, 207432, -226264, 67516, 329544, 233816, -242220, 8268, 318916, 0, -268760, -99270, 197482, -70206, 22140, 193644, 213330, 143430, -47996, 59336, 159492, -205046, -138984, -120264, 96876, 89030, 38808, 19240, 177938, 51750, 86180, -91988, 0, 70980, -336426, -298974, 143684, 199544, 63736, -40032, 260086, 271024, -103392, 46608, 26868, 24102, 121292, 166934, 192680, 260756, -123804, -114752, 5178, -189380, -18596, 0, 422010, -214288, 10868, 96868, -404616, 88356, 33956, -23448, 230360, -169316, -4480, -39576, -129356, 51410, -197792, -154656, -6488, 183342, 4904, -56888, -249140, 7734, 0, 180092, 213162, -15010, 255944, 245428, 454488, -225290, -191858, 44408, 138750, -278396, -98840, -170916, -129636, 4932, 105420, -69698, 108378, -2322, -85464, 84966, -104048, 0, -68552, -235164, -30924, 253724, 331104, 236108, 7446, -32916, 20952, -280328, 374486, -87462, -46416, 319516, -130920, -182384, -266452, 217544, 325890, 50808, 87408, -59702, 0, -182472, -97706, 9616, 2538, 76672, -19044, 237036, 120120, -371974, 79392, -39262, -77980, 225182, -106344, -172728, -442644, -2862, -264594, 9672, 116656, 36306, -273312, 0, -20288, 112638, -208692, -113616, 535100, 18378, -178440, 274722, -211264, -8316, -474612, -199388, 11336, 41956, -50292, -151288, -137506, 254904, -149020, -188946, -86034, 66540, 0, 54768, -173554, -46164, 113492, -527252, -178494, 147004, -109616, 216190, 14414, 35928, -337894, 218916, -129010, -94084, 113168, 197040, -37248, -42528, 144660, -204464, 45544, 0, 123188, 140298, -94672, 163660, 88764, 184724, -24836, 254728, 122902, -73396, -93516, -83316, 106508, -18866, -55640, 28398, -279148, 5512, 49338, 96324, 103144, 106404, 0, 4484, -268436, 19542, -95694, 66054, 63620, -299200, -14202, 29776, -402564, -222042, 298532, -215448, -5336, -42744, 140458, -3752, -41836, -152146, 301538, -17826, -265008, 0, 228716, 73214, 172188, 13206, -373084, -51584, -156572, -146092, -127812, 336072, 20144, -20874, -52104, -31404, -65748, -432416, -349910, 179316, 32524, 252446, 290844, 16838, 0, -235164, -55224, -132318, 112728, -277498, 96878, -75312, 23230, 115492, -70068, 55436, 241906, -316482, 1140, 145492, -28790, -33644, -5546, 66340, 531720, -22306, -8688, 0, 111684, -164944, -123594, -108316, -200272, -213366, 182332, 283938, -289660, 127052, 162500, 25308, 242700, 238866, 421864, -70602, -149884, -280568, -17170, -140456, -71552, -134374, 0, -25178, 238470, 67816, 114000, -151632, 140490, 127180, -284740, 52176, -186480, 114060, 570920, -252910, 122332, 311778, -93706, -334268, -156244, 329864, 71436, -222604, 28392, 0, 192618, -88320, 402868, -22348, -69668, -81860, 104260, -145896, -176436, 155598, 152020, -420, 80658, -63516, 127300, 38376, 253712, 68148, 98872, 144118, 21486, -36966, 0, -107944, -47638, -118100, -199340, -74666, -217546, -45740, 275094, -230256, -141440, -159510, -194176, 19188, 309334, 20308, 309002, -234962, 251430, 153426, -105240, -506216, -256704, 0, 110206, 313764, 92302, -11856, 154948, -39836, 13046, -232542, 156860, -203192, -170416, 84196, 478156, -41472, 74838, 76880, 139968, 64098, 20154, 21426, -64896, 363804, 0, -424344, 40908, -342702, 135030, -69524, 107688, -19596, -74442, -41740, 298280, 541388, -11312, 1488, 129784, 370322, 173142, 372602, -87276, -109894, -583926, 312040, -113580, 0, 219874, -86228, -55308, 84086, 307210, 4830, 62964, 143360, 88244, 258870, 291796, 272834, -66870, -232306, 276404, 15924, 273210, -131330, -184432, -93922, -38720, 126942, 0, -320024, 505000, -86528, -181892, 102300, -72142, 3926, -35550, 354804, 243066, -375992, -84240, -145742, -151140, 51450, -73008, 243182, -277560, 98442, -93288, -68920, 125552, 0, 247220, -64668, -225632, -88464, -322732, -233068, 78216, 1956, 208910, -96524, -27758, -359638, -486444, -28964, -55272, 421504, 29904, 10896, -482130, -368744, 397912, -221912, 0, 20850, -294618, -197496, -28218, -436878, -156912, -338100, 72280, 209876, -257500, -54182, -109264, 47242, 77604, -286700, 183734, -30540, 125216, 86882, -72128, 107100, 36552, 0, -63882, -2964, 36870, 222672, 486982, 46496, 170212, -185070, -413748, -132222], 'weight': 4, 'weight_parity': 1}
• mf_hecke_nf •

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

  
  {'an': [[1, 0], [-2, 1], [-1, 3], [-1, -4], [8, -7], [11, -7], [11, -1], [6, -1], [1, -6], [-37, 22], [15, -7], [-35, 1], [-11, 36], [-25, 13], [-71, 31], [-7, 40], [-52, -26], [-20, 13], [5, 49], [76, -25], [-20, 34], [-51, 29], [0, 0], [-15, 19], [86, -112], [130, -83], [-28, -72], [1, -43], [-73, -70], [235, -133], [-86, 36], [86, -79], [-78, 52], [26, 0], [109, -85], [71, 2], [2, 192], [137, -93], [335, -69], [69, -50], [-135, -38], [142, -88], [-250, 68], [69, -53], [134, -55], [0, 0], [-129, -93], [367, -61], [-219, -22], [-508, 310], [-182, -130], [-421, 8], [-98, -337], [-160, 116], [267, -161], [69, -17], [436, -34], [-64, 67], [-307, -293], [-301, 253], [-50, -111], [280, -158], [29, -67], [-353, -76], [-844, 365], [312, -182], [18, 286], [364, 234], [0, 0], [-473, 279], [-145, 465], [24, -37], [159, -350], [572, -382], [-1094, 370], [-593, -69], [186, -92], [-877, 473], [106, 