Newform data - 338.4.a.e

Formats: - HTML - YAML - JSON - 2025-05-08T14:57:08.995579

• 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': 5408, 'analytic_conductor': 19.942645581940326, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [13, 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': [338, 1, [171], [1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 1, 'field_disc': 1, 'field_disc_factorization': [], 'field_poly': [0, 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': [[3, [-3, 1]], [5, [11, 1]]], 'hecke_orbit': 5, 'hecke_orbit_code': 18014398576591186, 'hecke_ring_generator_nbound': 1, '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': False, 'label': '338.4.a.e', 'level': 338, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 13], 'level_radical': 26, 'minimal_twist': '26.4.a.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+2q^{2}+3q^{3}+4q^{4}-11q^{5}+6q^{6}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '3.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '338.4.a', 'trace_display': [2, 3, -11, -19], 'trace_hash': 610329129974945329, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.019', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.031', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '5.066', 'prec': 17}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 'traces': [1, 2, 3, 4, -11, 6, -19, 8, -18, -22, 38, 12, 0, -38, -33, 16, -51, -36, -90, -44, -57, 76, -52, 24, -4, 0, -135, -76, -190, -66, -292, 32, 114, -102, 209, -72, 441, -180, 0, -88, -312, -114, 373, 152, 198, -104, 41, 48, 18, -8, -153, 0, 468, -270, -418, -152, -270, -380, -530, -132, 592, -584, 342, 64, 0, 228, 206, -204, -156, 418, 863, -144, 322, 882, -12, -360, -722, 0, -460, -176, 81, -624, -528, -228, 561, 746, -570, 304, -870, 396, 0, -208, -876, 82, 990, 96, 346, 36, -684, -16, 1492, -306, -152, 0, 627, 936, 764, -540, -1135, -836, 1323, -304, -1822, -540, 572, -760, 0, -1060, 969, -264, 113, 1184, -936, -1168, 1419, 684, -1256, 128, 1119, 0, 1097, 456, 1710, 412, 1485, -408, 156, -312, -2015, 836, 123, 1726, 0, -288, 2090, 644, 54, 1764, 1050, -24, -1917, -720, 918, -1444, 3212, 0, -1546, -920, 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-29152, -27810, 22176, -32973, -23004, 7938, 76818, -3729, -29952, 23920, -53712, -38964, 0, -59058, -99156, -93232, -8640, -1288, -40128, -64980, 39704, 154760, -39072, 80583, 14040, 0, -41686, -99814, 27540, 35568, 16560, 5466, 9152, 48108, 19716, -31140, 11172, -61776, 0, -41746, -17328, 59622, -3528, -18912, 27488, 57885, 5472, 97812, -12160, -55020, -6360, 0, 38544, -53222, -3240, -4212, -16216, 85052, 20772, -9564, -14704, 49590, 42636, 158062, 0, 21593, 28428, -45327, -15656, -48569, -52422, -127715, -3608, 61560, -17834, -45600, -18552, 0, 32448, -67473, -16960, -73750, -56430, -172864, 56696, -30171, -68148, -102520, -11040, -91067, 0, -91026, 1440, -39348, -36324, 57304, 15504, 41448, 48766, -57091, -33696, 27456, 47036, 0, 36840, 56472, -43320, -10197, -54300, -116505, -5928, -134280, -4224, 92922, 110946, -75174, 0, 2888, -27504, -12792, 6384, -11094, 103136, -53162, 11856, 117598, 32342, 73854, 1808, 0, 27540, 107844, -15224, -35358, -37026, -39140, 31104, 18810, 76570, -60420, -47456, 60780, 0, -48198, 18944, -99864, 79932, -29172, -8016, 13680, -66120, -29016, -1584, 206388, 40860, 0, 19348, -36201, 88634, 105298, -14976, 67830, -19602, -43470, 38760, -40732, -4674, 1840, 0, 52380, -38792, -29165, 30096, 120308, 104844, -26106, -18688, -50666, -5592, 47806, -65588, 0, 35860, -38304, -12672, -104857, -4052, -56430, -36640, -30479, -119070, -153930, 22704, 29640, 0, 27308, 11232, -79728, 54060, 52434, -16704, -5616, -13596, -18533, -3368, 67488, -84240, 0, 10944, -147824, -33940, -68001, -65648, 15293, -11526, 43928, -15808, -324, 100036, -134771, 0, -56340, -79420, -55548, -20096, -68760, 65592, -184338, -1000, -19722, 19980, 39500, 13464, 0, -31314, 67392, -24472, 115940, -66576, 45240, 2048, 14316, 2496, -58463, 48600, 5148, 0, -5148, -48888, -5763, 37050, -163970, 6688, -31590, -84016, 124968, 17904, -110770, 23824, 0, 6232, -66065, -20592, 102150, -67032, -59016, -60384, 2112, 18096, -60152, 101580, 97470, 0, -84273, 13734, 40228, 72348, 66495, -39900, 53251, 27360, 68045, 75240, 47736, 80112, 0, -7170, -116985, 17552, 36486, 19790, 150630, 912, -81244, 48536, -29484, -20256, 137357, 0, 6714, 59568, -119070, -111254, 101848, 7296, -55088, 72846, 8118, -37852, -61180, -45528, 0, -41184, -85044, 57076, -178144, 38160, -72369, -87064, 47190, 27360, 87830, -56958, 174332, 0, 62100, 26296, 123728, -20880, -134944, 49240, 45552, -33616, 106152, -34884, 133567, 6592, 0, -167580, 163980, 21420, -62434, -2984, -82890, 19200, -61328, -37440, -160743, 2736, -53670, 0, 64056, 23760, -51518, -4264, 8664, 27052, 76747, 7446, 33858, 38344, -14364, -122056, 0, -12096, -146016, -95808, 2280, -6528, -65778, -4068, 28790, 49940, -19158, -91336, -233730, 0, -51480, 47276, -76545, 10156, -61940, -21252, 166003, 2496, -57069, 76412, -15730, -42624, 0, 58748, -6819, -1216, -251996, 54444, -117048, 68400, 3564, -91976, 25264, -4992, -102142, 0, 23484, 34960, -56692, 84240, -136653, -45408, 14940, -18340, 115026, -58212, -98962, 113392, 0, -32240, 3480, -53352, -55947, 30444, -22449, 64086, -17992, 42048, 137180, -72772, -34650, 0, 83984, -46392, 100340, 13376, 71280, 95400, -133008, -23256, -108790, -1356, -43548, -44336, 0, -51084, 69088, 14612, 94896, -1872, 130416, 1968, 261072, 66440, 37584, 80168, -87210, 0, -94024, -50656, 63261, -11552, 141496, -6156, -21290, 82368, -48348, 27616, -92228, 55920, 0, 92380, 35568, -21012, 174564, 23760, 73848, 25384, -43866, -85092, -109186, 45216, 78434, 0, 64695, -38610, 87400, -25656, -98883, -257544, -75735, 47424, 29859, 5562, -10170, 832, 0, 88896, 738, -4608, -30723, -16534, -29520, -60456, -150715, 47652, 71422, -18496, 109998, 0, -75592, -56256, 17708, -106560, -14469, 33440, 192166, -100710, -77584, 40128, 3504, -27576, 0, 8304, -7956, 44594, 150822, 71136, 113287, -10260, 40436, 10304, 84240, -35568, -184295, 0, -80978, 136214, 98382, 24616, 43054, 15912, -36344, 88624, -15390, -328, -151397, 864, 0, 58064, 51018, 105120, 90414, -39492, 36499, 46640, -85272, 138356, 102765, 10692, -155914, 0, 45576, 28224, 