Newform data - 560.6.a.q

Formats: - HTML - YAML - JSON - 2025-12-07T16:12:07.470377

• 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': 20160, 'analytic_conductor': 89.81493909526915, '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': False, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [560, 1, [351, 421, 337, 241], [1, 1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 3, 'field_disc': 577880, 'field_disc_factorization': [[2, 3], [5, 1], [14447, 1]], 'field_poly': [-232, -98, 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, [-6056, -271, 26, 1]]], 'hecke_orbit': 17, 'hecke_orbit_code': 72057594138591792, 'hecke_ring_generator_nbound': 11, 'hecke_ring_index': 8, 'hecke_ring_index_factorization': [[2, 3]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': True, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '560.6.a.q', 'level': 560, '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': '35.6.a.c', 'nf_label': '3.3.577880.1', 'prim_orbit_index': 1, 'qexp_display': 'q+(-9-\\beta _{2})q^{3}-5^{2}q^{5}-7^{2}q^{7}+(166+\\cdots)q^{9}+\\cdots', 'related_objects': [], 'relative_dim': 3, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '560.6.a', 'trace_display': [0, -26, -75, -147], 'trace_hash': 379338451014044101, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.080', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.867', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.050', 'prec': 17}, {'__RealLiteral__': 0, 'data': '22.625', 'prec': 20}, {'__RealLiteral__': 0, 'data': '16.178', 'prec': 20}, {'__RealLiteral__': 0, 'data': '258.271', 'prec': 24}], 'trace_zratio': 0, 'traces': [3, 0, -26, 0, -75, 0, -147, 0, 489, 0, 194, 0, 1892, 0, 650, 0, -184, 0, -1212, 0, 1274, 0, -3188, 0, 1875, 0, -7910, 0, -11332, 0, -9200, 0, -8278, 0, 3675, 0, 6042, 0, -12842, 0, 10442, 0, -28112, 0, -12225, 0, -2330, 0, 7203, 0, -3622, 0, 7190, 0, -4850, 0, 45508, 0, -23760, 0, 8722, 0, -23961, 0, -47300, 0, 97572, 0, 92596, 0, 52816, 0, 34870, 0, -16250, 0, -9506, 0, 71546, 0, -3957, 0, 20920, 0, 4600, 0, 112298, 0, -192622, 0, -92708, 0, -20392, 0, 30300, 0, 116320, 0, 60752, 0, 54230, 0, 93478, 0, -31850, 0, 96632, 0, 496168, 0, 261644, 0, -64274, 0, 79700, 0, 421646, 0, 9016, 0, -414351, 0, 689864, 0, -46875, 0, -55960, 0, -267028, 0, 128452, 0, 59388, 0, 197750, 0, 332866, 0, 101356, 0, -84302, 0, 49046, 0, 283300, 0, -62426, 0, 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1334668992, 0, 133123422, 0, -917354310, 0, -152130800, 0, -105188104, 0, 879098806, 0, -1538250194, 0, 465061700, 0, -509520400, 0, -222027072, 0, 329610932, 0, -456463420, 0, -442286940, 0, -37089900, 0, 1396930248, 0, -1149442674, 0, -1266434648, 0, -226726832, 0, 5635000, 0, -442803700, 0, 305804012, 0, -518400224, 0, -948637992, 0, -1131126400, 0, -185745150, 0, 20941522, 0, 1183424138, 0, 2528460788, 0, -312263750, 0, 267434442, 0, -362870672, 0], 'weight': 6, 'weight_parity': 1}
• mf_hecke_nf •

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

  
  {'an': [[1, 0, 0], [0, 0, 0], [-9, 0, -1], [0, 0, 0], [-25, 0, 0], [0, 0, 0], [-49, 0, 0], [0, 0, 0], [166, -3, 9], [0, 0, 0], [67, 1, 7], [0, 0, 0], [629, -4, -5], [0, 0, 0], [225, 0, 25], [0, 0, 0], [-61, -12, 1], [0, 0, 0], [-418, -19, -42], [0, 0, 0], [441, 0, 49], [0, 0, 0], [-1082, 21, -58], [0, 0, 0], [625, 0, 0], [0, 0, 0], [-2643, 78, -19], [0, 0, 0], [-3781, 9, -11], [0, 0, 0], [-3036, -25, 92], [0, 0, 0], [-2771, 4, -35], [0, 0, 0], [1225, 0, 0], [0, 0, 0], [1890, -157, -372], [0, 0, 0], [-4533, 53, -757], [0, 0, 0], [3236, 147, -734], [0, 0, 0], [-9222, -193, 446], [0, 0, 0], [-4150, 75, -225], [0, 0, 0], [-769, -232, 23], [0, 0, 0], [2401, 0, 0], [0, 0, 0], [-1315, 207, -323], [0, 0, 0], [2604, 194, 622], [0, 0, 0], [-1675, -25, -175], [0, 0, 0], [15106, 197, -190], [0, 0, 0], [-8272, -8, -1056], [0, 0, 0], [2568, -15, -1018], [0, 0, 0], [-8134, 147, -441], [0, 0, 0], [-15725, 100, 125], [0, 0, 0], [32308, 48, -648], [0, 0, 0], [31450, -531, 1754], [0, 0, 0], [17072, 368, -1600], [0, 0, 0], [10658, 70, -2896], [0, 0, 0], [-5625, 0, -625], [0, 0, 0], [-3283, -49, -343], [0, 0, 0], [23953, -547, 313], [0, 0, 0], [-335, -654, 2952], [0, 0, 0], [7236, -614, 788], [0, 0, 0], [1525, 300, -25], [0, 0, 0], [38789, -186, 4069], [0, 0, 0], [-64972, -585, -2294], [0, 0, 0], [-30821, 196, 245], [0, 0, 0], [-6052, 701, 2236], [0, 0, 0], [10450, 475, 1050], [0, 0, 0], [37135, -4, -4915], [0, 0, 0], [20650, -416, 1198], [0, 0, 0]], 'ap': [[0, 0, 0], [-9, 0, -1], [-25, 0, 0], [-49, 0, 0], [67, 1, 7], [629, -4, -5], [-61, -12, 1], [-418, -19, -42], [-1082, 21, -58], [-3781, 