438], [-896, 369], [-647, 150], [156, -59], [738, 192], [-388, 46], [130, 156], [704, -386], [-557, -149], [111, -57], [-654, -561], [-433, 244], [-229, 407], [0, 0], [410, -294], [-21, 57], [-989, 357], [-797, 337], [100, -283], [372, -175], [141, -97], [1258, -232]], 'ap': [[-2, 1], [-1, 3], [8, -7], [11, -1], [15, -7], [-11, 36], [-52, -26], [5, 49], [0, 0], [-73, -70], [-86, 36], [2, 192], [-135, -38], [-250, 68], [-129, -93], [-98, -337], [-307, -293], [-50, -111], [18, 286], [-145, 465], [159, -350], [106, 438], [738, 192], [-654, -561], [100, -283], [-165, 142], [28, 162], [-875, -187], [-676, -203], [1282, 181], [-1108, 6], [303, 65], [-834, 37], [-1378, -460], [146, -167], [561, 457], [-2236, 701], [701, -1509], [310, 700], [-807, 1136], [2626, 504], [100, 1306], [-1654, 1308], [2391, -1314], [-1117, -1002], [1603, 1897], [3127, 767], [-3583, 653], [-4812, -128], [-902, -1284], [3547, -770], [-782, 3690], [-5282, 477], [2565, -827], [-107, -588], [21, 2093], [-3318, -1054], [4523, 1383], [734, 1374], [1358, 592], [1976, 290], [-2556, 1255], [-723, 3393], [-4679, 2343], [2264, -4097], [5999, -2728], [-2396, 2902], [5294, -421], [-6759, -1751], [3220, -2256], [3519, -4320], [4231, 4891], [5397, 2219], [-4744, -4398], [-4571, 1509], [4652, -694], [-4500, 4802], [-2449, -6118], [8916, 589], [-7168, 2120], [-4164, -1228], [-11096, -3080], [-13985, -651], [1072, 1983], [1372, 5466], [2784, -3754], [-2739, -1900], [-11050, 819], [-8847, 446], [-6014, 3530], [13142, -970], [8484, -4218], [-12773, 929], [-7380, -2326], [10530, 214], [-4049, -7735], [2149, 5528], [-8976, -2966], [-3762, 9106], [6649, 2660], [-1536, -7510], [11694, -1223], [2208, 5042], [-7402, -10177], [8995, 1229], [6578, -4596], [-17862, -3206], [19000, -2236], [31, -11583], [-1103, -4824], [14803, -3051], [9150, 2281], [5852, -10512], [-9588, -7844], [4118, -11208], [12058, 10595], [-3171, 361], [7935, 2983], [-14263, -8194], [20374, -3446], [-1842, -2619], [15974, -1518], [-24104, 2165], [-16290, -6114], [-82, 4520], [14774, 8044], [5746, 1427], [-3900, 18006], [3273, -11059], [928, 15589], [5423, 14533], [-3861, 18525], [685, -2861], [-11608, 4605], [5145, 2374], [-4996, 3434], [13228, -8236], [5877, 18951], [-12090, -5636], [9062, -1060], [19225, -9763], [14501, -9872], [-21973, 5247], [11715, -12155], [-1811, 10770], [-1233, -5881], [-6564, 24520], [28683, 9208], [14287, -2221], [26709, 389], [6740, -10988], [-11982, -6111], [-8227, 5391], [-32266, 2702], [-3425, -9079], [3682, 2216], [-2619, 29249], [-2568, 6048], [-11336, -5130], [-10324, 12948], [-22090, -13242], [23240, 3307], [1077, -2953], [2351, 15617], [-12786, 12083], [35276, -14010], [-10320, -9864], [-11691, -4848], [-2754, 5903], [7894, 3696], [5755, -18571], [13503, -4334], [24241, -13967], [-32710, -12857], [-45221, 6537], [8742, 4723], [21994, 19066], [7173, -21114], [-6928, -16276], [57344, -5841], [-17617, -29215], [13255, -5633], [37053, 8154], [4021, 32138], [18443, -6801], [4612, -11087], [-20355, 14600], [8296, -3856], [2591, -1250], [-9599, 8173], [15239, 4762], [34908, -14734], [39926, 2326], [18323, -4838], [16648, -9408], [-51732, 15328], [6418, 10643], [9464, -22000], [-5100, 34423], [-3506, -20234], [-20488, 11476], [-37501, -24051], [8983, 16284], [27318, -1832], [19002, 20436], [-2498, 28350], [-38026, 15554], [15810, -17946], [43071, -10480], [-26324, 21802], [427, 36542], [-37387, -23322], [-37668, 14394], [-3366, -31032], [14146, -15784], [15420, -21211], [-60457, -4273], [40267, 2496], [-29099, 22675], [-36133, -4840], [-14921, -37438], [-59769, 12117], [-20721, -13884], [-2191, -40621], [-47202, 20826], [-11050, -14006], [35514, 16764], [55431, -20163], [991, -17655], [-48227, -18137], [-2831, 22006], [-9611, -22061], [24442, 4808], [-441, 1522], [41006, -9648], [84582, 38], [-15508, -19369], [-20222, 999], [18975, -18195], [-22346, -19384], [-30425, -24393], [-2307, 12715], [-1101, -48027], [23241, 14752], [59116, 5196], [13161, 21263], [3026, 7798], [75954, -362], [-508, -8066], [27774, -27148], [12666, 4328], [-43606, -31088], [87399, 4777], [-43614, -27287], [-9831, -17042], [5411, -24545], [7728, -30631], [3148, 6936], [-13513, 36136], [-59905, 34512], [26983, 39629], [13407, -55773], [6900, -71144], [80350, 4679], [-32819, 34748], [-3046, -28368], [12222, -31905], [9518, 55799], [-19646, 44896], [67379, 7888], [-2815, -33132], [33586, -37182], [-13114, -50165], [73971, -22565], [-39226, 41906], [77325, 34315], [31350, 21140], [6577, -45262], [-108466, -9433], [27201, 39393], [-25734, -13618], [-23470, 19126], [-122357, -611], [-80336, 5703], [18888, 22028], [62732, -16436], [-10240, 83221], [-82572, -10647], [-41154, -21146], [-45506, -19966], [83406, -29740], [-12257, 29633], [2583, -56330], [108204, -4996], [-18003, -32286], [25688, 47715], [85730, 21054], [-50372, -52612], [-23719, 33683], [-37504, 18136], [-1054, -84624], [4782, 40921], [22501, 15047], [40606, -48360], [10678, -71426], [-22345, 62348], [23680, -40318], [-69336, -18693], [-2180, 45546], [-52837, -15092], [37371, 2261], [-93920, -20590], [-60164, -43482], [94343, 