7904, 30360, 40358, -49352, 103854, 118718, -127710, -41040, 41546, 118560, 0, -42636, 23973, 27636, 53408, 16800, 92664, 11556, 210824, -19560, 117210, -101310, 99882, 0, 48618, -61560, 149325, -11000, -6273, -86260, -65865, -384, -123499, -44944, 117450, 93268, 0, 43488, 100320, -56696, 36708, -17556, 231198, -14832, 113040, -88026, -32604, -30672, 101739, 0, 165360, -4972, -43200, -57304, 203187, 35808, -1384, -99904, -55755, -78744, -43491, -85536, 0, -11520, 58044, 48632, 130504, 43320, -82654, -48672, -86274, -52096, -50778, 100548, 22705, 0, 22044, 81116, 57134, 14688, 134320, -144, -100710, 7288, -110694, -63240, -53207, 26288, 0, 50250, 178300, 41184, -39728, 119224, 47559, -23104, -106590, -5616, -38116, -25216, 71694, 0, 144172, -3648, -48647, -155818, 2736, -73360, 94791, 60420, 90846, 51392, -106902, -32844, 0, 28080, 180367, -138472, -88170, 27696, -98730, 34848, 19188, 66120, 102168, -141740, 100760, 0, -142272, 85730, -2754, -60436, -184704, 72540, -163168, -69896, -30888, -67830, 59020, -41040, 0, 45936, -23652, -24736, 118560, 63810, 9262, -89964, 81120, -104720, 66690, -30096, -663, 0, 35133, -40228, -5968, -74922, -23579, -14720, 99756, 43472, 136947, 60684, -53550, 38304, 0, -48432, -197690, -11070, -138725, 55264, -6441, 182208, -100883, 22464, 2750, -37080, 113976, 0, -216810, 1224, 36912, -57760, -68796, -116412, 67298, -62136, -213546, -34250, 46401, -5632, 0, -67488, -77026, -100232, -133650, 128136, 97767, 18336, -172406, 134442, 47082, -14792, 154176, 0, 608, 15808, 6540, 115740, 209610, -49236, 165300, -142026, -106704, 36720, -17138, 87678, 0, -47144, 79611, 184338, 38622, 2592, -136388, -179732, -49764, -80560, 8424, -41862, 94744, 0, 41616, 65844, -14040, 66576, -198957, 31336, -52440, -10688, -141190, -75240, 146908, -38688, 0, -120908, -220308, -27240, 72214, 73644, -46710, -48268, -117162, 28080, 220816, -19968, -80883, 0, 380583, -23184, 174990, 55704, -71487, -6232, 165202, 8580, -163812, 69840, -55386, 51030, 0, -20064, 181350, -7664, 72351, -34808, 104093, -4860, 240396, -7456, -43611, -3744, 30324, 0, -177080, -160792, -104940, -16896, -113434, 74538, 196760, -75240, 36192, -92568, -100263, -63504, 0, -217832, 71592, 39520, 78846, 57420, -125007, 14976, 147744, 81244, -3056, -34956, 95144, 0, -11070, -18128, -17613, -37800, -231278, 89984, -58905, 46920, -176836, -7296, 219030, -52800, 0, -90668, 126407, 59340, -7524, -15368, 166440, -155340, 106950, 2160, 142002, 178144, -71604, 0, -74393, -71136, -163591, -74064, 127566, -105446, 55173, -43728, 239233, 55120, 33264, -26296, 0, 69012, 27255, 17952, 115227, -160646, 32490, -44928, 4540, -15580, -201420, -88768, -99835, 0, -65388, 19088, -148734, -68168, -27929, 25920, -50388, 287656, -60192, -6864, 85713, 59556, 0, 49400, 117216, 86214, -64272, 21060, -109615, 107844, -62529, 23872, -201742, -8262, -188100, 0, 24840, -33858, 254040, 13728, -79344, -50776, -59148, -78688, -96140, 16758, 113111, 24128, 0, 124872, 34068, 51984, -21730, -57960, -5292, 18312, -239464, 41232, -87514, 88660, 20520, 0, -5876, -18240, -83721, 61940, -9540, 63648, -112545, -115632, 166862, -9560, -4860, -95456, 0, -24324, -201829, -95530, -62316, 1216, -150072, -22056, -113338, -39312, 63954, -61568, -137712, 0, 70147, 121924, 42642, -158760, -65740, -23484, -40183, 9728, 157266, -116040, 198480, -5412, 0, 53856, -26751, -60704, 7288, 55656, -232218, -113392, 48672, 139304, -94500, -25440, -40967, 0, 16929, 62920, 28974, 85044, -47736, -75944, -102222, -6840, -196537, 33120, -254045, 96934, 0, -27840, -318402, 2160, 214117, 60736, 108972, 21318, 234003, 23256, 99569, 72580, 73149, 0, 27612, -126360, 200260, 28560, 70554, 31966, 24272, 55260, 172530, -130416, 129960, -49920, 0, -81450, -73788, -71560, -8892, 35040, -41925, 12672, 76838, 83372, 166419, 11552, 166254, 0, -199496, 9928, -103140, 50864, -9540, 9576, -96216, 125348, 154704, -16128, 142326, -35568, 0, 3040, 48513, 87036, -64542, 2712, -110352, 114956, -82620, -25544, 43460, -22836, -269256, 0, -55539, -23944, -195624, 37908, 112106, -3640, 114855, -28336, 65312, -71184, -202860, -76092, 0, 129960, -73824, 28416, -283480, -67694, 119898, -9092, -202065, 24048, -243716, 72592, -99180, 0, 101115, -2376, -76908, -129504, 153225, -6656, -289080, 29022, 237253, 31312, 132951, 4240, 0, 44928, -29348, -192166, -29403, 19920, 271466, 58140, 91200, -77616, 14022, -89386, 163433, 0, 135718, 89806, -58188, -71136, -24600, 112860, -149632, -29932, 157266, -71638, -3876, -28032, 0, 90580, 16776, -46200, 182134, -98382, 139140, -61856, 53790, -50546, 28880, 38016, 10656, 0, -6078, -31008, -100464, -54960, 30250, -58064, 35721, -140640, 104290, 34056], '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], [2], [3], [4], [-11], [6], [-19], [8], [-18], [-22], [38], [12], [0], [-38], [-33], [16], [-51], [-36], [-90], [-44], [-57], [76], [-52], [24], [-4], [0], [-135], [-76], [-190], [-66], [-292], [32], [114], [-102], [209], [-72], [441], [-180], [0], [-88], [-312], [-114], [373], [152], [198], [-104], [41], [48], [18], [-8], [-153], [0], [468], [-270], [-418], [-152], [-270], [-380], [-530], [-132], [592], [-584], [342], [64], [0], [228], [206], [-204], [-156], [418], [863], [-144], [322], [882], [-12], [-360], [-722], [0], [-460], [-176], [81], [-624], [-528], [-228], [561], [746], [-570], [304], [-870], [396], [0], [-208], [-876], [82], [990], [96], [346], [36], [-684], [-16]], 