Newform data - 350.4.a.j

Formats: - HTML - YAML - JSON - 2026-07-16T20:14:14.465770

• 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': 5600, 'analytic_conductor': 20.650668502009214, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [5, -1], [7, -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': [350, 1, [127, 101], [1, 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, [-10, 1]], [11, [-9, 1]]], 'hecke_orbit': 10, 'hecke_orbit_code': 40532396713443678, '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': True, 'label': '350.4.a.j', 'level': 350, '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, 5, 7], 'level_radical': 70, 'minimal_twist': '350.4.a.j', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-2q^{2}+10q^{3}+4q^{4}-20q^{6}+7q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '3.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '350.4.a', 'trace_display': [-2, 10, 0, 7], 'trace_hash': 1789969277224676776, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.016', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.017', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.011', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.087', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '5.368', 'prec': 17}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 'traces': [1, -2, 10, 4, 0, -20, 7, -8, 73, 0, 9, 40, -52, -14, 0, 16, 96, -146, -10, 0, 70, -18, 75, -80, 0, 104, 460, 28, 189, 0, -232, -32, 90, -192, 0, 292, 305, 20, -520, 0, -438, -140, 353, 36, 0, -150, -486, 160, 49, 0, 960, -208, -354, -920, 0, -56, -100, -378, -672, 0, 206, 464, 511, 64, 0, -180, 599, 384, 750, 0, -471, -584, 614, -610, 0, -40, 63, 1040, 743, 0, 2629, 876, 996, 280, 0, -706, 1890, -72, 180, 0, -364, 300, -2320, 972, 0, -320, -184, -98, 657, 0, -726, -1920, -1798, 416, 0, 708, 876, 1840, -691, 0, 3050, 112, -1521, 200, 0, 756, -3796, 1344, 672, 0, -1250, -412, -4380, -928, 0, -1022, 1031, -128, 3530, 0, -1116, 360, -70, -1198, 0, -768, -1398, -1500, 674, 0, -4860, 942, -468, 1168, 0, -1228, 490, 1220, -1281, 0, 953, 80, 7008, -126, 0, -2080, 650, -1486, -3540, 0, 525, -5258, 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-146016, -48066, 58170, -63440, 0, -127896, 212868, 5360, 223760, 0, -134070, 21000, -121153, -103216, 0, -20000, 66612, 19200, 32942, 0, 30180, 23508, 113211, -110960, 0, -9436, -60480, 61604, 69768, 0, -71026, -6592, -118552, -25530, 0, 37280, 17980, -3240, -296820, 0, -107970, 100886, -49556, 15588, 0, 64224, 46767, -70080, -5832, 0, 282440, 72576, 113508, 68040, 0, -4160, 20520, -52950, -24942, 0, -1582, 85010, 142220, -14848, 0, 201620, 4406, -13188, -364416, 0, -26226, -79680, -84166, -119308, 0, 32528, 102486, -280600, -34477, 0, 141750, 6552, 29505, -7200, 0, 129024, -227614, -11040, -21462, 0, -114553, -43992, 18540, -7080, 0, -16352, 48926, -28822, 209420, 0, -171558, -155560, 30121, -5400, 0, -62424, -15513, 20280, 17132, 0, 130740, 16496, -8760, 222066, 0, 23760, -12880, 426, -15789, 0, -33800, 10028, -438, 17192, 0, 41760, 13500, -2048, -313830, 0, 30240, -18400, 18818, 77272, 0, 28608, -120000, -6860, -89019, 0, -42778, -26766, 70254, 56480, 0, -84676, 184080, -17496, -38802, 0, 6910, -17080, -6220, -39552, 0, -33360, -138968, 71780, 28980, 0, 167181, -20340, 119948, 68088, 0, 17934, 131619, -110376, -71080, 0, -420480, -62992, -27300, -207400, 0, -17856, 94389, -79896, -96042, 0, -7884, -83470, 77820, 47352, 0, 273416, 17297, -89088, -30500, 0, -13152, 5760, 47474, -13342, 0, -26168, 116046, 188640, -48464, 0, -50820, 49620, -5409, -196224, 0, 49280, 75020, -1120, 191685, 0, -34720, 91104, 341780, 3312, 0, -14400, -141190, 54968, -174000, 0, -99510, -98112, 50615, -19168, 0, -115290, 15210, -25920, -46228, 0, -392448, 14112, -61893, -151140, 0, 1764, -208140, 103584, 98976, 0, -161452, 72900, -125860, -13492, 0, 135180, -18117, 2720, -48910, 0, 9360, -116560, 155052, 67550, 0, -12288, 42252, 182500, 111251, 0, 143600, 132288, -204960, 29120, 0, 105782, 302680, -57556, 2934, 0, 64022, -22368, 338880, -41460, 0, 60152, 87880, -9100, -15880, 0, 109272, 233240, 38606, -7560, 0, -89286, 107331, -24000, 132373, 0, 53910, 20804, -47487, 402960, 0, -37648, 29570, 6996, -31143, 0, -179158, 13068, 37960, 10784, 0, 49560, -107136, -19716, -123840, 0, -13800, 135488, 11907, -63142, 0, -73424, -42315, 47540, 35066, 0, 458160, -13440, -175476, 34560, 0, -12892, 61320, -53448, 