25601], [-67816, 4496], [9536, 30733], [-81286, -8902], [-151044, -3382], [96022, -5024], [23548, 33132], [-49170, -4078], [150220, -432], [44088, 2472], [-49897, -1765], [-51680, 7125], [103256, -13430], [43955, -79479], [-13221, 2735], [91173, 8477], [-28088, -48499], [-81459, -12242], [-73834, 17134], [-122500, -46804], [23973, 12937], [-26713, 25521], [-72986, -62104], [97560, 43011], [47690, -96657], [49997, -60488], [-28818, 12896], [46870, -68142], [-48144, 40099], [-37511, -4150], [-71195, -11349], [75624, 12101], [-77982, 3744], [12750, -25572], [48520, -25870], [-14265, 82509], [-81514, -64812], [3745, -40275], [-117086, 2694], [36196, 56744], [-72897, 67863], [-19146, -30645], [148996, 17572], [-103916, -50540], [-14984, 2348], [71289, -13686], [67421, -5435], [9788, 14705], [49214, 536], [-83595, 18241], [-2505, 42513], [140209, -3363], [103343, 67178], [-113132, -55996], [88969, 70199], [60646, 23975], [211005, -17927], [115180, 2166], [-64678, 89186], [2452, -6044], [-124570, -19018], [127972, -29856], [-15462, 86924], [-65460, -6962], [-133226, 17195], [39696, -22885], [-132297, -11866], [-136656, 40725], [-237306, 4916], [-86777, -90889], [-168947, -21212], [-64505, -102951], [-18624, 10328], [-47336, -36948], [61451, -110432], [-27820, 100420], [24669, 67589], [51572, -63810], [-134218, 38130], [-7101, 14227], [70229, -42269], [150769, -25311], [-132504, 6381], [-186542, 4678], [-32874, -15905], [-174955, 4385], [56364, -49316], [120953, -44062], [-14395, 23880], [91166, 376], [-74942, 35759], [70245, -70336], [-142370, -16694], [61166, -67751], [-78122, 79114], [35718, -21558], [40329, -77799], [-99670, -10334], [137547, -112], [154667, 38127], [-128352, 58862], [77474, 13796], [78430, -90426], [67515, 69841], [-5656, 29156], [-56790, -27064], [153605, -53259], [145898, -13195], [-92216, -62923], [-36071, -85347], [-138780, -59368], [104455, -71272], [-243222, 42354], [-241065, 10423], [-147309, 38722], [-14109, -4525], [-206874, 9468]], 'char_orbit_index': 1, 'field_poly': [-3, 0, 1], 'hecke_orbit_code': 18014398576591377, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 2, 'label': '529.4.a.e', 'level': 529, 'maxp': 2999, 'weight': 4}
• mf_newspaces •

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

  
  {'ALdims': [61, 55], 'ALdims_eis_new': [10, 11], 'ALdims_eis_old': [2, 1], 'ALdims_old': [5, 5], 'Nk2': 8464, 'analytic_conductor': 31.212010393036785, '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': [529, 1, [5], [1]], 'conrey_index': 1, 'cusp_dim': 126, 'dim': 116, 'eis_dim': 24, 'eis_new_dim': 21, 'hecke_cutter_primes': [2, 3, 5], 'hecke_orbit_code': 67109393, 'hecke_orbit_dims': [1, 1, 2, 2, 2, 2, 4, 5, 5, 6, 12, 24, 25, 25], 'label': '529.4.a', 'level': 529, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [23], 'level_radical': 23, 'mf_dim': 150, 'mf_new_dim': 137, 'num_forms': 14, 'plus_dim': 61, 'prim_orbit_index': 1, 'relative_dim': 116, 'sturm_bound': 184, 'trace_bound': 5, 'trace_display': [0, -2, -8, -8], 'traces': [116, 0, -2, 424, -8, -8, -8, 42, 926, 58, -42, 86, -54, 128, -40, 1360, -18, 40, -26, -164, -220, -152, 0, 166, 1830, 280, -56, -314, -322, 466, 46, 616, 588, -826, 684, 3252, 128, -888, 156, 170, 46, -560, -90, -694, -180, 0, 840, 44, 1818, -904, -60, -2934, 644, -756, 1100, 2366, -1672, 2028, 2182, 924, -1576, 260, 1076, 3038, -1660, 58, -1414, -604, 0, 3366, 378, -630, -1066, -1962, -2438, 3552, -1008, 2180, 2160, -2942, 3828, 1738, -106, -2454, -480, -742, -288, -412, -1882, -1760, -748, 0, -66, -1558, 828, -1940, -98, -4394, 1566, 2178, 2518, 2124, -3524, 5030, 2656, 5034, -3322, -1018, 1552, -414, 336, -948, -2598, -1846, 0, 2540, 2678, -434, 1868, -1074, 1310, -942, 1480, 2024, 3720, -2444, -1158, -2422, -848, 2378, 234, -2040, 1320, -2248, -960, -108, -38, 0, -3164, -6164, 1212, -4214, -876, -534, -1628, -556, -1972, -1772, 3796, -3668, 1602, -2174, -54, 1486, 5512, -642, 164, 3290, -3196, 2548, 0, 4962, 2642, -486, 6032, 494, 6426, 2470, -4178, -3290, -4318, 6838, 1490, -11326, -7312, 7236, -4432, -8570, -630, 6572, 348, 19540, 4460, 0, -11154, -5350, -1148, 1932, 10836, -36, -12300, 1712, -10354, -14518, 3136, -18168, 1942, 1926, -1660, 3358, 620, -1336, -3148, 7410, -3644, -3272, 0, -4218, 8768, -7606, 4066, -7518, 15332, 604, -2184, -12374, -3604, 20208, -8376, -13284, -6736, 12702, -4358, -4006, -7976, 9298, -694, 11490, 3240, 0, -14202, -2656, -850, -6662, 12680, 12600, -3872, 7044, -2478, -12622, 2774, -4884, -3394, 1398, 7936, -1994, 13040, -14468, 1404, 4964, -2538, 7192, 0, 7396, 250, -8960, 14378, -1456, 25388, -20616, 3146, -8402, -7252, 7746, -13356, -32024, -8264, 16598, 4130, -18402, 1202, 7902, -7940, 9234, 4138, 0, -21712, -9458, 2018, 1502, 3058, -4752, -2698, -8982, -7994, -10754, 5244, -22784, -11610, 8662, -7020, -9000, 9164, 2316, 7280, -8474, -10852, 782, 0, 3964, 9568, 5264, 2800, 6912, 4828, 8902, 13198, 12242, 7804, 906, 1314, -5230, -13318, 15084, -5348, -16698, 1686, 7174, 11476, 25134, -9656, 0, -10630, -40664, 5942, -15392, 4288, -7416, -13620, -12164, -4934, -10920, -7452, 2972, 10300, 14900, -14986, 32258, 