'ap': [[2], [3], [-11], [-19], [38], [0], [-51], [-90], [-52], [-190], [-292], [441], [-312], [373], [41], [468], [-530], [592], [206], [863], [322], [-460], [-528], [-870], [346], [1492], [-152], [764], [-1135], [-1822], [-1256], [1097], [156], [-2015], [1050], [-1917], [-1546], [-668], [936], [1508], [1785], [-1008], [-2138], [-4688], [891], [-1630], [5057], [-2913], [-3744], [1755], [-2027], [4605], [798], [-2088], [-6111], [-2532], [2400], [4793], [-5676], [-5542], [-6332], [3077], [3286], [3462], [-8737], [-6054], [-932], [-1921], [2289], [-1195], [-7588], [-6240], [9074], [-7732], [9320], [927], [-1710], [4606], [7248], [-10540], [10635], [-12487], [14613], [-6977], [1430], [12423], [9890], [9926], [2793], [6872], [-3676], [-13575], [-11864], [4837], [-9160], [-842], [-250], [18087], [20028], [6763], [2539], [7611], [3653], [23095], [-21273], [-15114], [22156], [-12338], [-2750], [23317], [-19686], [1822], [-6304], [-18340], [-10057], [-25058], [-3698], [-11786], [-9672], [17460], [-8702], [-22667], [-18516], [4772], [-19672], [-9828], [15730], [-17890], [-6386], [-2273], [4980], [-7483], [31632], [-16116], [-14622], [-9840], [-4823], [-28424], [33294], [-18585], [19348], [15853], [23898], [-35634], [-29390], [27040], [15467], [15694], [2180], [26537], [-23829], [24117], [-14537], [12064], [38409], [-49578], [8280], [-3180], [14214], [-8917], [-34074], [24383], [16171], [-18513], [39966], [44317], [52422], [-2026], [-16970], [50018], [9990], [-15657], [-42008], [11912], [50790], [9895], [24268], [28538], [-43532], [24620], [-47904], [-45668], [23638], [38206], [-45988], [-9170], [-36386], [-678], [33220], [44448], [-8267], [-13788], [68107], [69178], [59359], [5778], [-22472], [-49952], [24316], [40558], [25125], [59612], [-77909], [42865], [-52360], [-58206], [-17125], [64068], [57870], [-71013], [-89866], [32922], [15668], [-60454], [25515], [-3832], [-80396], [-80323], [-34084], [43107], [-25388], [-47765], [-58020], [48467], [10659], [36290], [15983], [17520], [62674], [43518], [57478], [-1820], [-64752], [-44693], [44903], [-35819], [45290], [-25273], [-70320], [34982], [73842], [39517], [-65232], [56035], [-22238], [61920], [60751], [-32572], [-10190], [-34362], [-93479], [-97202], [46031], [-10345], [10708], [-68950], [-15588], [52846], [73824], [8966], [28348], [96969], [28975], [27358], [-110904], [-115775], [-17095], [1108], [109332], [-119292], [-88208], [-3754], [-81978], [-33100], [52334], [56712], [-65354], [63750], [-34252], [-32973], [-93232], [80583], [-41746], [-53222], [-9564], [158062], [21593], [-48569], [-127715], [-73750], [-39348], [-57091], [56472], [-53162], [117598], [60780], [-48198], [-40732], [-29165], [47806], [-104857], [-30479], [-153930], [27308], [-18533], [-147824], [-134771], [-56340], [39500], [5148], [124968], [-66065], [-84273], [40228], [53251], [68045], [150630], [101848], [-55088], [87830], [174332], [-134944], [106152], [133567], [-61328], [-51518], [28790], [-117048], [25264], [-56692], [-98962], [83984], [100340], [-133008], [69088], [141496], [-21290], [-92228], [73848], [78434], [-98883], [29859], [-150715], [71422], [113287], [-184295], [-80978], [-36344], [-151397], [90414], [40358], [41546], [23973], [53408], [117210], [48618], [-65865], [231198], [101739], [203187], [-82654], [-50778], [57134], [178300], [-38116], [-48647], [94791], [-163168], [-663], [136947], [-138725], [-100883], [-216810], [36912], [-213546], [209610], [38622], [-136388], [-141190], [72214], [-117162], [165202], [240396], [-113434], [196760], [-100263], [-125007], [95144], [-231278], [-176836], [219030], [126407], [106950], [-163591], [55173], [239233], [27255], [-99835], [-65388], [85713], [-109615], [-201742], [113111], [-239464], [-112545], [166862], [-201829], [-150072], [-113338], [198480], [-40967], [28974], [-196537], [214117], [99569], [27612], [-41925], [-199496], [142326], [-64542], [43460], [112106], [-73824], [101115], [-29348], [271466], [163433], [-24600], [-149632], [104290]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 18014398576591186, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '338.4.a.e', 'level': 338, 'maxp': 2999, 'weight': 4}
• mf_newspaces •

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

  
  {'ALdims': [11, 9, 7, 12], 'Nk2': 5408, 'analytic_conductor': 19.942645581940326, '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': [338, 1, [171], [1]], 'conrey_index': 1, 'cusp_dim': 123, 'dim': 39, 'eis_dim': 28, 'eis_new_dim': 0, 'hecke_cutter_primes': [3, 5], 'hecke_orbit_code': 67109202, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 2, 2, 2, 2, 3, 3, 4, 4, 6, 6], 'label': '338.4.a', 'level': 338, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 13], 'level_radical': 26, 'mf_dim': 151, 'mf_new_dim': 39, 'num_forms': 15, 'plus_dim': 23, 'prim_orbit_index': 1, 'relative_dim': 39, 'sturm_bound': 182, 'trace_bound': 5, 'trace_display': [-2, -6, -10, -4], 'traces': [39, -2, -6, 156, -10, 0, -4, -8, 433, 24, 84, -24, 0, 88, 56, 624, 6, 38, -168, -40, -172, -12, 44, 0, 755, 0, 372, -16, -116, 328, -212, -32, 308, -196, 684, 1732, 198, -100, 0, 96, 358, -248, -642, 336, 442, -296, 372, -96, 1295, -734, -88, 0, -968, -72, -240, 352, -112, -884, -48, 224, 316, -16, -348, 2496, 0, 656, 1036, 24, -260, 2328, 1228, 152, 798, -1064, -162, -672, 2436, 0, -1952, -160, 4015, 2228, -948, -688, 2072, 512, 1604, -48, -1562, -984, 0, 176, -1056, 240, -3112, 0, 2794, -1842, -1160, 3020, -2140, -872, -144, 0, -392, 284, -630, 1488, -3106, -2632, 296, -64, 1490, 80, 4820, -464, 0, 3164, -1016, 1312, 5189, 2708, 344, -848, 2088, -2808, -10772, -128, -13704, 0, -806, 1232, -10256, 1020, -2152, -784, -998, -1800, -10214, 2736, 2132, -1032, 0, 6928, -1984, -788, -10558, 792, -2550, -1288, -6428, -400, 2186, 616, 88, 0, -3456, -4504, -4104, 384, -4892, -514, -2412, 1432, -4864, 4, 6732, -992, 0, -13484, 3888, -2568, -15102, -696, 1836, 1344, -1592, -11608, 562, 1768, -32, 0, 9348, -1184, -3478, 1048, 1268, 1488, 7460, -1792, 3464, -384, -5918, -3376, 0, 5180, -2058, 764, 11316, -2936, 588, 1956, 12100, -352, -11826, -1672, -868, 0, -828, 2944, 154, -3872, 4324, 3400, -10432, -288, 7420, -2500, -1320, -960, 0, -6000, -1564, 1408, 19221, -2612, -9128, -448, -4242, 9776, 1364, -3536, 3640, 0, -5148, -192, 27516, -5696, 11940, 896, 6102, 934, 578, 1264, -14166, 6648, 0, -64, -1164, 7620, 546, -1392, 6232, 328, 6112, 9984, -7410, 3712, 31224, 0, 1284, 4688, -12316, 2624, 8840, 10640, -10048, 4144, 16134, -6792, -1124, 96, 0, -3708, 9072, -1040, 10924, -7040, 2876, 9312, -986, -128, 49970, 4912, -9940, 0, -3952, 608, 18921, 1212, 5060, 3192, 7782, 1416, 712, -4256, -12532, -6960, 0, -648, 3828, -4392, -1208, -2688, -22468, 2300, -10184, 9744, 44956, 10544, 3720, 0, 38392, -3388, -22756, -7808, -11454, -2120, -7424, -640, -4652, -10592, 7432, 16060, 0, -2476, -5224, 8912, 18268, -9352, -3732, -3792, -5430, 9944, 10644, -2752, 49310, 0, -44690, 8288, 15216, -56760, 30760, 2048, 12588, -1188, -54812, 6416, -2730, 2320, 0, -192, -14622, -47660, -5024, -6248, -1708, 9120, 5508, -3936, 19781, 220, -51564, 0, 58302, 10288, 58392, 