9, -11], [-3036, -25, 92], [1890, -157, -372], [3236, 147, -734], [-9222, -193, 446], [-769, -232, 23], [2604, 194, 622], [-8272, -8, -1056], [2568, -15, -1018], [32308, 48, -648], [17072, 368, -1600], [10658, 70, -2896], [23953, -547, 313], [7236, -614, 788], [-64972, -585, -2294], [37135, -4, -4915], [16550, -1479, -4580], [30515, 1200, -1933], [33562, 1624, 4054], [165873, 465, 1451], [-18586, 1505, 8516], [-19936, -2120, -3848], [43318, 2013, 1502], [112788, -2261, 5498], [35090, 3126, 3914], [211018, -2614, -5100], [104881, -4185, 4761], [85118, 3088, 4484], [214286, 3166, 23818], [73579, 648, -13381], [379207, -1318, 765], [92308, 1840, 36136], [-224684, 674, 4754], [33719, 5337, -10145], [605916, 2343, -5638], [117744, 7831, -21022], [-161696, -1218, -42144], [575453, -5795, -6095], [-297285, 7546, 5451], [-797461, 458, 1739], [114380, 14951, -15446], [-432280, 126, 27982], [-525275, -1609, -45771], [292134, -2059, 23868], [669102, -7450, -35882], [-186146, -5714, -61532], [433434, -458, 84338], [450010, -7906, 49296], [-550400, -11369, -45472], [-37882, -578, 32120], [-728805, -2347, -74927], [-462763, 10170, 53741], [452027, 8294, 4433], [101133, -20122, -19363], [1600750, -13943, -21098], [-392467, -12534, 71043], [-980690, -21482, 7768], [-1216580, 1628, 98416], [1135422, -1796, 24556], [-645326, 35583, 15254], [1255386, -29705, 4192], [1050623, 3242, 73157], [147544, 9592, 142096], [-643001, 16588, 87479], [1011388, 17121, 133678], [-1173620, -16180, -140240], [-156716, -48282, -53908], [1368293, 2309, 75767], [405607, 26988, -34883], [-2619127, 16497, 99175], [-103330, -74146, 87196], [2133436, -63304, -49284], [658857, -62685, -170125], [-420661, 15755, 55787], [3299042, 33476, -69584], [-1169850, 1094, 224606], [1171714, -60597, -82018], [-2759185, 63441, 72829], [3245624, -27587, 18926], [-1750536, 28802, 213502], [3748176, 4871, 33488], [-3169015, -57110, 24249], [3072910, 23105, 138390], [3136234, -27266, 63818], [-1056895, -20185, 43229], [-3041681, 121277, 86611], [-3033715, 5922, -9995], [-2333830, -84116, -49824], [-420170, -1847, 9268], [-171908, 43648, -407692], [2794035, 64321, -29915], [8344552, 12901, -159628], [-108264, 121658, -283070], [-2143796, -35048, -367052], [-4776942, 6820, -264904], [4616932, -96798, 95976], [301977, 23770, 359695], [-3281464, 83790, 159016], [643561, -51382, 447087], [4270755, 11495, 321715], [1083270, -54440, -276164], [3726869, -109842, 181109], [4342626, -3208, 345948], [-1159814, -48658, -128304], [905494, -48285, -320202], [6214899, 49557, 229555], [3455074, 113076, 622688], [-927777, -47692, -300505], [1293560, 94166, 382088], [13317162, -25071, 97788], [-5456177, -77693, 243979], [13221072, 49240, 488230], [6241540, 17883, 433810], [3215341, 2654, -48261], [15134696, 70775, -346156], [10380028, 132590, 317140], [19516495, 2541, 4025], [-3419813, -50597, -432579], [-821650, -38445, 307990], [676184, 72174, -473512], [7798081, -124440, -488465], [-10024149, 157397, -324985], [8069948, 73290, 145228], [-7506359, 198901, 71225], [5079648, 234548, 138474], [-14075250, -23705, 471356], [1853694, -289560, 279668], [12662645, -292636, -45301], [-1254445, -138740, 326659], [11866415, 19250, 1158101], [-461287, -208583, -252081], [-240802, -254940, 442910], [-3433427, 148495, -670553], [5834532, 3719, -1052788], [15451226, 29618, 758], [-7965956, 177439, 445914], [-3403526, -171087, 371930], [5753574, -92024, 625540], [-364414, -360876, -963896], [1424132, -40268, 129532], [-2836344, 21883, 215576], [-14223134, -177111, -109196], [-5687664, -293666, -575026], [5064316, 4079, 59200], [-16036360, 45396, -571352], [-5614010, 154441, 239618], [-3640824, 368358, -452712], [-13199627, -57709, 705205], [-16873564, 86120, 489962], [4620831, 367402, -874259], [2638752, -400647, -1018098], [-22785728, 59003, 876780], [25037360, 227235, -374042], [23989110, -84632, -1118394], [6568368, 365075, 1221520], [-1102778, -238311, 164036], [-33082451, -122250, -62995], [22280696, 116828, -316512], [18045611, 523026, -1492383], [18362797, -311405, 706779], [1500490, 211746, 1327112], [-41869848, -200676, 207540], [27748770, 206490, 1633976], [32056319, -634909, -772129], [-13324734, -213170, 443080], [14822158, 425147, 1538614], [-41532316, 270474, -128246], [27048695, 321015, -1414381], [18786309, -13755, -34041], [-14079308, 405346, 780380], [14113544, 21819, 1364694], [-17879604, -642519, -790460], [-45346588, -115219, 425972], [29693662, -278921, -444552], [-11993850, -341556, -427548], [8948468, -64149, 566092], [-33516550, -112943, -378792], [-7867280, -498944, 205530], [40831127, -28280, -575849], [-26433815, -479071, 