6980, -3920, -11844, 18874, -20920, -15846, 0, 27970, 26890, -10634, 20206, -27480, 4492, 14598, -25438, -3842, 10656, 3934, -7712, 2000, -20792, -6096, -50826, 8810, -11838, -17346, -30236, -614, 19600, 0, -8708, -27632, -14386, -10168, 9928, -54598, 11368, -96, 12120, 18880, -14902, 41212, 30964, 24482, -22144, -5876, 10168, 8246, -11298, 10552, 3616, 9286, 0, 26272, -2180, -16648, -17940, -3186, 43822, 15734, 86684, -31268, 23350, -17890, 84468, 2166, 5488, -9444, 8588, -6790, 72726, -6558, 16168, -21942, -8416, 0, 8870, 30108, 73484, -12836, -4446, -80768, 10048, -50020, 3740, 29452, -7278, -1580, 73572, -5472, -6036, -8476, 33484, -3596, -4562, -26384, -37672, -20416, 0, 14554, 34674, -12426, -28772, -29396, 4622, 36212, 4248, 68472, 13324, -37982, 35262, 9528, 7908, -33704, 14160, -43390, -9488, -12632, -4130, 24868, -1804, 0, 620, -24064, -6714, -32614, 14900, -41196, -27866, -11480, 45372, 5026, -30032, -5196, 18860, 14934, -42078, 35836, 1540, -14830, -6388, -1532, -32252, -27444, 0, -19902, 41670, 24872, 8502, -24572, -18196, 40682, -27734, 2906, 46952, -33550, -466, 35560, 25028, -3156, 27786, 41024, 18684, 14374, -49112, -42768, -10632, 0, 28496, -44172, -17954, 5604, 2748, -38036, 32456, 35452, 19832, 21328, -18740, 11452, 1700, 36698, 32138, -21454, -7394, 2126, -3500, 19554, 10028, 18986, 0, 154278, -11034, 38620, 151060, 4068, 15564, -37212, -2000, 122190, -32210, -10812, -13086, -17338, -23832, 6924, 135904, -12832, 662, -3522, 1912, -11952, 1056, 0, -44510, 162084, -1528, -6336, -23520, -3384, 28260, -97380, 7198, 26778, -16410, -23448, 107228, -7884, -41072, -28866, 16038, -89832, -21210, -22392, -11396, 12876, 0, -76120, -9774, 59926, -64584, 9480, -27688, -9096, 42948, 33534, 32888, 21684, -2878, 616, 9968, -584, 7252, -6946, 113102, -2298, 49720, 45154, -25620, 0, 21080, -18336, 8982, -3374, -10230, 28286, -22784, 17554, -44678, -38224, 36348, 54324, -13312, -6114, 42236, 27626, -23568, 15392, -90, 532, -162, 540, 0, -15884, 19052, -117298, -63704, 25110, 7030, 19344, -2984, -72168, -55808, 54968, 4932, 17536, -43208, -18758, -108718, 56994, -2430, 20462, -11646, -17266, 57270, 0, -31934, 18968, 19854, 31532, 27432, 94824, -17452, 61748, -7778, -19552, 23472, -29858, -8062, -59536, 12174, -30728, -56984, -40676, 55180, 30088, 113856, 14112, 0, -84150, -122072, -18346, -17232, 43542, 12898, -97762, 53560, -216604, -56948, 15700, -32864, -171868, 52732, 8034, 95434, -37754, -46628, -32280, 65928, 438, -57872, 0, 61336, 69330, -34558, 50302, -70720, 12496, 18328, -55152, -43718, -13966, 70468, -103770, -121908, -31164, 72324, -35400, 36488, -26318, -7408, -54694, 10852, 13422, 0, -67020, -56706, 16108, 48420, 52166, 60902, 29896, -32408, 45880, -18616, 10336, -14090, -7076, -19300, 95134, -177214, 26542, 1320, 18322, -46792, 44668, 76144, 0, -12786, -159650, -55390, 28676, 51136, 98604, -59172, 24170, -41140, -76054, 24714, -34818, -74652, -39564, -20080, 62002, -50004, 42676, 39808, 81590, 14092, 24246, 0, -113540, 39138, 67866, -101504, -22792, -21560, -51628, -18298, -38202, -26122, 82184, -76760, -64714, 28952, 24386, -20498, 5324, -117064, 50056, 13416, -24156, -84684, 0, 52678, -139566, -92032, 14996, 8390, 131612, -1024, 55146, -1964, -6674, 29656, 20924, -79500, -29452, 104776, -197064, -27956, -5076, 398, 8088, 87196, 21424, 0, -23590, -43608, -42024, 39834, 46162, 10474, -148270, 5784, -61692, -98504, -5296, -222680, -97886, 29480, 4000, 5946, 10252, -67022, 27030, -16884, -104936, 55706, 0, -57672, 54062, 2788, 73806, -68362, 65438, -8496, -88144, -9522, -11202, 3892, -81556, -206306, -33764, -11420, -7254, -64092, 36878, 73296, -123330, 19012, 31210, 0, 706, -202142, -1010, -87512, 65662, -77786, 62894, -115882, -112180, 29092, -284, 120158, 38506, 68872, -70704, 76522, 32914, 38696, -18982, 112516, 66752, 2706, 0, 84146, 36366, -19358, 62368, -19312, -32548, -1174, 27686, -5030, 13122, 9744, -129014, -62158, -53118, 81108, -140310, -9618, -60972, 1792, 1778, 24704, -112724, 0, -127904, 26224, -191256, 68548, 29190, -176392, 52296, -85436, -64142, -29134, 47584, -52072, 131088, -30432, -10994, -25912, 123722, -122346, -57444, -32836, -62188, 67352, 0, 25202, 66408, -15952, -237574, 43720, 511190, 53672, 500842, -183150, 6918, -20042, 568868, -14572, -7984, -23128, -135702, -94950, 374972, -19632, 6348, 111680, -42728, 0, 5028, -60178, 513702, -167394, -37658, -333808, -35496, 29912, -40234, 94394, -102824, -16936, 503628, 75244, -70728, 70388, 39482, -105742, -124602, 34250, -89618, -96420, 0, 186576, 382462, -24628, -224056, -132222, -82250, 161876, -102868, 68006, 31710, 8150, 108608, 8268, -81820, 37072, 362306, -5664, -9566, 4948, 39876, -34956, 202614, 0, -292468, -24750, -85798, 68592, 41896, -36004, -45034, -341798, 429792, -56008, -121540], 'weight': 4, 'weight_parity': 1}
• mf_twists_nf •

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

  
  
  • id: 371411