704, -5954, -184, -28172, -4224, -1688, -24780, 10248, 960, 0, 2208, 11388, -12448, 5268, -4584, -564, 0, -8148, 9796, -26476, 11176, -6728, 0, -12908, -7368, -8492, 37116, 1756, -4640, 3794, -5144, 79724, 12080, 1314, -22524, 0, -8560, -17522, 8880, -3380, -3488, -1454, 2344, -6988, -576, -22348, 1824, -15280, 0, -472, -8752, -22516, -1568, -24634, 13488, -2324, 1136, 32944, -8704, 7512, -2520, 0, -5760, 32156, 5952, 86478, 3296, 10884, -12424, 14136, -12956, 22228, -10528, 42573, 0, -14422, 1184, 45340, 4168, 3000, -256, 16802, 13050, 1632, 5960, -9980, -436, 0, 320, -10458, 44236, 922, 19280, -3402, 3208, 10988, -1856, -169076, -6676, -115454, 0, 83240, -22408, -150840, 12656, 7740, -6936, -11872, -4064, -135860, -1504, 8140, 5248, 0, 27512, -7956, 20756, -128352, 6216, 11044, 10832, 3780, -28448, -7418, 1376, 62066, 0, -131020, -3392, 33788, 14512, -13320, 8352, 7152, -3800, -22524, -11232, -17380, 9320, 0, -43088, -7942, 2064, -98888, -512, 4736, -29172, 12164, -54816, -22812, -27688, 4276, 0, -105414, 19764, -83934, -3224, -21432, -24400, 11672, 4928, 25275, 121436, -1552, -41024, 0, 34532, -25672, 4080, -92752, 18676, 1656, -8608, -11970, -23144, -26684, -3136, -21860, 0, 87830, -3992, 3592, 27724, -5928, -7200, 28780, -5196, -37648, -40856, 29190, -26664, 0, 10944, 6820, 25708, 48176, 8528, 51284, -5112, 27396, -4128, 49220, 6832, 9270, 0, -5072, 7856, -70204, 27712, -12218, 5594, -25084, -7936, -23724, -4896, 45032, -3152, 0, 14136, 47556, -42232, 129392, 21328, -17088, 3168, -19982, 68324, 25272, -10200, -332, 0, 18616, -5152, 7142, 27600, -22888, -25712, 38830, 7760, 48816, -1600, 1740, 83628, 0, 8744, -16670, -38508, -45152, 2464, -5506, -5864, -36488, 352, 34108, 9456, -86928, 0, 40831, 204, 101102, -13824, -39464, -46384, -29292, -18016, 160012, -8128, 7156, -16416, 0, 19752, -18724, 1536, 29114, 12192, 32316, -19568, -17140, -9800, 5060, -2056, 6448, 0, -17228, -9648, 89814, 13816, 20472, 5728, -23602, 26752, -11658, -19456, -26846, 87384, 0, 16, 31360, 24080, -8292, 26928, 6372, 12488, -17280, -3968, 42758, -16068, 86612, 0, -47066, -18384, 163464, -53936, -17608, -19872, 18492, 15552, 16874, 38360, 7832, -10272, 0, 31376, 25760, -60408, -6828, 15168, -15320, -2784, 36332, 136180, 116834, 7344, -45530, 0, 66488, 5376, 46760, 7980, -22568, -6368, 41330, -35976, 18344, -46432, 4624, 5544, 0, 2248, 9180, 23024, 22772, 7072, -7932, 11734, 1400, -128, -97430, -9760, 173176, 0, 18409, 34440, 57068, 37392, 27838, 25048, 18504, -4736, 94044, 118264, 14232, -13912, 0, -24672, -33460, 4192, 117222, -28572, 20424, 5072, 4864, 1576, -28952, 5952, -17680, 0, -37180, 29840, -76006, -16084, 26184, -7168, -5386, -1576, 39772, 13856, -31564, 1096, 0, -1536, -25810, -36272, 149576, -23672, -34610, -3624, 13588, -13504, 202932, -20588, 169974, 0, -59856, -19608, -49124, 20720, 35980, 848, -21008, -8232, -3772, -12976, -18752, 3056, 0, 118196, 20788, 45264, -37534, 6240, 31400, -11744, 9262, -29644, -274552, 2352, -247120, 0, 179352, 7824, -221290, -39216, -16, 48400, -16884, 57944, -319316, -1408, -58208, 27716, 0, -47304, 94846, 184876, -227176, -6688, 38080, -3040, 1520, -3472, 221332, -2664, 46716, 0, -206702, -5680, 40952, -3312, 47760, 26944, 68660, 11776, 10987, 9696, -12992, 616, 0, -302016, -68052, -15488, -246040, -19628, -66396, 17296, 43382, -206896, 64108, 13600, 18574, 0, -219826, -41728, -237084, 1536, 61012, -1152, -94112, -46628, 230524, 29680, 17736, -247808, 0, -10000, -50466, 3152, -106640, -5280, -59634, 30640, 18776, -3840, -223218, 46470, 250510, 0, 266628, 14624, -33712, -24000, 22564, 109432, -13148, -6256, -209776, -235952, -71160, 5632, 0, 161200, 79960, 76884, -63014, -60032, -19776, -10448, 3704, -11432, -17930, -36512, -213944, 0, 73496, -1792, -147756, 162920, -77920, -16968, -82308, 35848, -98392, 39104, -17272, -10632, 0, 5456, -50506, -204480, 361328, -14144, -10546, 18752, -83616, 14560, 24736, 52488, -206256, 0, -47862, -48328, 341496, -20592, 26262, -15120, 61584, -768, -170336, -44032, 44668, 110064, 0, -53196, -59112, -22784, 199364, -16636, -60580, 47760, -20016, 46928, -152536, 3584, 20307, 0, 265340, 24408, -978, -195488, -23780, 3736, 16208, -14960, 311306, 2312, 109660, 66640, 0, 5056, -9198, 7200, 87608, -56664, 60306, 20240, 53476, 26592, 31532, 27936, 26152, 0, -45748, 35824, 60728, -256, 38604, -12144, -21324, -4656, 240780, 32476, -20344, 30480], '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: 259874
    {'conductor': 13, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '338.4.a.e', 'source_level': 338, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '26.4.a.a', 'target_level': 26, 'twist_class_label': '26.4.a.a', 'twist_class_level': 26, 'twisting_char_label': '13.b', 'twisting_char_orbit': 2, 'weight': 4}
  • id: 259875
    {'conductor': 52, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '338.4.a.e', 'source_level': 338, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '208.4.a.c', 'target_level': 208, 'twist_class_label': '26.4.a.a', 'twist_class_level': 26, 'twisting_char_label': '52.b', 'twisting_char_orbit': 2, 'weight': 4}
  • id: 259876
    {'conductor': 39, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '338.4.a.e', 'source_level': 338, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '234.4.a.g', 'target_level': 234, 'twist_class_label': '26.4.a.a', 'twist_class_level': 26, 'twisting_char_label': '39.d', 'twisting_char_orbit': 4, 'weight': 4}
  • id: 259877
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '338.4.a.e', 'source_level': 338, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '338.4.a.e', 'target_level': 338, 'twist_class_label': '26.4.a.a', 'twist_class_level': 26, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 4}
  • id: 259878
    {'conductor': 13, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '338.4.a.e', 'source_level': 338, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '338.4.b.c', 'target_level': 338, 'twist_class_label': '26.4.a.a', 'twist_class_level': 26, 'twisting_char_label': '13.d', 'twisting_char_orbit': 4, 'weight': 4}
  • id: 259879
    {'conductor': 13, 'degree': 2, 'multiplicity': 2, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '338.4.a.e', 'source_level': 338, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '338.4.c.b', 'target_level': 338, 'twist_class_label': '26.4.a.a', 'twist_class_level': 26, 'twisting_char_label': '13.c', 'twisting_char_orbit': 3, 'weight': 4}