1141151], [-46266080, -244873, 209112], [-9877950, 235868, -755400], [28825778, -19483, -870994], [14810489, 246761, -1176579], [-5714256, 517511, -179642], [29829308, 179422, -2667072], [8213145, 779286, 898887], [-8039721, 181617, 2588837], [-14840356, -644973, 1064814], [-70492349, -31024, -1653543], [-25242901, 381848, 1425827], [-27805378, -219780, 1881664], [51827894, -225010, -1704738], [-59975678, -109982, -835368], [14464690, -570001, -431584], [-39953366, -49483, -3765654], [29768803, 601124, 3386193], [9265054, 73674, -141306], [1462892, -303157, 2448488], [-35840554, 46232, -213700], [-33178256, -605641, -3020072], [-6393668, 391585, -1005270], [-25433182, 203992, -1430040], [-3954436, -409327, 3230172], [-54150429, -127498, -348101], [54110782, 320380, -279866], [42544932, 230995, 204370], [39169198, -567063, -1573362], [-11729300, -187455, -815134], [-14663002, -839151, -1336514], [-15119786, 323800, 919096], [35353946, -519618, -3027924], [-12100058, 1130230, 2776094], [-26777179, 963323, 1672979], [102588734, -671372, -46778], [29510931, -783806, -2491453], [81524454, -198674, -2104328], [12118295, -1465006, -41131], [-44480029, 610055, 3461747], [-63148533, -371256, -2934461], [-64876900, -814926, -179360], [1149828, 1756189, -1804490], [-8057110, -701908, 1685898], [-1690088, 1027078, -3719440], [43734017, -443853, 533863], [-43245605, 591046, -1644589], [71892811, 92926, -471365], [41617680, -990733, -1532442], [-46004160, 11128, 611810], [9186081, -588551, -1969267], [-41209274, -814517, -498482], [-79796280, -128696, -3849532], [-4725816, -1107650, 916872], [38928551, -25122, 5087951], [14507958, -60780, 2688536], [29523489, 294138, -4728297], [888522, 1033429, -2144230], [88410504, 338142, 895960], [2242846, 1348376, -4794570], [42070853, 1707203, -4559367], [5634242, -976595, 2317506], [-13187038, -353977, -2943908], [-12111718, 1449530, 4964360], [-45603244, 791698, -2150052], [73717528, 1034620, -4213554], [-109736426, -824810, -2350364], [54925287, 683717, -859493], [59730230, 898698, 8247048], [-37359796, 1647288, 3219164], [-2492795, 34012, 6691339], [-22280295, 1516852, -2393681], [66182650, -936045, -159438], [98509982, 561780, 1079098], [19397500, 17316, 8036434], [32648649, 12678, 1272023], [87846674, 666618, 1182736], [23007038, -1594227, -3012082], [-47077315, -1249987, -984913], [-156218838, -83048, -2814832], [5553300, -91084, -3373504], [-38366398, 271345, -1375668], [-32177080, -1735605, -296514], [39571380, -2180687, 283296], [130605095, -464406, 2318229], [60687220, -518436, -3532044], [120450150, -1398322, -3298212], [-14474049, 80942, -7306633], [-99730956, 166868, -1228616], [-247070, -1239236, -3285084], [5459225, -792635, 8384591], [-60096930, 110472, -1613418], [-86590077, 2613960, 3206163], [67068977, 324417, 8289281], [-46569200, -578452, 6960576], [-36311754, 3081834, 5261084], [29778827, 1747210, -9095597], [-5174773, -2174701, 3153179], [-73167146, 560393, -8409292], [15009946, -2745603, -8013604], [38809836, 600452, -482260], [-56550532, -1892414, -9975990], [-25542467, -1719573, 7319855], [-205365535, 306514, -1343055], [203811608, 321091, 4955358], [51557548, 505889, 2276796], [-125270870, -1204461, -12048956], [-14650096, 1058081, 3042902], [109447686, -1044612, -4117082], [-142855403, 919232, 3331155], [134594084, 843246, -1180388], [-48262161, 2797656, 1956151], [-129916789, -1801906, 8139361], [-305122, 1673264, -5939872], [80637439, -1691549, 584327], [-52379376, -847032, 7546572], [9809417, -511845, 7608173], [-14494622, 370015, 10810512], [49945674, -1479723, -6071970], [199618800, 324342, 851438], [-63222048, -2228710, 11252584], [54608560, -1696884, 2620162], [-5513128, -2097590, -4259784], [20649247, 2515127, -4177263], [-126857394, 1758556, 7317212], [-18908342, 2695158, 3823830], [-62876758, -687537, -3530030], [-4640428, -987707, 2749946], [189140270, 461034, 8705086], [-57934133, -802755, 10526963], [-71110853, -1115520, 208657], [113994717, 2051337, 6719547], [-71771134, 1632136, -7665710], [75843952, -359779, 2961734], [128494666, -1868470, -7615992], [-103243444, -96521, 9516700], [101499070, 1761956, -209868], [-186897164, 3822484, 1796394], [110284377, -1483187, 355461], [-70516380, 1622514, 9454108], [124957720, 532917, -6541648], [11404492, 1624279, 3608278], [-6592314, 789724, -4299176], [-115993228, -12483, -3606122], [185853330, 1255352, 14226218], [90902429, -2265110, 6922965], [307709036, -991646, 2049352], [3270999, -3510152, 10661279], [-48372343, 953043, 14041011], [59273890, -1243616, -840536], [-76115506, -2994615, -9873276], [69531039, 