    {'conductor': 23, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 5, 'source_is_minimal': True, 'source_label': '529.4.a.e', 'source_level': 529, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 4, 'target_is_minimal': True, 'target_label': '529.4.a.d', 'target_level': 529, 'twist_class_label': '529.4.a.d', 'twist_class_level': 529, 'twisting_char_label': '23.b', 'twisting_char_orbit': 2, 'weight': 4}
  • id: 371412
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 5, 'source_is_minimal': True, 'source_label': '529.4.a.e', 'source_level': 529, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 5, 'target_is_minimal': True, 'target_label': '529.4.a.e', 'target_level': 529, 'twist_class_label': '529.4.a.d', 'twist_class_level': 529, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 4}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 1012700
    {'charpoly_factorization': [[[1, 4, 1], 1]], 'hecke_orbit_code': 18014398576591377, 'p': 2}
  • id: 1012701
    {'charpoly_factorization': [[[-26, 2, 1], 1]], 'hecke_orbit_code': 18014398576591377, 'p': 3}
  • id: 1012702
    {'charpoly_factorization': [[[-83, -16, 1], 1]], 'hecke_orbit_code': 18014398576591377, 'p': 5}
  • id: 1012703
    {'charpoly_factorization': [[[118, -22, 1], 1]], 'hecke_orbit_code': 18014398576591377, 'p': 7}
  • id: 1012704
    {'charpoly_factorization': [[[78, -30, 1], 1]], 'hecke_orbit_code': 18014398576591377, 'p': 11}
  • id: 1012705
    {'charpoly_factorization': [[[-3767, 22, 1], 1]], 'hecke_orbit_code': 18014398576591377, 'p': 13}
  • id: 1012706
    {'charpoly_factorization': [[[676, 104, 1], 1]], 'hecke_orbit_code': 18014398576591377, 'p': 17}
  • id: 1012707
    {'charpoly_factorization': [[[-7178, -10, 1], 1]], 'hecke_orbit_code': 18014398576591377, 'p': 19}
  • id: 1012708
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 18014398576591377, 'p': 23}
  • id: 1012709
    {'charpoly_factorization': [[[-9371, 146, 1], 1]], 'hecke_orbit_code': 18014398576591377, 'p': 29}
  • id: 1012710
    {'charpoly_factorization': [[[3508, 172, 1], 1]], 'hecke_orbit_code': 18014398576591377, 'p': 31}
  • id: 1012711
    {'charpoly_factorization': [[[-110588, -4, 1], 1]], 'hecke_orbit_code': 18014398576591377, 'p': 37}
  • id: 1012712
    {'charpoly_factorization': [[[13893, 270, 1], 1]], 'hecke_orbit_code': 18014398576591377, 'p': 41}
  • id: 1012713
    {'charpoly_factorization': [[[48628, 500, 1], 1]], 'hecke_orbit_code': 18014398576591377, 'p': 43}
  • id: 1012714
    {'charpoly_factorization': [[[-9306, 258, 1], 1]], 'hecke_orbit_code': 18014398576591377, 'p': 47}
  • id: 1012715
    {'charpoly_factorization': [[[-331103, 196, 1], 1]], 'hecke_orbit_code': 18014398576591377, 'p': 53}
  • id: 1012716
    {'charpoly_factorization': [[[-163298, 614, 1], 1]], 'hecke_orbit_code': 18014398576591377, 'p': 59}
  • id: 1012717
    {'charpoly_factorization': [[[-34463, 100, 1], 1]], 'hecke_orbit_code': 18014398576591377, 'p': 61}
  • id: 1012718
    {'charpoly_factorization': [[[-245064, -36, 1], 1]], 'hecke_orbit_code': 18014398576591377, 'p': 67}
  • id: 1012719
    {'charpoly_factorization': [[[-627650, 290, 1], 1]], 'hecke_orbit_code': 18014398576591377, 'p': 71}
  • id: 1012720
    {'charpoly_factorization': [[[-342219, -318, 1], 1]], 'hecke_orbit_code': 18014398576591377, 'p': 73}
  • id: 1012721
    {'charpoly_factorization': [[[-564296, -212, 1], 1]], 'hecke_orbit_code': 18014398576591377, 'p': 79}
  • id: 1012722
    {'charpoly_factorization': [[[434052, -1476, 1], 1]], 'hecke_orbit_code': 18014398576591377, 'p': 83}
  • id: 1012723
    {'charpoly_factorization': [[[-516447, 1308, 1], 1]], 'hecke_orbit_code': 18014398576591377, 'p': 89}
  • id: 1012724
    {'charpoly_factorization': [[[-230267, -200, 1], 1]], 'hecke_orbit_code': 18014398576591377, 'p': 97}
• mf_newform_portraits •

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

  
  {'char_orbit_index': 1, 'hecke_orbit': 5, 'label': '529.4.a.e', 'level': 529, 'portrait': 'data:image/png;base64,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', 'weight': 4}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 39821503
    {'hecke_orbit_code': 18014398576591377, 'n': 1, 'trace_an': 2}
  • id: 39821504
    {'hecke_orbit_code': 18014398576591377, 'n': 2, 'trace_an': -4}
  • id: 39821505
    {'hecke_orbit_code': 18014398576591377, 'n': 3, 'trace_an': -2}
  • id: 39821506
    {'hecke_orbit_code': 18014398576591377, 'n': 4, 'trace_an': -2}
  • id: 39821507
    {'hecke_orbit_code': 18014398576591377, 'n': 5, 'trace_an': 16}
  • id: 39821508
    {'hecke_orbit_code': 18014398576591377, 'n': 6, 'trace_an': 22}
  • id: 39821509
    {'hecke_orbit_code': 18014398576591377, 'n': 7, 'trace_an': 22}
  • id: 39821510
    {'hecke_orbit_code': 18014398576591377, 'n': 8, 'trace_an': 12}
  • id: 39821511
    {'hecke_orbit_code': 18014398576591377, 'n': 9, 'trace_an': 2}
  • id: 39821512
    {'hecke_orbit_code': 18014398576591377, 'n': 10, 'trace_an': -74}
  • id: 39821513
    {'hecke_orbit_code': 18014398576591377, 'n': 11, 'trace_an': 30}
  • id: 39821514
    {'hecke_orbit_code': 18014398576591377, 'n': 12, 'trace_an': -70}
  • id: 39821515
    {'hecke_orbit_code': 18014398576591377, 'n': 13, 'trace_an': -22}
  • id: 39821516
    {'hecke_orbit_code': 18014398576591377, 'n': 14, 'trace_an': -50}