  • id: 259880
    {'conductor': 13, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '338.4.a.e', 'source_level': 338, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '338.4.c.f', 'target_level': 338, 'twist_class_label': '26.4.a.a', 'twist_class_level': 26, 'twisting_char_label': '13.e', 'twisting_char_orbit': 5, 'weight': 4}
  • id: 259881
    {'conductor': 13, 'degree': 4, 'multiplicity': 4, 'order': 12, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '338.4.a.e', 'source_level': 338, 'target_char_orbit': 5, 'target_dim': 4, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '338.4.e.b', 'target_level': 338, 'twist_class_label': '26.4.a.a', 'twist_class_level': 26, 'twisting_char_label': '13.f', 'twisting_char_orbit': 6, 'weight': 4}
  • id: 259882
    {'conductor': 65, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '338.4.a.e', 'source_level': 338, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '650.4.a.f', 'target_level': 650, 'twist_class_label': '26.4.a.a', 'twist_class_level': 26, 'twisting_char_label': '65.d', 'twisting_char_orbit': 4, 'weight': 4}
  • id: 259883
    {'conductor': 65, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '338.4.a.e', 'source_level': 338, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '650.4.b.b', 'target_level': 650, 'twist_class_label': '26.4.a.a', 'twist_class_level': 26, 'twisting_char_label': '65.h', 'twisting_char_orbit': 8, 'weight': 4}
  • id: 259884
    {'conductor': 104, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '338.4.a.e', 'source_level': 338, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '832.4.a.e', 'target_level': 832, 'twist_class_label': '26.4.a.a', 'twist_class_level': 26, 'twisting_char_label': '104.e', 'twisting_char_orbit': 5, 'weight': 4}
  • id: 259885
    {'conductor': 104, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '338.4.a.e', 'source_level': 338, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 13, 'target_is_minimal': False, 'target_label': '832.4.a.m', 'target_level': 832, 'twist_class_label': '26.4.a.a', 'twist_class_level': 26, 'twisting_char_label': '104.h', 'twisting_char_orbit': 8, 'weight': 4}
  • id: 259886
    {'conductor': 91, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '338.4.a.e', 'source_level': 338, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '1274.4.a.b', 'target_level': 1274, 'twist_class_label': '26.4.a.a', 'twist_class_level': 26, 'twisting_char_label': '91.b', 'twisting_char_orbit': 2, 'weight': 4}
  • id: 259887
    {'conductor': 156, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '338.4.a.e', 'source_level': 338, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '1872.4.a.c', 'target_level': 1872, 'twist_class_label': '26.4.a.a', 'twist_class_level': 26, 'twisting_char_label': '156.h', 'twisting_char_orbit': 8, 'weight': 4}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 735800
    {'charpoly_factorization': [[[-2, 1], 1]], 'hecke_orbit_code': 18014398576591186, 'p': 2}
  • id: 735801
    {'charpoly_factorization': [[[-3, 1], 1]], 'hecke_orbit_code': 18014398576591186, 'p': 3}
  • id: 735802
    {'charpoly_factorization': [[[11, 1], 1]], 'hecke_orbit_code': 18014398576591186, 'p': 5}
  • id: 735803
    {'charpoly_factorization': [[[19, 1], 1]], 'hecke_orbit_code': 18014398576591186, 'p': 7}
  • id: 735804
    {'charpoly_factorization': [[[-38, 1], 1]], 'hecke_orbit_code': 18014398576591186, 'p': 11}
  • id: 735805
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 18014398576591186, 'p': 13}
  • id: 735806
    {'charpoly_factorization': [[[51, 1], 1]], 'hecke_orbit_code': 18014398576591186, 'p': 17}
  • id: 735807
    {'charpoly_factorization': [[[90, 1], 1]], 'hecke_orbit_code': 18014398576591186, 'p': 19}
  • id: 735808
    {'charpoly_factorization': [[[52, 1], 1]], 'hecke_orbit_code': 18014398576591186, 'p': 23}
  • id: 735809
    {'charpoly_factorization': [[[190, 1], 1]], 'hecke_orbit_code': 18014398576591186, 'p': 29}
  • id: 735810
    {'charpoly_factorization': [[[292, 1], 1]], 'hecke_orbit_code': 18014398576591186, 'p': 31}
  • id: 735811
    {'charpoly_factorization': [[[-441, 1], 1]], 'hecke_orbit_code': 18014398576591186, 'p': 37}
  • id: 735812
    {'charpoly_factorization': [[[312, 1], 1]], 'hecke_orbit_code': 18014398576591186, 'p': 41}
  • id: 735813
    {'charpoly_factorization': [[[-373, 1], 1]], 'hecke_orbit_code': 18014398576591186, 'p': 43}
  • id: 735814
    {'charpoly_factorization': [[[-41, 1], 1]], 'hecke_orbit_code': 18014398576591186, 'p': 47}
  • id: 735815
    {'charpoly_factorization': [[[-468, 1], 1]], 'hecke_orbit_code': 18014398576591186, 'p': 53}
  • id: 735816
    {'charpoly_factorization': [[[530, 1], 1]], 'hecke_orbit_code': 18014398576591186, 'p': 59}
  • id: 735817
    {'charpoly_factorization': [[[-592, 1], 1]], 'hecke_orbit_code': 18014398576591186, 'p': 61}
  • id: 735818
    {'charpoly_factorization': [[[-206, 1], 1]], 'hecke_orbit_code': 18014398576591186, 'p': 67}
  • id: 735819
    {'charpoly_factorization': [[[-863, 1], 1]], 'hecke_orbit_code': 18014398576591186, 'p': 71}
  • id: 735820
    {'charpoly_factorization': [[[-322, 1], 1]], 'hecke_orbit_code': 18014398576591186, 'p': 73}
  • id: 735821
    {'charpoly_factorization': [[[460, 1], 1]], 'hecke_orbit_code': 18014398576591186, 'p': 79}
  • id: 735822
    {'charpoly_factorization': [[[528, 1], 1]], 'hecke_orbit_code': 18014398576591186, 'p': 83}
  • id: 735823
    {'charpoly_factorization': [[[870, 1], 1]], 'hecke_orbit_code': 18014398576591186, 'p': 89}
  • id: 735824
    {'charpoly_factorization': [[[-346, 1], 1]], 'hecke_orbit_code': 18014398576591186, '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': '338.4.a.e', 'level': 338, '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: 39794671
    {'hecke_orbit_code': 18014398576591186, 'n': 1, 'trace_an': 1}
  • id: 39794672
    {'hecke_orbit_code': 18014398576591186, 'n': 2, 'trace_an': 2}
  • id: 39794673
    {'hecke_orbit_code': 18014398576591186, 'n': 3, 'trace_an': 3}
  • id: 39794674
    {'hecke_orbit_code': 18014398576591186, 'n': 4, 'trace_an': 4}