1453814, 8257463], [-22798742, -5015484, 4602988], [55701008, 2122694, -6517162], [112107130, 2291337, 4099208], [-128298353, 1601571, -2621073], [26992750, 1080123, 665600], [-169937028, 32092, -393208], [36386342, -391874, 3113684], [352442468, 276111, -3992776], [26978414, 4038935, -3315058], [-32774217, 1424624, 822493], [38593168, 2544500, 2612080], [-120375632, -2109547, -19183306], [-63415883, 2574605, -10763385], [60136783, 239626, -11429833], [-41261427, 3262187, -516441], [137391214, -1234166, 14827852], [211002234, -311172, -4224270], [-265425542, -569091, 830666], [76010, -3809869, 13379720], [-81214058, -888478, 9798294], [-147153088, -4287253, 11403298], [49674176, -1235986, 5334134], [-234903152, -964875, -15331720], [289968351, 962377, -1757845], [-296910716, 1321444, -1899052], [14362578, 3179579, 13154760], [-224379321, 744752, -8974403], [93146422, -1307557, -1846922], [-112959931, -132835, -6183701], [-103259713, 1145365, 6226803], [195515712, 2732839, -1790280], [75676320, 580068, -3629856], [163530527, -1744933, 3748217], [-40877382, -3035874, 1186594], [-112825662, -609900, 1895612], [25241256, -4872354, 6704976], [91388727, 2212169, 3218359], [-28214335, -128556, -4854201], [197752870, 2953816, -987956], [34210725, -559828, -4248261], [51934806, 1952950, -10386052], [30263806, 611206, 6613204], [80348196, 2608472, -3486436], [-99391442, -700642, -16280916], [-100058904, 5659419, 14450488], [-185042909, -483090, 11182859], [-69635757, 1510361, 1516859], [79353197, -1734194, 13789379], [542866988, -154638, 1086296], [149370073, 5783232, -8598847], [-194011247, -3701143, -7815601], [95779531, -211168, 18714993], [-134254555, 6749525, 7128545], [337094788, -4059984, -9632436], [36357179, -4086167, 2193699], [-451442072, 715292, 2834462], [103590140, -829385, -4095260], [102441048, -754337, 6639878], [269275187, 3276405, -5427217], [204905250, 4998128, -1041932], [272834268, 3743613, 10633178], [205083980, 27694, -7835526], [154151934, 6496857, 12550270], [291602463, 6105160, -22107163], [-115431460, -3123638, 11493978], [1694006, 1092354, 27429302], [-125783030, -1860216, -17972348], [-218582953, -6807565, 16538405], [17706300, -7278256, 12933428], [343057444, -548568, -729004], [-407810617, 5080646, 9293293], [-122899474, -3362298, 1796296], [-562652494, -636369, -7177802], [216197884, -4807376, -4170112], [-33044090, 2707033, 14836428], [550380296, 579338, -3758770], [-162178901, -1162839, 6834467], [278495228, -1721806, 18689436], [-64113430, 2496934, 11243352], [-240595381, 4268960, 16448435], [-67517847, -4745765, -19873549], [362640406, 1672396, -10176228], [-169084178, 827910, 27092558], [441439948, -2955106, -10349148], [155950277, 1121816, 2789131], [-80695705, 1718914, -20060043], [-144375032, 10055834, 9161844], [-385620246, -4244118, -7418064], [-421635664, 3513135, 1527656], [-114070272, -9671855, 20659856]], 'char_orbit_index': 1, 'field_poly': [-232, -98, 0, 1], 'hecke_orbit_code': 72057594138591792, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1, 2], 'hecke_ring_inverse_denominators': [1, 8, 2], 'hecke_ring_inverse_numerators': [[1, 0, 0], [0, 1, 0], [132, 1, 4]], 'hecke_ring_numerators': [[1, 0, 0], [0, 8, 0], [-66, -4, 1]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 3, 'label': '560.6.a.q', 'level': 560, 'maxp': 2999, 'weight': 6}
• 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': [6, 9, 9, 6, 7, 8, 7, 8], 'ALdims_eis_new': [0, 0, 0, 0, 0, 0, 0, 0], 'ALdims_eis_old': [3, 3, 3, 3, 3, 3, 3, 3], 'ALdims_old': [50, 50, 52, 52, 54, 50, 49, 51], 'Nk2': 20160, 'analytic_conductor': 89.81493909526915, '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': [560, 1, [351, 421, 337, 241], [1, 1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 468, 'dim': 60, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 100663856, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 3, 4, 4, 4, 5, 5], 'label': '560.6.a', 'level': 560, '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': 492, 'mf_new_dim': 60, 'num_forms': 26, 'plus_dim': 27, 'prim_orbit_index': 1, 'relative_dim': 60, 'sturm_bound': 576, 'trace_bound': 9, 'trace_display': [0, 0, 0, 98], 'traces': [60, 0, 0, 0, 0, 0, 98, 0, 4772, 0, -604, 0, 0, 0, 900, 0, -2008, 0, -2360, 0, 0, 0, 7184, 0, 37500, 0, -7464, 0, -4072, 0, -7160, 0, 3840, 0, -7350, 0, 10648, 0, -43764, 0, 11608, 0, -6152, 0, 0, 0, -5016, 0, 144060, 0, 47580, 0, 24728, 0, 0, 0, 96000, 0, 59520, 0, -48080, 0, 39690, 0, 0, 0, -23288, 0, 22320, 0, 77600, 0, 107256, 0, 0, 0, 7448, 0, 163844, 0, 393484, 0, 118824, 0, 132400, 0, 150936, 0, 321016, 0, 0, 0, -362352, 