43368, 0, -138364, 62712, -202360, -7350, 0, -77760, 62830, -88834, 100740, 0, -6720, 196560, -142448, 1808, 0, 32364, -8394, 73612, -162307, 0, 376010, 15072, -47928, -88540, 0, -57996, 49275, -115008, -124962, 0, -85300, -13048, -133920, -37828, 0, -150526, -98494, -7488, -48370, 0, 140427, -35040, 211106, 141520, 0, 24528, -31731, -92160, 12500, 0, 349440, -44652, -23814, 18688, 0, 67844, 224300, 41480, -169290, 0, 121115, -34424, -261048, 18720, 0, -24040, -70567, 4120, 347040, 0, -53604, -324760, -54450, 27888, 0, 45090, 33696, 14720, -134208, 0, 155855, -12744, -188631, 13980, 0, -19648, 43800, 2520, 69717, 0, -209650, -30874, -42390, -34560, 0, -144000, 66341, -48504, 496881, 0, 34530, 7840, 151528, -15768, 0, 9280, 184542, 162936, 54446, 0, 376460, 49908, 64704, -80520, 0, -7098, -432087, 19520, -134850, 0, 98426, 4272, -106470, 135222, 0, -33120, -87793, 165564, -107120, 0, 41058, 152600, 21590, -20496, 0, 15948, -14616, 13040, 73355, 0, -89880, 31200, -20274, 10220, 0, 13500, -466560, 12438, -24156, 0, 2401, -99898, 82800, -109792, 0, -112020, 188244, -19768, 55260, 0, -164178, 174908, -10310, 90432, 0, 15248, 96270, -241280, 294336, 0, -128772, 11676, -216972, 58080, 0, -127714, -280290, 15536, 7119, 0, -44928, 1280, 80780, -24852, 0, 52920, -127237, 53100, -24820, 0, -52272, -54900, 72590, 101088, 0, -116064, 47976, 112128, -172376, 0, -35300, -14572, -28062, -93400, 0, 52832, -167440, 23340, -50343, 0, 65700, -127540, -355740, -2016, 0, 204108, 107150, 121476, 65990, 0, -66024, 143840, -113182, 7016, 0, -43552, 220302, 94080, 182695, 0, -6630, -117888, 45552, 138000, 0, 27378, -225640, -48288, 11160, 0, 172044, 5040, 343538, -133434, 0, -33280, -54, 39956, 47040, 0, -90228, -98404, 48713, -73168, 0, 9072, -51825, -3600, 31252, 0, -609928, 10400, 52899, -720, 0, 117120, -2940, 23652, -5274, 0, 170435, -19136, 113320, 113996, 0, -109900, -47313, -23776, 487713, 0, -223875, -238240, -122976, 40796, 0, 35592, -237216, 447120, -97576, 0, -87500, -203232, -37065, -56640, 0, 11980, -16498, -10192, -187890, 0, -19252, -13608, 228750, 52836, 0, -137532, 176375, -48268, -288520, 0, 104676, -28840, 11637, 23268, 0, 37824, 91488, -70080, -81634, 0, -74220, 89504, -231072, 68328, 0, 8400, 81380, 140178, 11496, 0, 34020, 5156, -223818, 7680, 0, -54000, -16952, 12072, -321990, 0, 32865, -84128, -30760, -145258, 0, -24192, -17346, -302080, -114075, 0, 314119, -41832, 13980, -64960, 0, -29986, 66870, 14912, -92454, 0, -16639, -118728, -311480, 40128, 0, 55280, 1706, -12096, -84640, 0, 143430, 15000, 72718, -28032, 0, -75504, -143655, 179288, -48384, 0, -111580, 27216, -213237, -298960, 0, 8208, 315360, 10932, -68796, 0, -6740, -5728, 162720, 56888, 0, -45080, -118969, 80648, 90710, 0, -6030, -199680, 30989, -53986, 0, -31872, 186723, -99600, 168698, 0, -301380, 46458, 74412, -178120, 0, 163792, 72170, 56700, 62400, 0, -73687, -2880, 124830, 12264, 0, -124720, -34036, -186992, 48600, 0, 32256, 187026, 38717, 7416, 0, -142656, -169386, -8960, 227681, 0, -284700, 83768, 259656, -247500, 0, -62224, -438480, -9420, -87351, 0, 187270, 8414, -339840, 8112, 0, 78840, 125054, 52296, 180383, 0, 57645, 121680, -143695, 100800, 0, -5152, 4680, -139138, 81932, 0, 258440, -36564, -4893, -240, 0, 183708, -333960, 16704, 204408, 0, -33748, -125532, 408150, 133506, 0, -11680, 50400, -84744, 89640, 0, 10965, -216700, 309712, -2744, 0, -84090, -262362, -23440, 116588, 0, -78120, 22592, 154551, -504768, 0, 73632, -53890, 28182, -41760, 0, 12420, 168998, -482092, -2488, 0, -114000, 176675, -13344, 244920, 0, 89472, 18396, 326592, 12280, 0, -8136, 241092, -122560, -53410, 0, -827080, 91104, -93750, -60480, 0, -4564, 436620, -168192, 169974, 0, -191764, -82960, -4900, -18558, 0, 51720, 1751, -119800, 440628, 0, 133350, 196200, 1850, 31128, 0, -30900, 39207, 191360, -23561, 0, -119500, -12200, -34776, -83860, 0, 2304, 667658, -48870, -201792, 0, 84448, -191232, -84480, 75456, 0, -94900, -32184, -20328, -328500, 0, 12810, -107520, 67172, -71864, 0, 30008, 238905, -63540, -17280, 0, 256920, -18522, -13428, 216956, 0, 119066, -319280, -5760, 19215, 0, -155701, -69600, -324777, 60720, 0, -53760, -102427, -139756, 475470, 0, 31170, 325680, 32690, -10368, 0, -151572, -100116, -215040, -9530, 0, 124173, -60456, 48672, 4080, 0, -83256, -97860, 44898, -247656, 0, 211447, 20088, 240330, -50344, 0, 317200, 54998, 54072, 402960, 0, -32928, -26800, -53271, 