  • id: 39794675
    {'hecke_orbit_code': 18014398576591186, 'n': 5, 'trace_an': -11}
  • id: 39794676
    {'hecke_orbit_code': 18014398576591186, 'n': 6, 'trace_an': 6}
  • id: 39794677
    {'hecke_orbit_code': 18014398576591186, 'n': 7, 'trace_an': -19}
  • id: 39794678
    {'hecke_orbit_code': 18014398576591186, 'n': 8, 'trace_an': 8}
  • id: 39794679
    {'hecke_orbit_code': 18014398576591186, 'n': 9, 'trace_an': -18}
  • id: 39794680
    {'hecke_orbit_code': 18014398576591186, 'n': 10, 'trace_an': -22}
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  • id: 39794682
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  • id: 39794684
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  • id: 39794685
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  • id: 39794686
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  • id: 39794687
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  • id: 39794688
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  • id: 39794689
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  • id: 39794690
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  • id: 39794692
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  • id: 39794693
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  • id: 39794694
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  • id: 39794696
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  • id: 39794697
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  • id: 39794698
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  • id: 39794699
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  • id: 39794700
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  • id: 39794701
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  • id: 39794702
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  • id: 39794703
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  • id: 39794704
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  • id: 39794705
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  • id: 39794706
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  • id: 39794707
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  • id: 39794708
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  • id: 39794709
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  • id: 39794710
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  • id: 39794711
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  • id: 39794712
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  • id: 39794713
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  • id: 39794714
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  • id: 39794715
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  • id: 39794716
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  • id: 39794717
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  • id: 39794718
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  • id: 39794719
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  • id: 39794720
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  • id: 39794721
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  • id: 39794722
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  • id: 39794723
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  • id: 39794724
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  • id: 39794725
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  • id: 39794726
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  • id: 39794727
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  • id: 39794728
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  • id: 39794729
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  • id: 39794730
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  • id: 39794731
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  • id: 39794732
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  • id: 39794733
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  • id: 39794734
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  • id: 39794735
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  • id: 39794736
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  • id: 39794737
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  • id: 39794738
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  • id: 39794739
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  • id: 39794740
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  • id: 39794741
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  • id: 39794742
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  • id: 39794743
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  • id: 39794744
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  • id: 39794745
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  • id: 39794746
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  • id: 39794747
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  • id: 39794748
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  • id: 39794749
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  • id: 39794750
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  • id: 39794751
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  • id: 39794752
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  • id: 39794753
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  • id: 39794754
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  • id: 39794755
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  • id: 39794756
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  • id: 39794757
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  • id: 39794758
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  • id: 39794759
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  • id: 39794760
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  • id: 39794761
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  • id: 39794762
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  • id: 39794763
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  • id: 39794764
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  • id: 39794765
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  • id: 39794766