0, 144400, 0, -228920, 0, -66520, 0, -28272, 0, 315624, 0, 0, 0, -115384, 0, 133448, 0, -678568, 0, -424232, 0, 281800, 0, 547728, 0, 0, 0, 609652, 0, 613752, 0, 0, 0, -488712, 0, -31568, 0, 276784, 0, 0, 0, 96900, 0, -387400, 0, 569968, 0, 1376448, 0, 1153736, 0, -199600, 0, 0, 0, 5992, 0, 307556, 0, -272376, 0, -576600, 0, 143824, 0, -114232, 0, 485296, 0, -1423888, 0, 0, 0, 1523304, 0, 1128428, 0, 1842792, 0, 1404512, 0, 61250, 0, 2624176, 0, -601696, 0, -67280, 0, 1071648, 0, 0, 0, 2702648, 0, 0, 0, -557060, 0, 345976, 0, -1151200, 0, -1387928, 0, -559800, 0, -1213872, 0, -275380, 0, 0, 0, 3568704, 0, 1950384, 0, 3413852, 0, 3479040, 0, 0, 0, -673456, 0, 4027320, 0, 1260912, 0, 3570456, 0, 2982500, 0, -1060336, 0, -172128, 0, -1496460, 0, 3501992, 0, -2799500, 0, 783120, 0, -3529148, 0, -1523080, 0, -1813752, 0, 0, 0, -2577448, 0, -122096, 0, 4808784, 0, -4027344, 0, 3886800, 0, -1444744, 0, 1451380, 0, -1619560, 0, 6437304, 0, -23200, 0, 10470896, 0, 83824, 0, -7549264, 0, 0, 0, -377500, 0, -1672552, 0, 7094432, 0, -331440, 0, -8830144, 0, -1764400, 0, 2306332, 0, 2695148, 0, 1579564, 0, -4510608, 0, 1392400, 0, 6374752, 0, 1540200, 0, 1918840, 0, 12477752, 0, 92200, 0, 669952, 0, -1788704, 0, -2361008, 0, 2062920, 0, -1786050, 0, -4525032, 0, 5009748, 0, 1917696, 0, -11302184, 0, 0, 0, -25051192, 0, -374360, 0, 1858864, 0, -1657720, 0, 3114600, 0, -197848, 0, -2228424, 0, -1730960, 0, 235298, 0, -39600, 0, 4561952, 0, -7420512, 0, -20752748, 0, -3645640, 0, 0, 0, -1409632, 0, -4352544, 0, 14279500, 0, -27593752, 0, 539600, 0, -8834168, 0, -6086408, 0, -481180, 0, 10110312, 0, 562500, 0, -7748064, 0, -1595360, 0, -27064832, 0, 511280, 0, 0, 0, -3287440, 0, -16011064, 0, -32121784, 0, -13036272, 0, -5055200, 0, -4544704, 0, 7900368, 0, -4792832, 0, -39785528, 0, -3361600, 0, -15072128, 0, 17741912, 0, 41190320, 0, 0, 0, 15334200, 0, 5229856, 0, 10214272, 0, 1468008, 0, 44197184, 0, -1255000, 0, -2187948, 0, -9744432, 0, -21303060, 0, 7119208, 0, -12476100, 0, -8400064, 0, -24384376, 0, 11457572, 0, -38171192, 0, 1192400, 0, -26300112, 0, 17134624, 0, 9841640, 0, -13771760, 0, 4140500, 0, -3644248, 0, -14436156, 0, 15294416, 0, 17201072, 0, 7336800, 0, 26380432, 0, -7075992, 0, -5973768, 0, -11141696, 0, -1475000, 0, 7007064, 0, -2419656, 0, -9072992, 0, -21730912, 0, -8456800, 0, 17183840, 0, 6318544, 0, 49172924, 0, -7632992, 0, 13728800, 0, 217952, 0, -17273068, 0, -5515152, 0, 6443704, 0, -4204200, 0, -20845864, 0, -23070576, 0, 11739420, 0, -5382624, 0, -17259100, 0, -23078512, 0, -34160460, 0, -16203576, 0, 1974680, 0, 0, 0, 14789448, 0, 33906108, 0, 52760664, 0, -53195984, 0, 18300400, 0, 18324960, 0, -1450204, 0, -19918728, 0, 91732232, 0, 2296400, 0, 50603056, 0, 17492576, 0, -101088848, 0, -7856464, 0, -25104800, 0, 6832408, 0, -30647536, 0, -13499736, 0, -17040344, 0, -16562800, 0, 10930626, 0, -6638920, 0, 17785808, 0, -9891856, 0, 4490000, 0, 11135096, 0, 97678400, 0, 549584, 0, 91380792, 0, -4241400, 0, 22794536, 0, -14821088, 0, -27754104, 0, 52897208, 0, -4248300, 0, -23538048, 0, 49971836, 0, 15004840, 0, -18287968, 0, 29278400, 0, -90667336, 0, 2927064, 0, -31555884, 0, 5942984, 0, 14383800, 0, 23009192, 0, -49954880, 0, -70669776, 0, 28177940, 0, 23437500, 0, -27587816, 0, 8393216, 0, -41769188, 0, 53989120, 0, 2034600, 0, 0, 0, 83231872, 0, 12094584, 0, -16321296, 0, -8247600, 0, 37576880, 0, 53210000, 0, -19707800, 0, -14874536, 0, 19751400, 0, 47149528, 0, 60671764, 0, 15587328, 0, -105927416, 0, 0, 0, -6443600, 0, 16747232, 0, -8045648, 0, 18923544, 0, -4665000, 0, 11010560, 0, 25022928, 0, 73386088, 0, -155294272, 0, -16548400, 0, -91904520, 0, -19889424, 0, 140178760, 0, 3016440, 0, 18393400, 0, 9658000, 0, 92885424, 0, -22210216, 0, 49450880, 0, 23728800, 0, -17994564, 0, 37057128, 0, 63495064, 0, 15464960, 0, 718500, 0, -83454608, 0, -144479192, 0, -3620904, 0, -90979472, 0, -2545000, 0, -25417904, 0, 130500380, 0, -116392240, 0, -24321616, 0, 2160900, 0, 87781072, 0, -55093308, 0, -53783664, 0, -14015256, 0, 9136800, 0, 182640488, 0, -10584392, 0, 45514436, 0, -62338336, 0, -8446800, 0, -62600664, 0, 127030584, 0, -1220712, 0, -54619124, 0, 42897600, 0, 91844648, 0, -25459336, 0, 217510776, 0, -7867472, 0, -4475000, 0, 8892912, 0, -76486496, 0, -39048464, 0, -81526840, 0, 22890200, 0, -10665456, 0, 15134848, 0, 26956076, 0, 53886944, 0, -30718200, 0, 120425888, 0, -99103180, 0, 126508296, 0, 200649184, 0, 0, 0, 115089440, 0, 72220448, 0, 112425968, 0, -29328528, 0, -20129800, 0, 41279872, 0, -89997908, 0, -42497800, 0, 118932168, 0, 2400000, 0, -16713376, 0, -50089648, 0, -178753624, 0, -4821208, 0, 9778900, 