70448, 0, -46624, -46740, -76650, 162136, 0, 516080, -68370, -89304, 100000, 0, -153130, -70080, 57440, 249774, 0, 206298, 11648, -117540, -225504, 0, 270868, 210422, 161528, 47180, 0, 77325, -308020, 226615, 135552, 0, 1260, 169056, 32960, -137214, 0, 127650, -6352, 252, -136072, 0, 93296, 16200, -158184, 211140, 0, -80064, -89464, -317860, -9600, 0, -77940, 38465, 21564, -321120, 0, 312, 255792, 7508, 83384, 0, 11828, -188682, -362880, -15876, 0, -248346, 134538, 54141, 20800, 0, 141104, 264750, 19824, 128070, 0, -169300, -49536, -425050, 88392, 0, 74240, 30472, 224300, -735913, 0, -3060, 65940, -6500, 19016, 0, 132186, -339822, 290832, 10094, 0, 596540, 13824, -268932, -162640, 0, 24528, 801845, 12942, -254346, 0], '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], [10], [4], [0], [-20], [7], [-8], [73], [0], [9], [40], [-52], [-14], [0], [16], [96], [-146], [-10], [0], [70], [-18], [75], [-80], [0], [104], [460], [28], [189], [0], [-232], [-32], [90], [-192], [0], [292], [305], [20], [-520], [0], [-438], [-140], [353], [36], [0], [-150], [-486], [160], [49], [0], [960], [-208], [-354], [-920], [0], [-56], [-100], [-378], [-672], [0], [206], [464], [511], [64], [0], [-180], [599], [384], [750], [0], [-471], [-584], [614], [-610], [0], [-40], [63], [1040], [743], [0], [2629], [876], [996], [280], [0], [-706], [1890], [-72], [180], [0], [-364], [300], [-2320], [972], [0], [-320], [-184], [-98], [657], [0]], 'ap': [[-2], [10], [0], [7], [9], [-52], [96], [-10], [75], [189], [-232], [305], [-438], [353], [-486], [-354], [-672], [206], [599], [-471], [614], [743], [996], [180], [-184], [-726], [-1798], [876], [-691], [-1521], [1031], [-1116], [-1398], [674], [-1281], [953], [650], [932], [-180], [-834], [-648], [-2914], [-876], [-601], [-2013], [326], [-5956], [-3118], [-6], [-586], [1293], [-5376], [-670], [1380], [-3576], [-5919], [-1764], [-340], [4706], [6681], [-226], [4320], [-6604], [6036], [9146], [-4449], [-10081], [7778], [1017], [10370], [-9432], [7557], [-11662], [-2377], [4427], [4608], [-699], [-7630], [5601], [4670], [36], [5495], [2700], [15104], [14948], [4980], [12375], [10835], [5700], [6128], [-9810], [-204], [15401], [3897], [8132], [-10998], [5940], [17022], [-15748], [-3373], [-14389], [-4929], [15678], [-14499], [-9457], [10370], [-12126], [1068], [3375], [-27448], [3884], [-3643], [30369], [-10888], [28499], [5817], [22376], [3018], [-29682], [2052], [14222], [20942], [13074], [-31383], [-622], [7782], [7502], [-20814], [14360], [-1588], [2957], [-12384], [-20236], [37601], [-13392], [22430], [34704], [37646], [-8988], [-28029], [8078], [-35574], [6599], [-663], [-22564], [-294], [-28852], [-7422], [8138], [-32199], [-11158], [16272], [9071], [-30138], [25844], [40815], [-5389], [43662], [-11950], [-8448], [25692], [47547], [51608], [-11754], [12765], [-32112], [-42505], [59654], [14411], [31212], [-213], [-5014], [13383], [42338], [-35890], [39948], [41735], [-24810], [-24640], [-27484], [-33775], [-66144], [-52891], [20730], [44643], [-3498], [31571], [6446], [44417], [22326], [-33922], [-22545], [15437], [-24954], [-67611], [-7974], [49949], [63857], [12426], [58032], [-11670], [63770], [-3508], [-19978], [-11826], [-26418], [24134], [-18912], [-70089], [-2578], [72629], [20916], [14993], [-20064], [-5466], [2864], [26993], [18282], [-66753], [42045], [-84499], [59900], [24435], [-59533], [-30360], [69878], [75786], [-22449], [-35224], [34185], [76565], [-80764], [44732], [-67269], [-70552], [-44196], [-112150], [-66093], [-6471], [18720], [-86529], [70508], [-35356], [-63541], [-33168], [42840], [24446], [-12270], [-100480], [98088], [-31678], [69078], [-111288], [46508], [122190], [16116], [58277], [64076], [101382], [-14614], [-110764], [14769], [6068], [44048], [-41106], [-41008], [11643], [-99354], [-12391], [-103767], [32564], [-129004], [-89212], [-5953], [9140], [29492], [-21831], [66746], [-57241], [47544], [39042], [149792], [-56436], [122612], [28502], [-17727], [63263], [-89025], [-63124], [95202], [28707], [-33900], [-84999], [-134070], [-121153], [69768], [-71026], [113508], [-24942], [4406], [-84166], [102486], [-34477], [29505], [-114553], [48926], [-15513], [17132], [-15789], [18818], [70254], [-38802], [167181], [119948], [131619], [-71080], [-96042], [-13152], [47474], [191685], [-34720], [-141190], [-99510], [50615], [-61893], [-161452], [111251], [38606], [107331], [-47487