  • id: 39821517
    {'hecke_orbit_code': 18014398576591377, 'n': 15, 'trace_an': -142}
  • id: 39821518
    {'hecke_orbit_code': 18014398576591377, 'n': 16, 'trace_an': -14}
  • id: 39821519
    {'hecke_orbit_code': 18014398576591377, 'n': 17, 'trace_an': -104}
  • id: 39821520
    {'hecke_orbit_code': 18014398576591377, 'n': 18, 'trace_an': -40}
  • id: 39821521
    {'hecke_orbit_code': 18014398576591377, 'n': 19, 'trace_an': 10}
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  • id: 39821527
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  • id: 39821528
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  • id: 39821529
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  • id: 39821530
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  • id: 39821531
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  • id: 39821532
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  • id: 39821533
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  • id: 39821534
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  • id: 39821535
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  • id: 39821536
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  • id: 39821537
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  • id: 39821538
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  • id: 39821539
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  • id: 39821540
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  • id: 39821541
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  • id: 39821542
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  • id: 39821543
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  • id: 39821544
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  • id: 39821545
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  • id: 39821546
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  • id: 39821547
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  • id: 39821548
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  • id: 39821549
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  • id: 39821550
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  • id: 39821551
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  • id: 39821552
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  • id: 39821553
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  • id: 39821554
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  • id: 39821555
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  • id: 39821556
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  • id: 39821557
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  • id: 39821558
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  • id: 39821559
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  • id: 39821560
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  • id: 39821561
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  • id: 39821562
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  • id: 39821563
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  • id: 39821564
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  • id: 39821565
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  • id: 39821566
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  • id: 39821567
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  • id: 39821568
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  • id: 39821569
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  • id: 39821570
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  • id: 39821571
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  • id: 39821572
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  • id: 39821574
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  • id: 39821575
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  • id: 39821576
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  • id: 39821577
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  • id: 39821578
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  • id: 39821579
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  • id: 39821580
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  • id: 39821581
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  • id: 39821582
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  • id: 39821583
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  • id: 39821584
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  • id: 39821585
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  • id: 39821586
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  • id: 39821587
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  • id: 39821588
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  • id: 39821589
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  • id: 39821590
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  • id: 39821591
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  • id: 39821592
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  • id: 39821593