0, -95737840, 0, -44578136, 0, 61299420, 0, 8424456, 0, 15056800, 0, 67449578, 0, -8882760, 0, -179391312, 0, -15275152, 0, 2570200, 0, -143431416, 0, 275277144, 0, -11254320, 0, 50909752, 0, -8363600, 0, 46293656, 0, 81496896, 0, 181540840, 0, 51657448, 0, -4593750, 0, -30147016, 0, 170093652, 0, 55310952, 0, 119726048, 0, -12817600, 0, -132264656, 0, 30578352, 0, -369714556, 0, -59249584, 0, 5422800, 0, 77579696, 0, -26685640, 0, 74854576, 0, 76046040, 0, -36842600, 0, -123315792, 0, -63442240, 0, -53925184, 0, 57281280, 0, 102945600, 0, 10883488, 0, 221527060, 0, -22221000, 0, 185025264, 0, 6655000, 0, 124067616, 0, -5437144, 0, -5666360, 0, -73421392, 0, 10441700, 0, -122153928, 0, 73953124, 0, 104894864, 0, -346081488, 0, 0, 0, -184747560, 0, 74377392, 0, -56346896, 0, 67373992, 0, 46273200, 0, 159218960, 0, 41546708, 0, 18683260, 0, -113599040, 0, -900400, 0, -172446824, 0, -101799408, 0, 195224576, 0, -17451056, 0, -27352500, 0, 168899112, 0, -48159920, 0, 26462680, 0, -137689128, 0, -57890800, 0, -119862624, 0, -153704128, 0, 110189776, 0, -53252896, 0, 84431000, 0, -74954576, 0, -338401256, 0], 'weight': 6, 'weight_parity': 1}
• mf_twists_nf •

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

  
  
  • id: 385445
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 17, 'source_is_minimal': False, 'source_label': '560.6.a.q', 'source_level': 560, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 3, 'target_is_minimal': True, 'target_label': '35.6.a.c', 'target_level': 35, 'twist_class_label': '35.6.a.c', 'twist_class_level': 35, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 385446
    {'conductor': 20, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 17, 'source_is_minimal': False, 'source_label': '560.6.a.q', 'source_level': 560, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '175.6.a.e', 'target_level': 175, 'twist_class_label': '35.6.a.c', 'twist_class_level': 35, 'twisting_char_label': '20.d', 'twisting_char_orbit': 4, 'weight': 6}
  • id: 385447
    {'conductor': 20, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 17, 'source_is_minimal': False, 'source_label': '560.6.a.q', 'source_level': 560, 'target_char_orbit': 2, 'target_dim': 6, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '175.6.b.e', 'target_level': 175, 'twist_class_label': '35.6.a.c', 'twist_class_level': 35, 'twisting_char_label': '20.e', 'twisting_char_orbit': 5, 'weight': 6}
  • id: 385448
    {'conductor': 28, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 17, 'source_is_minimal': False, 'source_label': '560.6.a.q', 'source_level': 560, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '245.6.a.d', 'target_level': 245, 'twist_class_label': '35.6.a.c', 'twist_class_level': 35, 'twisting_char_label': '28.d', 'twisting_char_orbit': 4, 'weight': 6}
  • id: 385449
    {'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 17, 'source_is_minimal': False, 'source_label': '560.6.a.q', 'source_level': 560, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 9, 'target_is_minimal': False, 'target_label': '315.6.a.i', 'target_level': 315, 'twist_class_label': '35.6.a.c', 'twist_class_level': 35, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 385450
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 17, 'source_is_minimal': False, 'source_label': '560.6.a.q', 'source_level': 560, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 17, 'target_is_minimal': False, 'target_label': '560.6.a.q', 'target_level': 560, 'twist_class_label': '35.6.a.c', 'twist_class_level': 35, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 6}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 1051350
    {'charpoly_factorization': [[[0, 1], 3]], 'hecke_orbit_code': 72057594138591792, 'p': 2}
  • id: 1051351
    {'charpoly_factorization': [[[-6056, -271, 26, 1], 1]], 'hecke_orbit_code': 72057594138591792, 'p': 3}
  • id: 1051352
    {'charpoly_factorization': [[[25, 1], 3]], 'hecke_orbit_code': 72057594138591792, 'p': 5}
  • id: 1051353
    {'charpoly_factorization': [[[49, 1], 3]], 'hecke_orbit_code': 72057594138591792, 'p': 7}
  • id: 1051354
    {'charpoly_factorization': [[[3144468, -15583, -194, 1], 1]], 'hecke_orbit_code': 72057594138591792, 'p': 11}
  • id: 1051355
    {'charpoly_factorization': [[[-171071930, 1087501, -1892, 1], 1]], 'hecke_orbit_code': 72057594138591792, 'p': 13}
  • id: 1051356
    {'charpoly_factorization': [[[132716862, -896603, 184, 1], 1]], 'hecke_orbit_code': 72057594138591792, 'p': 17}
  • id: 1051357
    {'charpoly_factorization': [[[140259040, -2369180, 1212, 1], 1]], 'hecke_orbit_code': 72057594138591792, 'p': 19}