], [-179158], [-42315], [35066], [-175476], [-138364], [-8394], [-162307], [-47928], [-85300], [-98494], [211106], [-31731], [-169290], [121115], [-188631], [69717], [-209650], [66341], [34530], [184542], [98426], [-87793], [41058], [21590], [73355], [-20274], [-24156], [-164178], [96270], [-216972], [-127237], [-52272], [47976], [-50343], [107150], [-113182], [220302], [48713], [170435], [-223875], [-97576], [-37065], [-187890], [-19252], [176375], [11496], [32865], [-30760], [-92454], [1706], [143430], [-213237], [-118969], [186723], [168698], [74412], [-73687], [-34036], [38717], [-169386], [227681], [259656], [-87351], [125054], [57645], [-143695], [81932], [204408], [-33748], [10965], [116588], [154551], [176675], [241092], [169974], [-191764], [1751], [133350], [1850], [-201792], [67172], [238905], [-13428], [-155701], [-102427], [31170], [-247656], [54998], [-46740], [-89304], [249774], [210422], [169056], [211140], [7508], [-188682], [54141], [128070], [-169300], [-254346]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 40532396713443678, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '350.4.a.j', 'level': 350, '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': [3, 2, 3, 5, 4, 5, 4, 2], 'ALdims_eis_new': [0, 0, 0, 0, 0, 0, 0, 0], 'ALdims_eis_old': [3, 3, 3, 3, 3, 3, 3, 3], 'ALdims_old': [21, 16, 16, 18, 17, 16, 16, 20], 'Nk2': 5600, 'analytic_conductor': 20.650668502009214, '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': [350, 1, [127, 101], [1, 1]], 'conrey_index': 1, 'cusp_dim': 168, 'dim': 28, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [3, 11], 'hecke_orbit_code': 67109214, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 3, 3], 'label': '350.4.a', 'level': 350, '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, 5, 7], 'level_radical': 70, 'mf_dim': 192, 'mf_new_dim': 28, 'num_forms': 24, 'plus_dim': 17, 'prim_orbit_index': 1, 'relative_dim': 28, 'sturm_bound': 240, 'trace_bound': 11, 'trace_display': [4, -10, 0, 0], 'traces': [28, 4, -10, 112, 0, -20, 0, 16, 276, 0, -40, -40, -42, -28, 0, 448, 28, 44, 178, 0, 70, 8, 160, -80, 0, 444, 44, 0, 444, 0, -268, 64, 744, -24, 0, 1104, 188, -204, -272, 0, -848, 84, 764, -160, 0, 336, -1420, -160, 1372, 0, 920, -168, -136, 1600, 0, -112, -948, 848, 502, 0, -2242, 360, 644, 1792, 0, -456, -304, 112, 4776, 0, 2872, 176, -968, -3344, 0, 712, 84, 1264, 144, 0, 7968, -1248, -3630, 280, 0, -3832, 2500, 32, -3100, 0, -1106, 640, 3200, 1592, 0, -320, 4156, 196, -4780, 0, 3718, -472, 1636, 1776, 0, -5272, -2136, 176, 2404, 0, 5980, 0, 3476, -1152, 0, 1776, -378, -4556, 1876, 0, -3696, -1700, -2580, -1072, 0, -1316, -736, 256, 1864, 0, -9682, 2976, 2422, -4024, 0, -96, -2688, 160, -5362, 0, -16456, -3136, -8720, 4416, 0, 496, -490, 752, 752, 0, 7440, -816, -13716, -280, 0, -1088, 6446, -3776, -25076, 0, -4424, 1580, 6068, -3392, 0, -2220, 2732, 336, 2304, 0, -10314, 3056, 4750, -3496, 0, -640, -2724, 1384, -16972, 0, 8746, 1036, 1376, 1344, 0, 5136, -2688, -5680, 3220, 0, -2776, -640, -6740, -19072, 0, 5488, -9888, 9288, -3636, 0, -15220, 5852, 5796, 3680, 0, -184, 6400, -672, 6804, 0, -7764, -544, -2352, -6424, 0, 6400, -1036, 6976, 896, 0, 852, -9480, -16064, -448, 0, 19800, 15826, -3792, 12426, 0, 11144, 3392, 7672, 37148, 0, 2008, -4488, -1904, 21088, 0, 18448, 14932, 11018, -8968, 0, -18704, 11664, 1440, 27712, 0, -33442, 2576, 9120, 10000, 0, 7168, -15888, -7872, 3276, 0, 13348, -18796, -1696, -1824, 0, -28, -25668, -1216, -4766, 0, 15536, 448, 2968, -9536, 0, 19104, 2720, 2860, -26396, 0, -6824, -11376, -862, 11488, 0, 3616, -1988, 704, 21424, 0, 2268, -3872, 4298, -980, 0, -13376, 16440, -3800, 18056, 0, -2492, 6752, 10360, 2848, 0, -35728, -9326, 336, -50144, 0, 48216, 5056, -7324, -24052, 0, 576, 23408, 16872, 61472, 0, 48540, 7840, 14180, 31872, 0, -1424, -3516, -4992, -5628, 0, 34088, -14520, 3220, 4440, 0, 1120, -5124, 452, 4832, 0, -45272, 4596, 0, -15328, 0, -21588, -284, 10000, 13538, 0, 8560, 128, -6520, 19592, 0, -12400, -8596, -10032, 20304, 0, 30844, -15388, 31702, -4424, 0, 7392, 19152, 2560, -90836, 0, 1568, 12800, -8488, 4200, 0, 6368, -23348, -6216, 1272, 0, -4304, 27296, -7748, -1280, 0, -104, 19860, 16624, 11876, 0, 7568, 784, -26124, -7928, 0, -19120, 21854, 11720, 31388, 0, -17560, -51312, 1624, 14872, 0, 1456, -43592, -1888, -8080, 0, -105768, 6544, 2198, -31568, 0, 7104, -19332, -17888, 44862, 0, 