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  • id: 39794767
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  • id: 39794768
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  • id: 39794769
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  • id: 39794770
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  • id: 39794771
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  • id: 39794772
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  • id: 39794773
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  • id: 39794774
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  • id: 39794775
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  • id: 39794776
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  • id: 39794777
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  • id: 39794778
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  • id: 39794779
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  • id: 39794780
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  • id: 39794781
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  • id: 39794782
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  • id: 39794783
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  • id: 39794784
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  • id: 39794785
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  • id: 39794786
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  • id: 39794787
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  • id: 39794788
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  • id: 39794789
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  • id: 39794790
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  • id: 39794791
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  • id: 39794792
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  • id: 39794793
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  • id: 39794794
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  • id: 39794795
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  • id: 39794796
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  • id: 39794797
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  • id: 39794798
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  • id: 39794799
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  • id: 39794800
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  • id: 39794801
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  • id: 39794802
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  • id: 39794803
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  • id: 39794804
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  • id: 39794805
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  • id: 39794806
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  • id: 39794807
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  • id: 39794808
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  • id: 39794809
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  • id: 39794810
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  • id: 39794811
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  • id: 39794812
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  • id: 39794813
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  • id: 39794814
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  • id: 39794815
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  • id: 39794816
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  • id: 39794817
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  • id: 39794818
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  • id: 39794819
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  • id: 39794820
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  • id: 39794821
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  • id: 39794822
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  • id: 39794823
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  • id: 39794824
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  • id: 39794825
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  • id: 39794826
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  • id: 39794827
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  • id: 39794828
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  • id: 39794829
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  • id: 39794830
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  • id: 39794831
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  • id: 39794832
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  • id: 39794833
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  • id: 39794834
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  • id: 39794835
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  • id: 39794836
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  • id: 39794837
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  • id: 39794838
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  • id: 39794839
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  • id: 39794840
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  • id: 39794841
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  • id: 39794842
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  • id: 39794843
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  • id: 39794844
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  • id: 39794845
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  • id: 39794846
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  • id: 39794847
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  • id: 39794848
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  • id: 39794849
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  • id: 39794850
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  • id: 39794851
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  • id: 39794852
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  • id: 39794853
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  • id: 39794854
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  • id: 39794855