  • id: 1051358
    {'charpoly_factorization': [[[-125424384, -1476572, 3188, 1], 1]], 'hecke_orbit_code': 72057594138591792, 'p': 23}
  • id: 1051359
    {'charpoly_factorization': [[[51669601050, 42201805, 11332, 1], 1]], 'hecke_orbit_code': 72057594138591792, 'p': 29}
  • id: 1051360
    {'charpoly_factorization': [[[-8818293376, 19282768, 9200, 1], 1]], 'hecke_orbit_code': 72057594138591792, 'p': 31}
  • id: 1051361
    {'charpoly_factorization': [[[1043894647208, -190556324, -6042, 1], 1]], 'hecke_orbit_code': 72057594138591792, 'p': 37}
  • id: 1051362
    {'charpoly_factorization': [[[4748673370848, -404569184, -10442, 1], 1]], 'hecke_orbit_code': 72057594138591792, 'p': 41}
  • id: 1051363
    {'charpoly_factorization': [[[-4763987701360, -99225644, 28112, 1], 1]], 'hecke_orbit_code': 72057594138591792, 'p': 43}
  • id: 1051364
    {'charpoly_factorization': [[[1072310433384, -337915327, 2330, 1], 1]], 'hecke_orbit_code': 72057594138591792, 'p': 47}
  • id: 1051365
    {'charpoly_factorization': [[[515502653472, -368369248, -7190, 1], 1]], 'hecke_orbit_code': 72057594138591792, 'p': 53}
  • id: 1051366
    {'charpoly_factorization': [[[-7000620748800, -362727680, 23760, 1], 1]], 'hecke_orbit_code': 72057594138591792, 'p': 59}
  • id: 1051367
    {'charpoly_factorization': [[[-1590789613952, -485040544, -8722, 1], 1]], 'hecke_orbit_code': 72057594138591792, 'p': 61}
  • id: 1051368
    {'charpoly_factorization': [[[-26595134017984, 2939620080, -97572, 1], 1]], 'hecke_orbit_code': 72057594138591792, 'p': 67}
  • id: 1051369
    {'charpoly_factorization': [[[77522711777280, -1397406976, -52816, 1], 1]], 'hecke_orbit_code': 72057594138591792, 'p': 71}
  • id: 1051370
    {'charpoly_factorization': [[[11550435576632, -3859440948, -34870, 1], 1]], 'hecke_orbit_code': 72057594138591792, 'p': 73}
  • id: 1051371
    {'charpoly_factorization': [[[40598762145400, -279253695, -71546, 1], 1]], 'hecke_orbit_code': 72057594138591792, 'p': 79}
  • id: 1051372
    {'charpoly_factorization': [[[529374252288, -2697140848, -20920, 1], 1]], 'hecke_orbit_code': 72057594138591792, 'p': 83}
  • id: 1051373
    {'charpoly_factorization': [[[-31660963259040, 8081767840, 192622, 1], 1]], 'hecke_orbit_code': 72057594138591792, 'p': 89}
  • id: 1051374
    {'charpoly_factorization': [[[117394067785166, -7473101907, -116320, 1], 1]], 'hecke_orbit_code': 72057594138591792, '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': 17, 'label': '560.6.a.q', 'level': 560, 'portrait': 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', 'weight': 6}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 61981639
    {'hecke_orbit_code': 72057594138591792, 'n': 1, 'trace_an': 3}
  • id: 61981640
    {'hecke_orbit_code': 72057594138591792, 'n': 2, 'trace_an': 0}
  • id: 61981641
    {'hecke_orbit_code': 72057594138591792, 'n': 3, 'trace_an': -26}
  • id: 61981642
    {'hecke_orbit_code': 72057594138591792, 'n': 4, 'trace_an': 0}
  • id: 61981643
    {'hecke_orbit_code': 72057594138591792, 'n': 5, 'trace_an': -75}
  • id: 61981644
    {'hecke_orbit_code': 72057594138591792, 'n': 6, 'trace_an': 0}
  • id: 61981645
    {'hecke_orbit_code': 72057594138591792, 'n': 7, 'trace_an': -147}
  • id: 61981646
    {'hecke_orbit_code': 72057594138591792, 'n': 8, 'trace_an': 0}
  • id: 61981647
    {'hecke_orbit_code': 72057594138591792, 'n': 9, 'trace_an': 489}
  • id: 61981648
    {'hecke_orbit_code': 72057594138591792, 'n': 10, 'trace_an': 0}
  • id: 61981649
    {'hecke_orbit_code': 72057594138591792, 'n': 11, 'trace_an': 194}
  • id: 61981650
    {'hecke_orbit_code': 72057594138591792, 'n': 12, 'trace_an': 0}
  • id: 61981651
    {'hecke_orbit_code': 72057594138591792, 'n': 13, 'trace_an': 1892}
  • id: 61981652
    {'hecke_orbit_code': 72057594138591792, 'n': 14, 'trace_an': 0}
  • id: 61981653
    {'hecke_orbit_code': 72057594138591792, 'n': 15, 'trace_an': 650}
  • id: 61981654
    {'hecke_orbit_code': 72057594138591792, 'n': 16, 'trace_an': 0}
  • id: 61981655
    {'hecke_orbit_code': 72057594138591792, 'n': 17, 'trace_an': -184}
  • id: 61981656
    {'hecke_orbit_code': 72057594138591792, 'n': 18, 'trace_an': 0}
  • id: 61981657
    {'hecke_orbit_code': 72057594138591792, 'n': 19, 'trace_an': -1212}
  • id: 61981658
    {'hecke_orbit_code': 72057594138591792, 'n': 20, 'trace_an': 0}
  • id: 61981659
    {'hecke_orbit_code': 72057594138591792, 'n': 21, 'trace_an': 1274}
  • id: 61981660
    {'hecke_orbit_code': 72057594138591792, 'n': 22, 'trace_an': 0}
  • id: 61981661
    {'hecke_orbit_code': 72057594138591792, 'n': 23, 'trace_an': -3188}
  • id: 61981662