28048, -21280, -15860, -21088, 0, 1616, -8050, -8544, -28432, 0, 18144, 704, 29436, -9912, 0, 9616, 37280, -3624, -8984, 0, 13524, 46760, -49920, 23920, 0, 11872, -27980, 0, -31020, 0, 7508, 13904, -42520, 23260, 0, -4608, 32564, 20276, 71660, 0, -43270, 18816, -8560, 7104, 0, 30280, -1174, -1512, 13496, 0, 14208, -18224, 48584, -5776, 0, 7504, 1272, 5520, -81092, 0, -18188, 12560, -7840, -14784, 0, 10300, -14128, -6800, -88724, 0, -69240, -10320, -6184, -36464, 0, -4288, 1680, -49080, 31232, 0, -54144, 2028, 55984, -5264, 0, 12032, 35786, -2944, -44718, 0, 18536, 1024, -29088, 34088, 0, 7456, -35480, -13104, -10480, 0, 3704, 46976, -18686, -38728, 0, 85280, 64320, 11904, 48500, 0, -173386, 9688, 6036, 15440, 0, -16096, 6920, 14548, -1960, 0, 11360, -70560, 41936, -384, 0, -2688, -14996, -10752, -94594, 0, 49588, 640, -8400, -19240, 0, -21448, -40536, 6632, -7888, 0, -17428, -41112, -38866, -65824, 0, 22852, -8596, -12544, -26912, 0, 17852, -34880, 40440, 9968, 0, 17664, 88728, -22836, -90664, 0, 43330, 61800, -64624, 1984, 0, -51308, -63010, -1960, 61208, 0, -96916, 3008, -43072, -40440, 0, 3008, 7408, 35360, -54896, 0, -108020, 31976, -23272, 29760, 0, -21168, 37064, -3264, 20524, 0, 59880, -54864, 45156, 57876, 0, -1120, -68276, 11568, 55862, 0, 75360, 42176, -20944, -4352, 0, -24784, -51032, 25784, 86208, 0, 173096, -15104, 768, 14936, 0, -100304, -2058, -19376, -35696, 0, 2548, -30640, 52102, -17696, 0, -11904, 91908, 6320, 37976, 0, 7896, 24272, -41092, 120344, 0, -13568, -25296, -14616, 64504, 0, 40798, 60024, 46680, -8880, 0, -103008, 53120, 10928, 50560, 0, 116776, 1344, 18432, 12200, 0, 9216, -51258, 36776, 38948, 0, 59196, -109888, 808, -41256, 0, -1372, -29920, 12224, 12412, 0, 28842, 19000, 18116, -38368, 0, -13984, -106136, 19316, 76772, 0, -56492, -46784, -6972, -2560, 0, 15496, 4438, -10896, -50868, 0, 96208, 5536, 41200, -30520, 0, -67888, 98408, 3264, -71740, 0, -29484, 73068, 1700, 34984, 0, 88980, -19124, 4144, 277716, 0, -19976, 5504, -85918, 128816, 0, 5376, 44344, 30128, -182100, 0, 244344, 25256, 71840, 20544, 0, 75160, 37778, -10752, 4256, 0, 124584, -22720, 84524, -35512, 0, 12880, 8940, 30376, 28632, 0, 120432, 67232, 2828, -11104, 0, 48216, -704, -2560, 115408, 0, -222452, -26960, 21114, -15384, 0, -76288, -44268, -76656, -78552, 0, -83472, -62720, -7376, 21952, 0, 89832, 44826, -39552, 157472, 0, -69020, 37152, 40020, 125900, 0, -14544, -5730, -10920, 135736, 0, -19320, 48752, 75416, -60880, 0, 63840, -17448, 23408, 5996, 0, 110454, 23184, -15296, 123120, 0, 14720, 102624, -33456, -100002, 0, -164456, -153512, -25368, -736, 0, 2548, -91376, 25600, -104194, 0, 11796, -2688, 1372, -240912, 0, 27216, -140536, 16940, -54236, 0, 23412, -47560, -77356, -31056, 0, 152424, -38640, -2176, -31560, 0, -53272, -9408, -89626, -37828, 0, -25696, 98260, -42432, 13334, 0, -50764, 60144, -23936, 25600, 0, -119720, -1014, -4144, -134008, 0, -37608, 27904, -40452, -114240, 0, 3584, -57996, 53280, 132200, 0, -227736, 2156, 93232, 3408, 0, -20440, -54292, -37920, 48160, 0, -180760, -64256, -8240, 113912, 0, -1792, 640, 34408, -125056, 0, 35704, 68560, 20440, 79200, 0, 29824, -83840, 63304, 40366, 0, -38728, -15168, -61552, -137480, 0, 49704, -25074, -29296, -327624, 0, -99040, 32484, -80592, 44576, 0, -94272, 61052, 13568, 105852, 0, 8722, 30688, 91448, 81964, 0, 148592, 97120, -5376, -33764, 0, -30746, 20752, 55440, 8032, 0, 30048, 93220, -17952, 78236, 0, -43500, -7616, 38272, -119944, 0, 84352, 196904, -46584, -14056, 0, -56148, -74920, -89232, 73792, 0, -75936, -54408, 59728, -32276, 0, -64686, 44072, 76258, 31744, 0, -35872, 60408, -4448, -67460, 0, 305468, -69856, -44780, -74816, 0, 1408, -53928, 46656, 222856, 0, 17848, 5760, -157744, -19152, 0, 110848, -17334, -77312, 20920, 0], '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: 266287
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 10, 'source_is_minimal': True, 'source_label': '350.4.a.j', 'source_level': 350, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 10, 'target_is_minimal': True, 'target_label': '350.4.a.j', 'target_level': 350, 'twist_class_label': '350.4.a.j', 'twist_class_level': 350, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 4}
  • id: 266288