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  • id: 39794856
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  • id: 39794857
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  • id: 39794858
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  • id: 39794859
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  • id: 39794860
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  • id: 39794861
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  • id: 39794862
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  • id: 39794863
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  • id: 39794864
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  • id: 39794865
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  • id: 39794866
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  • id: 39794867
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  • id: 39794868
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  • id: 39794869
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  • id: 39794870
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  • id: 39794871
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  • id: 39794872
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  • id: 39794873
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  • id: 39794874
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  • id: 39794875
    {'hecke_orbit_code': 18014398576591186, 'n': 647, 'trace_an': -11786}
  • id: 39794876
    {'hecke_orbit_code': 18014398576591186, 'n': 653, 'trace_an': -9672}
  • id: 39794877
    {'hecke_orbit_code': 18014398576591186, 'n': 659, 'trace_an': 17460}
  • id: 39794878
    {'hecke_orbit_code': 18014398576591186, 'n': 661, 'trace_an': -8702}
  • id: 39794879
    {'hecke_orbit_code': 18014398576591186, 'n': 673, 'trace_an': -22667}
  • id: 39794880
    {'hecke_orbit_code': 18014398576591186, 'n': 677, 'trace_an': -18516}
  • id: 39794881
    {'hecke_orbit_code': 18014398576591186, 'n': 683, 'trace_an': 4772}
  • id: 39794882
    {'hecke_orbit_code': 18014398576591186, 'n': 691, 'trace_an': -19672}
  • id: 39794883
    {'hecke_orbit_code': 18014398576591186, 'n': 701, 'trace_an': -9828}
  • id: 39794884
    {'hecke_orbit_code': 18014398576591186, 'n': 709, 'trace_an': 15730}
  • id: 39794885
    {'hecke_orbit_code': 18014398576591186, 'n': 719, 'trace_an': -17890}
  • id: 39794886
    {'hecke_orbit_code': 18014398576591186, 'n': 727, 'trace_an': -6386}
  • id: 39794887
    {'hecke_orbit_code': 18014398576591186, 'n': 729, 'trace_an': 9477}
  • id: 39794888
    {'hecke_orbit_code': 18014398576591186, 'n': 733, 'trace_an': -2273}
  • id: 39794889
    {'hecke_orbit_code': 18014398576591186, 'n': 739, 'trace_an': 4980}
  • id: 39794890
    {'hecke_orbit_code': 18014398576591186, 'n': 743, 'trace_an': -7483}
  • id: 39794891
    {'hecke_orbit_code': 18014398576591186, 'n': 751, 'trace_an': 31632}
  • id: 39794892
    {'hecke_orbit_code': 18014398576591186, 'n': 757, 'trace_an': -16116}
  • id: 39794893
    {'hecke_orbit_code': 18014398576591186, 'n': 761, 'trace_an': -14622}
  • id: 39794894
    {'hecke_orbit_code': 18014398576591186, 'n': 769, 'trace_an': -9840}
  • id: 39794895
    {'hecke_orbit_code': 18014398576591186, 'n': 773, 'trace_an': -4823}
  • id: 39794896
    {'hecke_orbit_code': 18014398576591186, 'n': 787, 'trace_an': -28424}
  • id: 39794897
    {'hecke_orbit_code': 18014398576591186, 'n': 797, 'trace_an': 33294}
  • id: 39794898
    {'hecke_orbit_code': 18014398576591186, 'n': 809, 'trace_an': -18585}
  • id: 39794899
    {'hecke_orbit_code': 18014398576591186, 'n': 811, 'trace_an': 19348}
  • id: 39794900
    {'hecke_orbit_code': 18014398576591186, 'n': 821, 'trace_an': 15853}
  • id: 39794901
    {'hecke_orbit_code': 18014398576591186, 'n': 823, 'trace_an': 23898}
  • id: 39794902
    {'hecke_orbit_code': 18014398576591186, 'n': 827, 'trace_an': -35634}
  • id: 39794903
    {'hecke_orbit_code': 18014398576591186, 'n': 829, 'trace_an': -29390}
  • id: 39794904
    {'hecke_orbit_code': 18014398576591186, 'n': 839, 'trace_an': 27040}
  • id: 39794905
    {'hecke_orbit_code': 18014398576591186, 'n': 841, 'trace_an': 11711}
  • id: 39794906
    {'hecke_orbit_code': 18014398576591186, 'n': 853, 'trace_an': 15467}
  • id: 39794907
    {'hecke_orbit_code': 18014398576591186, 'n': 857, 'trace_an': 15694}
  • id: 39794908
    {'hecke_orbit_code': 18014398576591186, 'n': 859, 'trace_an': 2180}
  • id: 39794909
    {'hecke_orbit_code': 18014398576591186, 'n': 863, 'trace_an': 26537}
  • id: 39794910
    {'hecke_orbit_code': 18014398576591186, 'n': 877, 'trace_an': -23829}
  • id: 39794911
    {'hecke_orbit_code': 18014398576591186, 'n': 881, 'trace_an': 24117}
  • id: 39794912
    {'hecke_orbit_code': 18014398576591186, 'n': 883, 'trace_an': -14537}
  • id: 39794913
    {'hecke_orbit_code': 18014398576591186, 'n': 887, 'trace_an': 12064}
  • id: 39794914
    {'hecke_orbit_code': 18014398576591186, 'n': 907, 'trace_an': 38409}
  • id: 39794915
    {'hecke_orbit_code': 18014398576591186, 'n': 911, 'trace_an': -49578}
  • id: 39794916
    {'hecke_orbit_code': 18014398576591186, 'n': 919, 'trace_an': 8280}
  • id: 39794917
    {'hecke_orbit_code': 18014398576591186, 'n': 929, 'trace_an': -3180}
  • id: 39794918
    {'hecke_orbit_code': 18014398576591186, 'n': 937, 'trace_an': 14214}
  • id: 39794919
    {'hecke_orbit_code': 18014398576591186, 'n': 941, 'trace_an': -8917}
  • id: 39794920
    {'hecke_orbit_code': 18014398576591186, 'n': 947, 'trace_an': -34074}
  • id: 39794921
    {'hecke_orbit_code': 18014398576591186, 'n': 953, 'trace_an': 24383}
  • id: 39794922
    {'hecke_orbit_code': 18014398576591186, 'n': 961, 'trace_an': 55473}
  • id: 39794923
    {'hecke_orbit_code': 18014398576591186, 'n': 967, 'trace_an': 16171}
  • id: 39794924
    {'hecke_orbit_code': 18014398576591186, 'n': 971, 'trace_an': -18513}
  • id: 39794925
    {'hecke_orbit_code': 18014398576591186, 'n': 977, 'trace_an': 39966}
  • id: 39794926
    {'hecke_orbit_code': 18014398576591186, 'n': 983, 'trace_an': 44317}
  • id: 39794927
    {'hecke_orbit_code': 18014398576591186, 'n': 991, 'trace_an': 52422}
  • id: 39794928
    {'hecke_orbit_code': 18014398576591186, 'n': 997, 'trace_an': -2026}