    {'hecke_orbit_code': 72057594138591792, 'n': 24, 'trace_an': 0}
  • id: 61981663
    {'hecke_orbit_code': 72057594138591792, 'n': 25, 'trace_an': 1875}
  • id: 61981664
    {'hecke_orbit_code': 72057594138591792, 'n': 26, 'trace_an': 0}
  • id: 61981665
    {'hecke_orbit_code': 72057594138591792, 'n': 27, 'trace_an': -7910}
  • id: 61981666
    {'hecke_orbit_code': 72057594138591792, 'n': 28, 'trace_an': 0}
  • id: 61981667
    {'hecke_orbit_code': 72057594138591792, 'n': 29, 'trace_an': -11332}
  • id: 61981668
    {'hecke_orbit_code': 72057594138591792, 'n': 30, 'trace_an': 0}
  • id: 61981669
    {'hecke_orbit_code': 72057594138591792, 'n': 31, 'trace_an': -9200}
  • id: 61981670
    {'hecke_orbit_code': 72057594138591792, 'n': 32, 'trace_an': 0}
  • id: 61981671
    {'hecke_orbit_code': 72057594138591792, 'n': 33, 'trace_an': -8278}
  • id: 61981672
    {'hecke_orbit_code': 72057594138591792, 'n': 34, 'trace_an': 0}
  • id: 61981673
    {'hecke_orbit_code': 72057594138591792, 'n': 35, 'trace_an': 3675}
  • id: 61981674
    {'hecke_orbit_code': 72057594138591792, 'n': 36, 'trace_an': 0}
  • id: 61981675
    {'hecke_orbit_code': 72057594138591792, 'n': 37, 'trace_an': 6042}
  • id: 61981676
    {'hecke_orbit_code': 72057594138591792, 'n': 38, 'trace_an': 0}
  • id: 61981677
    {'hecke_orbit_code': 72057594138591792, 'n': 39, 'trace_an': -12842}
  • id: 61981678
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  • id: 61981863
    {'hecke_orbit_code': 72057594138591792, 'n': 773, 'trace_an': 38033236}
  • id: 61981864
    {'hecke_orbit_code': 72057594138591792, 'n': 787, 'trace_an': -4089994}
  • id: 61981865
    {'hecke_orbit_code': 72057594138591792, 'n': 797, 'trace_an': 34441144}
  • id: 61981866
    {'hecke_orbit_code': 72057594138591792, 'n': 809, 'trace_an': -1131780}
  • id: 61981867
    {'hecke_orbit_code': 72057594138591792, 'n': 811, 'trace_an': -1165316}
  • id: 61981868
    {'hecke_orbit_code': 72057594138591792, 'n': 821, 'trace_an': -9629728}
  • id: 61981869
    {'hecke_orbit_code': 72057594138591792, 'n': 823, 'trace_an': 18556384}
  • id: 61981870
    {'hecke_orbit_code': 72057594138591792, 'n': 827, 'trace_an': 46352920}
  • id: 61981871
    {'hecke_orbit_code': 72057594138591792, 'n': 829, 'trace_an': -24343782}
  • id: 61981872
    {'hecke_orbit_code': 72057594138591792, 'n': 839, 'trace_an': -10582508}
  • id: 61981873
    {'hecke_orbit_code': 72057594138591792, 'n': 841, 'trace_an': -17522833}
  • id: 61981874
    {'hecke_orbit_code': 72057594138591792, 'n': 853, 'trace_an': 16635182}
  • id: 61981875
    {'hecke_orbit_code': 72057594138591792, 'n': 857, 'trace_an': -129346}
  • id: 61981876
    {'hecke_orbit_code': 72057594138591792, 'n': 859, 'trace_an': 4142864}
  • id: 61981877
    {'hecke_orbit_code': 72057594138591792, 'n': 863, 'trace_an': -8724608}
  • id: 61981878
    {'hecke_orbit_code': 72057594138591792, 'n': 877, 'trace_an': -42560206}
  • id: 61981879
    {'hecke_orbit_code': 72057594138591792, 'n': 881, 'trace_an': -16487966}
  • id: 61981880
    {'hecke_orbit_code': 72057594138591792, 'n': 883, 'trace_an': 15133748}
  • id: 61981881
    {'hecke_orbit_code': 72057594138591792, 'n': 887, 'trace_an': -47537728}
  • id: 61981882
    {'hecke_orbit_code': 72057594138591792, 'n': 907, 'trace_an': -17081648}
  • id: 61981883
    {'hecke_orbit_code': 72057594138591792, 'n': 911, 'trace_an': -10469760}
  • id: 61981884
    {'hecke_orbit_code': 72057594138591792, 'n': 919, 'trace_an': -40304086}
  • id: 61981885
    {'hecke_orbit_code': 72057594138591792, 'n': 929, 'trace_an': -51110654}
  • id: 61981886
    {'hecke_orbit_code': 72057594138591792, 'n': 937, 'trace_an': 14736752}
  • id: 61981887
    {'hecke_orbit_code': 72057594138591792, 'n': 941, 'trace_an': 8934354}
  • id: 61981888
    {'hecke_orbit_code': 72057594138591792, 'n': 947, 'trace_an': -69233964}
  • id: 61981889
    {'hecke_orbit_code': 72057594138591792, 'n': 953, 'trace_an': 75486122}
  • id: 61981890
    {'hecke_orbit_code': 72057594138591792, 'n': 961, 'trace_an': -39812989}
  • id: 61981891
    {'hecke_orbit_code': 72057594138591792, 'n': 967, 'trace_an': 73085724}
  • id: 61981892
    {'hecke_orbit_code': 72057594138591792, 'n': 971, 'trace_an': 18483584}
  • id: 61981893
    {'hecke_orbit_code': 72057594138591792, 'n': 977, 'trace_an': -3472370}
  • id: 61981894
    {'hecke_orbit_code': 72057594138591792, 'n': 983, 'trace_an': -99184358}
  • id: 61981895
    {'hecke_orbit_code': 72057594138591792, 'n': 991, 'trace_an': 67158600}
  • id: 61981896
    {'hecke_orbit_code': 72057594138591792, 'n': 997, 'trace_an': 55629216}