    {'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 10, 'source_is_minimal': True, 'source_label': '350.4.a.j', 'source_level': 350, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 11, 'target_is_minimal': True, 'target_label': '350.4.a.k', 'target_level': 350, 'twist_class_label': '350.4.a.j', 'twist_class_level': 350, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 4}
  • id: 266289
    {'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 10, 'source_is_minimal': True, 'source_label': '350.4.a.j', 'source_level': 350, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '350.4.c.a', 'target_level': 350, 'twist_class_label': '350.4.a.j', 'twist_class_level': 350, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 4}
  • id: 266290
    {'conductor': 7, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 10, 'source_is_minimal': True, 'source_label': '350.4.a.j', 'source_level': 350, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '2450.4.a.a', 'target_level': 2450, 'twist_class_label': '350.4.a.j', 'twist_class_level': 350, 'twisting_char_label': '7.b', 'twisting_char_orbit': 2, 'weight': 4}
  • id: 266291
    {'conductor': 35, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 10, 'source_is_minimal': True, 'source_label': '350.4.a.j', 'source_level': 350, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 42, 'target_is_minimal': False, 'target_label': '2450.4.a.bp', 'target_level': 2450, 'twist_class_label': '350.4.a.j', 'twist_class_level': 350, 'twisting_char_label': '35.c', 'twisting_char_orbit': 3, 'weight': 4}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 753400
    {'charpoly_factorization': [[[2, 1], 1]], 'hecke_orbit_code': 40532396713443678, 'p': 2}
  • id: 753401
    {'charpoly_factorization': [[[-10, 1], 1]], 'hecke_orbit_code': 40532396713443678, 'p': 3}
  • id: 753402
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 40532396713443678, 'p': 5}
  • id: 753403
    {'charpoly_factorization': [[[-7, 1], 1]], 'hecke_orbit_code': 40532396713443678, 'p': 7}
  • id: 753404
    {'charpoly_factorization': [[[-9, 1], 1]], 'hecke_orbit_code': 40532396713443678, 'p': 11}
  • id: 753405
    {'charpoly_factorization': [[[52, 1], 1]], 'hecke_orbit_code': 40532396713443678, 'p': 13}
  • id: 753406
    {'charpoly_factorization': [[[-96, 1], 1]], 'hecke_orbit_code': 40532396713443678, 'p': 17}
  • id: 753407
    {'charpoly_factorization': [[[10, 1], 1]], 'hecke_orbit_code': 40532396713443678, 'p': 19}
  • id: 753408
    {'charpoly_factorization': [[[-75, 1], 1]], 'hecke_orbit_code': 40532396713443678, 'p': 23}
  • id: 753409
    {'charpoly_factorization': [[[-189, 1], 1]], 'hecke_orbit_code': 40532396713443678, 'p': 29}
  • id: 753410
    {'charpoly_factorization': [[[232, 1], 1]], 'hecke_orbit_code': 40532396713443678, 'p': 31}
  • id: 753411
    {'charpoly_factorization': [[[-305, 1], 1]], 'hecke_orbit_code': 40532396713443678, 'p': 37}
  • id: 753412
    {'charpoly_factorization': [[[438, 1], 1]], 'hecke_orbit_code': 40532396713443678, 'p': 41}
  • id: 753413
    {'charpoly_factorization': [[[-353, 1], 1]], 'hecke_orbit_code': 40532396713443678, 'p': 43}
  • id: 753414
    {'charpoly_factorization': [[[486, 1], 1]], 'hecke_orbit_code': 40532396713443678, 'p': 47}
  • id: 753415
    {'charpoly_factorization': [[[354, 1], 1]], 'hecke_orbit_code': 40532396713443678, 'p': 53}
  • id: 753416
    {'charpoly_factorization': [[[672, 1], 1]], 'hecke_orbit_code': 40532396713443678, 'p': 59}
  • id: 753417
    {'charpoly_factorization': [[[-206, 1], 1]], 'hecke_orbit_code': 40532396713443678, 'p': 61}
  • id: 753418
    {'charpoly_factorization': [[[-599, 1], 1]], 'hecke_orbit_code': 40532396713443678, 'p': 67}
  • id: 753419
    {'charpoly_factorization': [[[471, 1], 1]], 'hecke_orbit_code': 40532396713443678, 'p': 71}
  • id: 753420
    {'charpoly_factorization': [[[-614, 1], 1]], 'hecke_orbit_code': 40532396713443678, 'p': 73}
  • id: 753421
    {'charpoly_factorization': [[[-743, 1], 1]], 'hecke_orbit_code': 40532396713443678, 'p': 79}
  • id: 753422
    {'charpoly_factorization': [[[-996, 1], 1]], 'hecke_orbit_code': 40532396713443678, 'p': 83}
  • id: 753423
    {'charpoly_factorization': [[[-180, 1], 1]], 'hecke_orbit_code': 40532396713443678, 'p': 89}
  • id: 753424
    {'charpoly_factorization': [[[184, 1], 1]], 'hecke_orbit_code': 40532396713443678, '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': 10, 'label': '350.4.a.j', 'level': 350, '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

  
  Showing the first 100 of 258 matching records in this table.