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  • id: 39821594
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  • id: 39821595
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  • id: 39821596
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  • id: 39821597
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  • id: 39821598
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  • id: 39821599
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  • id: 39821600
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  • id: 39821601
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  • id: 39821602
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  • id: 39821603
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  • id: 39821604
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  • id: 39821605
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  • id: 39821606
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  • id: 39821607
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  • id: 39821608
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  • id: 39821609
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  • id: 39821610
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  • id: 39821611
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  • id: 39821612
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  • id: 39821613
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  • id: 39821614
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  • id: 39821615
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  • id: 39821616
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  • id: 39821617
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  • id: 39821618
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  • id: 39821619
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  • id: 39821620
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  • id: 39821621
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  • id: 39821622
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  • id: 39821623
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  • id: 39821624
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  • id: 39821625
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  • id: 39821626
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  • id: 39821627
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  • id: 39821628
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  • id: 39821629
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  • id: 39821630
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  • id: 39821631
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  • id: 39821632
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  • id: 39821633
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  • id: 39821634
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  • id: 39821635
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  • id: 39821636
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  • id: 39821637
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  • id: 39821638
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  • id: 39821639
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  • id: 39821640
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  • id: 39821641
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  • id: 39821642
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  • id: 39821643
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  • id: 39821644
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  • id: 39821645
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  • id: 39821646
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  • id: 39821647
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  • id: 39821648
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  • id: 39821649
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  • id: 39821650
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  • id: 39821651
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  • id: 39821652
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  • id: 39821653
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  • id: 39821654
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  • id: 39821655
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  • id: 39821656
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  • id: 39821657
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  • id: 39821658
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  • id: 39821659
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  • id: 39821660
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  • id: 39821661
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  • id: 39821662
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  • id: 39821663
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  • id: 39821664
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  • id: 39821665
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  • id: 39821666