  • id: 53489311
    {'hecke_orbit_code': 40532396713443678, 'n': 1, 'trace_an': 1}
  • id: 53489312
    {'hecke_orbit_code': 40532396713443678, 'n': 2, 'trace_an': -2}
  • id: 53489313
    {'hecke_orbit_code': 40532396713443678, 'n': 3, 'trace_an': 10}
  • id: 53489314
    {'hecke_orbit_code': 40532396713443678, 'n': 4, 'trace_an': 4}
  • id: 53489315
    {'hecke_orbit_code': 40532396713443678, 'n': 5, 'trace_an': 0}
  • id: 53489316
    {'hecke_orbit_code': 40532396713443678, 'n': 6, 'trace_an': -20}
  • id: 53489317
    {'hecke_orbit_code': 40532396713443678, 'n': 7, 'trace_an': 7}
  • id: 53489318
    {'hecke_orbit_code': 40532396713443678, 'n': 8, 'trace_an': -8}
  • id: 53489319
    {'hecke_orbit_code': 40532396713443678, 'n': 9, 'trace_an': 73}
  • id: 53489320
    {'hecke_orbit_code': 40532396713443678, 'n': 10, 'trace_an': 0}
  • id: 53489321
    {'hecke_orbit_code': 40532396713443678, 'n': 11, 'trace_an': 9}
  • id: 53489322
    {'hecke_orbit_code': 40532396713443678, 'n': 12, 'trace_an': 40}
  • id: 53489323
    {'hecke_orbit_code': 40532396713443678, 'n': 13, 'trace_an': -52}
  • id: 53489324
    {'hecke_orbit_code': 40532396713443678, 'n': 14, 'trace_an': -14}
  • id: 53489325
    {'hecke_orbit_code': 40532396713443678, 'n': 15, 'trace_an': 0}
  • id: 53489326
    {'hecke_orbit_code': 40532396713443678, 'n': 16, 'trace_an': 16}
  • id: 53489327
    {'hecke_orbit_code': 40532396713443678, 'n': 17, 'trace_an': 96}
  • id: 53489328
    {'hecke_orbit_code': 40532396713443678, 'n': 18, 'trace_an': -146}
  • id: 53489329
    {'hecke_orbit_code': 40532396713443678, 'n': 19, 'trace_an': -10}
  • id: 53489330
    {'hecke_orbit_code': 40532396713443678, 'n': 20, 'trace_an': 0}
  • id: 53489331
    {'hecke_orbit_code': 40532396713443678, 'n': 21, 'trace_an': 70}
  • id: 53489332
    {'hecke_orbit_code': 40532396713443678, 'n': 22, 'trace_an': -18}
  • id: 53489333
    {'hecke_orbit_code': 40532396713443678, 'n': 23, 'trace_an': 75}
  • id: 53489334
    {'hecke_orbit_code': 40532396713443678, 'n': 24, 'trace_an': -80}
  • id: 53489335
    {'hecke_orbit_code': 40532396713443678, 'n': 25, 'trace_an': 0}
  • id: 53489336
    {'hecke_orbit_code': 40532396713443678, 'n': 26, 'trace_an': 104}
  • id: 53489337
    {'hecke_orbit_code': 40532396713443678, 'n': 27, 'trace_an': 460}
  • id: 53489338
    {'hecke_orbit_code': 40532396713443678, 'n': 28, 'trace_an': 28}
  • id: 53489339
    {'hecke_orbit_code': 40532396713443678, 'n': 29, 'trace_an': 189}
  • id: 53489340
    {'hecke_orbit_code': 40532396713443678, 'n': 30, 'trace_an': 0}
  • id: 53489341
    {'hecke_orbit_code': 40532396713443678, 'n': 31, 'trace_an': -232}
  • id: 53489342
    {'hecke_orbit_code': 40532396713443678, 'n': 32, 'trace_an': -32}
  • id: 53489343
    {'hecke_orbit_code': 40532396713443678, 'n': 33, 'trace_an': 90}
  • id: 53489344
    {'hecke_orbit_code': 40532396713443678, 'n': 34, 'trace_an': -192}
  • id: 53489345
    {'hecke_orbit_code': 40532396713443678, 'n': 35, 'trace_an': 0}
  • id: 53489346
    {'hecke_orbit_code': 40532396713443678, 'n': 36, 'trace_an': 292}
  • id: 53489347
    {'hecke_orbit_code': 40532396713443678, 'n': 37, 'trace_an': 305}
  • id: 53489348
    {'hecke_orbit_code': 40532396713443678, 'n': 38, 'trace_an': 20}
  • id: 53489349
    {'hecke_orbit_code': 40532396713443678, 'n': 39, 'trace_an': -520}
  • id: 53489350
    {'hecke_orbit_code': 40532396713443678, 'n': 40, 'trace_an': 0}
  • id: 53489351
    {'hecke_orbit_code': 40532396713443678, 'n': 41, 'trace_an': -438}
  • id: 53489352
    {'hecke_orbit_code': 40532396713443678, 'n': 42, 'trace_an': -140}
  • id: 53489353
    {'hecke_orbit_code': 40532396713443678, 'n': 43, 'trace_an': 353}
  • id: 53489354
    {'hecke_orbit_code': 40532396713443678, 'n': 44, 'trace_an': 36}
  • id: 53489355
    {'hecke_orbit_code': 40532396713443678, 'n': 45, 'trace_an': 0}
  • id: 53489356
    {'hecke_orbit_code': 40532396713443678, 'n': 46, 'trace_an': -150}
  • id: 53489357
    {'hecke_orbit_code': 40532396713443678, 'n': 47, 'trace_an': -486}
  • id: 53489358
    {'hecke_orbit_code': 40532396713443678, 'n': 48, 'trace_an': 160}
  • id: 53489359
    {'hecke_orbit_code': 40532396713443678, 'n': 49, 'trace_an': 49}
  • id: 53489360
    {'hecke_orbit_code': 40532396713443678, 'n': 50, 'trace_an': 0}
  • id: 53489361
    {'hecke_orbit_code': 40532396713443678, 'n': 51, 'trace_an': 960}
  • id: 53489362
    {'hecke_orbit_code': 40532396713443678, 'n': 52, 'trace_an': -208}
  • id: 53489363
    {'hecke_orbit_code': 40532396713443678, 'n': 53, 'trace_an': -354}
  • id: 53489364
    {'hecke_orbit_code': 40532396713443678, 'n': 54, 'trace_an': -920}
  • id: 53489365
    {'hecke_orbit_code': 40532396713443678, 'n': 55, 'trace_an': 0}
  • id: 53489366
    {'hecke_orbit_code': 40532396713443678, 'n': 56, 'trace_an': -56}
  • id: 53489367
    {'hecke_orbit_code': 40532396713443678, 'n': 57, 'trace_an': -100}
  • id: 53489368
    {'hecke_orbit_code': 40532396713443678, 'n': 58, 'trace_an': -378}
  • id: 53489369
    {'hecke_orbit_code': 40532396713443678, 'n': 59, 'trace_an': -672}
  • id: 53489370
    {'hecke_orbit_code': 40532396713443678, 'n': 60, 'trace_an': 0}
  • id: 53489371
    {'hecke_orbit_code': 40532396713443678, 'n': 61, 'trace_an': 206}
  • id: 53489372
    {'hecke_orbit_code': 40532396713443678, 'n': 62, 'trace_an': 464}
  • id: 53489373
    {'hecke_orbit_code': 40532396713443678, 'n': 63, 'trace_an': 511}
  • id: 53489374
    {'hecke_orbit_code': 40532396713443678, 'n': 64, 'trace_an': 64}
  • id: 53489375
    {'hecke_orbit_code': 40532396713443678, 'n': 65, 'trace_an': 0}
  • id: 53489376
    {'hecke_orbit_code': 40532396713443678, 'n': 66, 'trace_an': -180}
  • id: 53489377
    {'hecke_orbit_code': 40532396713443678, 'n': 67, 'trace_an': 599}
  • id: 53489378
    {'hecke_orbit_code': 40532396713443678, 'n': 68, 'trace_an': 384}
  • id: 53489379
    {'hecke_orbit_code': 40532396713443678, 'n': 69, 'trace_an': 750}
  • id: 53489380
    {'hecke_orbit_code': 40532396713443678, 'n': 70, 'trace_an': 0}
  • id: 53489381
    {'hecke_orbit_code': 40532396713443678, 'n': 71, 'trace_an': -471}
  • id: 53489382
    {'hecke_orbit_code': 40532396713443678, 'n': 72, 'trace_an': -584}
  • id: 53489383
    {'hecke_orbit_code': 40532396713443678, 'n': 73, 'trace_an': 614}
  • id: 53489384
    {'hecke_orbit_code': 40532396713443678, 'n': 74, 'trace_an': -610}
  • id: 53489385
    {'hecke_orbit_code': 40532396713443678, 'n': 75, 'trace_an': 0}
  • id: 53489386
    {'hecke_orbit_code': 40532396713443678, 'n': 76, 'trace_an': -40}
  • id: 53489387
    {'hecke_orbit_code': 40532396713443678, 'n': 77, 'trace_an': 63}
  • id: 53489388
    {'hecke_orbit_code': 40532396713443678, 'n': 78, 'trace_an': 1040}
  • id: 53489389
    {'hecke_orbit_code': 40532396713443678, 'n': 79, 'trace_an': 743}
  • id: 53489390
    {'hecke_orbit_code': 40532396713443678, 'n': 80, 'trace_an': 0}
  • id: 53489391
    {'hecke_orbit_code': 40532396713443678, 'n': 81, 'trace_an': 2629}
  • id: 53489392
    {'hecke_orbit_code': 40532396713443678, 'n': 82, 'trace_an': 876}
  • id: 53489393
    {'hecke_orbit_code': 40532396713443678, 'n': 83, 'trace_an': 996}
  • id: 53489394
    {'hecke_orbit_code': 40532396713443678, 'n': 84, 'trace_an': 280}
  • id: 53489395
    {'hecke_orbit_code': 40532396713443678, 'n': 85, 'trace_an': 0}
  • id: 53489396
    {'hecke_orbit_code': 40532396713443678, 'n': 86, 'trace_an': -706}
  • id: 53489397
    {'hecke_orbit_code': 40532396713443678, 'n': 87, 'trace_an': 1890}
  • id: 53489398
    {'hecke_orbit_code': 40532396713443678, 'n': 88, 'trace_an': -72}
  • id: 53489399
    {'hecke_orbit_code': 40532396713443678, 'n': 89, 'trace_an': 180}
  • id: 53489400
    {'hecke_orbit_code': 40532396713443678, 'n': 90, 'trace_an': 0}
  • id: 53489401
    {'hecke_orbit_code': 40532396713443678, 'n': 91, 'trace_an': -364}
  • id: 53489402
    {'hecke_orbit_code': 40532396713443678, 'n': 92, 'trace_an': 300}
  • id: 53489403
    {'hecke_orbit_code': 40532396713443678, 'n': 93, 'trace_an': -2320}
  • id: 53489404
    {'hecke_orbit_code': 40532396713443678, 'n': 94, 'trace_an': 972}
  • id: 53489405
    {'hecke_orbit_code': 40532396713443678, 'n': 95, 'trace_an': 0}
  • id: 53489406
    {'hecke_orbit_code': 40532396713443678, 'n': 96, 'trace_an': -320}
  • id: 53489407
    {'hecke_orbit_code': 40532396713443678, 'n': 97, 'trace_an': -184}
  • id: 53489408
    {'hecke_orbit_code': 40532396713443678, 'n': 98, 'trace_an': -98}
  • id: 53489409
    {'hecke_orbit_code': 40532396713443678, 'n': 99, 'trace_an': 657}
  • id: 53489410
    {'hecke_orbit_code': 40532396713443678, 'n': 100, 'trace_an': 0}