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  • id: 39821667
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  • id: 39821668
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  • id: 39821669
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  • id: 39821670
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  • id: 39821671
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  • id: 39821672
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  • id: 39821673
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  • id: 39821674
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  • id: 39821675
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  • id: 39821676
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  • id: 39821677
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  • id: 39821678
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  • id: 39821679
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  • id: 39821715
    {'hecke_orbit_code': 18014398576591377, 'n': 701, 'trace_an': 29548}
  • id: 39821716
    {'hecke_orbit_code': 18014398576591377, 'n': 709, 'trace_an': 11492}
  • id: 39821717
    {'hecke_orbit_code': 18014398576591377, 'n': 719, 'trace_an': -7800}
  • id: 39821718
    {'hecke_orbit_code': 18014398576591377, 'n': 727, 'trace_an': 6546}
  • id: 39821719
    {'hecke_orbit_code': 18014398576591377, 'n': 729, 'trace_an': 26786}
  • id: 39821720
    {'hecke_orbit_code': 18014398576591377, 'n': 733, 'trace_an': 1856}
  • id: 39821721
    {'hecke_orbit_code': 18014398576591377, 'n': 739, 'trace_an': 10846}
  • id: 39821722
    {'hecke_orbit_code': 18014398576591377, 'n': 743, 'trace_an': -7722}
  • id: 39821723
    {'hecke_orbit_code': 18014398576591377, 'n': 751, 'trace_an': 1370}
  • id: 39821724
    {'hecke_orbit_code': 18014398576591377, 'n': 757, 'trace_an': -23216}
  • id: 39821725
    {'hecke_orbit_code': 18014398576591377, 'n': 761, 'trace_an': 10290}
  • id: 39821726
    {'hecke_orbit_code': 18014398576591377, 'n': 769, 'trace_an': -9992}
  • id: 39821727
    {'hecke_orbit_code': 18014398576591377, 'n': 773, 'trace_an': 26456}
  • id: 39821728
    {'hecke_orbit_code': 18014398576591377, 'n': 787, 'trace_an': 11754}
  • id: 39821729
    {'hecke_orbit_code': 18014398576591377, 'n': 797, 'trace_an': -24180}
  • id: 39821730
    {'hecke_orbit_code': 18014398576591377, 'n': 809, 'trace_an': 18124}
  • id: 39821731
    {'hecke_orbit_code': 18014398576591377, 'n': 811, 'trace_an': 38450}
  • id: 39821732
    {'hecke_orbit_code': 18014398576591377, 'n': 821, 'trace_an': 29002}
  • id: 39821733
    {'hecke_orbit_code': 18014398576591377, 'n': 823, 'trace_an': -43946}
  • id: 39821734
    {'hecke_orbit_code': 18014398576591377, 'n': 827, 'trace_an': 23430}
  • id: 39821735
    {'hecke_orbit_code': 18014398576591377, 'n': 829, 'trace_an': -3622}
  • id: 39821736
    {'hecke_orbit_code': 18014398576591377, 'n': 839, 'trace_an': -2466}
  • id: 39821737
    {'hecke_orbit_code': 18014398576591377, 'n': 841, 'trace_an': -8720}
  • id: 39821738
    {'hecke_orbit_code': 18014398576591377, 'n': 853, 'trace_an': -13128}
  • id: 39821739
    {'hecke_orbit_code': 18014398576591377, 'n': 857, 'trace_an': 57366}
  • id: 39821740
    {'hecke_orbit_code': 18014398576591377, 'n': 859, 'trace_an': 28574}
  • id: 39821741
    {'hecke_orbit_code': 18014398576591377, 'n': 863, 'trace_an': 53418}
  • id: 39821742
    {'hecke_orbit_code': 18014398576591377, 'n': 877, 'trace_an': 13480}
  • id: 39821743
    {'hecke_orbit_code': 18014398576591377, 'n': 881, 'trace_an': -23964}
  • id: 39821744
    {'hecke_orbit_code': 18014398576591377, 'n': 883, 'trace_an': -16454}
  • id: 39821745
    {'hecke_orbit_code': 18014398576591377, 'n': 887, 'trace_an': -64532}
  • id: 39821746
    {'hecke_orbit_code': 18014398576591377, 'n': 907, 'trace_an': -6850}
  • id: 39821747
    {'hecke_orbit_code': 18014398576591377, 'n': 911, 'trace_an': 7364}
  • id: 39821748
    {'hecke_orbit_code': 18014398576591377, 'n': 919, 'trace_an': -5238}
  • id: 39821749
    {'hecke_orbit_code': 18014398576591377, 'n': 929, 'trace_an': -5136}
  • id: 39821750
    {'hecke_orbit_code': 18014398576591377, 'n': 937, 'trace_an': -22672}
  • id: 39821751
    {'hecke_orbit_code': 18014398576591377, 'n': 941, 'trace_an': -20648}
  • id: 39821752
    {'hecke_orbit_code': 18014398576591377, 'n': 947, 'trace_an': -44180}
  • id: 39821753
    {'hecke_orbit_code': 18014398576591377, 'n': 953, 'trace_an': 46480}
  • id: 39821754
    {'hecke_orbit_code': 18014398576591377, 'n': 961, 'trace_an': -37014}
  • id: 39821755
    {'hecke_orbit_code': 18014398576591377, 'n': 967, 'trace_an': 2154}
  • id: 39821756
    {'hecke_orbit_code': 18014398576591377, 'n': 971, 'trace_an': 4702}
  • id: 39821757
    {'hecke_orbit_code': 18014398576591377, 'n': 977, 'trace_an': -25572}
  • id: 39821758
    {'hecke_orbit_code': 18014398576591377, 'n': 983, 'trace_an': 70552}
  • id: 39821759
    {'hecke_orbit_code': 18014398576591377, 'n': 991, 'trace_an': -20640}
  • id: 39821760
    {'hecke_orbit_code': 18014398576591377, 'n': 997, 'trace_an': -23382}