Newform data - 225.6.a.r

Formats: - HTML - YAML - JSON - 2024-04-25T10:14:17.350386

• mf_newforms •

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

  
  {'Nk2': 8100, 'analytic_conductor': 36.08635945792064, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, 1], [5, 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': [225, 1, [101, 127], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 2, 'field_disc': 145, 'field_disc_factorization': [[5, 1], [29, 1]], 'field_poly': [-36, -1, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': 1, 'has_non_self_twist': 0, 'hecke_cutters': [[2, [-30, -5, 1]], [7, [-12900, 80, 1]]], 'hecke_orbit': 18, 'hecke_orbit_code': 76561193765961953, 'hecke_ring_generator_nbound': 2, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '225.6.a.r', 'level': 225, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [3, 5], 'level_radical': 15, 'minimal_twist': '45.6.a.d', 'nf_label': '2.2.145.1', 'prim_orbit_index': 1, 'qexp_display': 'q+(3-\\beta )q^{2}+(13-5\\beta )q^{4}+(-50+20\\beta )q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '225.6.a', 'trace_display': [5, 0, 0, -80], 'trace_hash': 476528371275964505, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.958', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.341', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.165', 'prec': 17}, {'__RealLiteral__': 0, 'data': '61.936', 'prec': 20}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.002', 'prec': 17}, 'traces': [2, 5, 0, 21, 0, 0, -80, 255, 0, 0, -800, 0, 120, -1650, 0, -687, 1940, 0, -1512, 0, 0, -550, -1320, 0, 0, 6100, 0, -8090, -1300, 0, -5824, -13865, 0, 2530, 0, 0, 12560, -26980, 0, 0, -400, 0, -25680, -1150, 0, -39840, 18920, 0, -1414, 0, 0, 30260, 49460, 0, 0, 2850, 0, -96050, -63200, 0, -49116, 17340, 0, -26671, 0, 0, -6080, 8770, 0, 0, -65200, 0, -97740, 135800, 0, -131876, 3000, 0, -46288, 0, 0, 97600, -57360, 0, 0, 28600, 0, -115050, 87000, 0, -120800, -196560, 0, 60640, 0, 0, -10180, 112465, 0, 0, 266700, 0, -59920, -36900, 0, 79570, 218160, 0, -12668, 0, 0, 107230, -17140, 0, 0, -477650, 0, -86950, -31200, 0, 26898, 271610, 0, 98348, 0, 0, -135120, -32985, 0, 0, 16800, 0, 524480, -603900, 0, 268230, -467700, 0, -285032, 0, 0, -55700, 68000, 0, 0, 92050, 0, 653880, 197300, 0, 498816, 16020, 0, 529500, 0, 0, -803800, -310020, 0, 0, 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0, 222319040, -210643000, 0, 0, 90625700, 0, 376008000, 82970700, 0, 332721910, -411007520, 0, -354143520, 0, 0, -182361900, 178658340, 0, 0, -191253300, 0, 316948500, -301849200, 0, -16328840, -251442635, 0, 309048800, 0, 0, 14358400, -78529590, 0, 0, 147772800, 0, -180465040, -191052850, 0, 54560537, -365858000, 0, 212747200, 0, 0, -226834650, 757488000, 0, 0, 371393400, 0, -14371950, -257916300, 0, 135325024, 264377470, 0, -122560670, 0, 0, 216515520, -237075000, 0, 0, 247133600, 0, 142216960, 155708350, 0, 320839920, 381120000, 0, 194413000, 0, 0, -424599700, -532738380, 0, 0, -196215600, 0, 333369600, -356452800, 0, -6458000, 403663360, 0, -102728548, 0, 0, 222392240, 219741000, 0, 0, -234894400, 0, 244792420, -415820700, 0, -88580324, 120569660, 0, 116071488, 0, 0, 144870000, 5242800, 0, 0, -16713500, 0, 76579650, 158042800, 0, 120775224, -206753200, 0, -598626920, 0, 0, 108233180, -52438370, 0, 0, -225857600, 0, 125362960, -148788000, 0, 377939090, 212761200, 0, 76267372, 0, 0, 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0, -40214400, -279096840, 0, 0, 322250400, 0, -69840800, 633210650, 0, 17413590, -232242000, 0, 346557832, 0, 0, -297064850, -294584000, 0, 0, 72341800, 0, -264518680, 118103200, 0, 360522400, 118546950, 0, 406020350, 0, 0, -5158320, 772755000, 0, 0, 237074400, 0, 49312560, 748311400, 0, -482525640, 454350120, 0, -277252254, 0, 0, 266897960, -291157420, 0, 0, -157445400, 0, -461681950, 667116000, 0, -583713124, -182962500, 0, 181167492, 0, 0, -113577600, -100084350, 0, 0, -98516400, 0, -670110000, -352217700, 0, -282746400, 395075060, 0, -568170512, 0, 0, 742014200, 64634800, 0, 0, -422843300, 0, -62896500, -119946000, 0, 161062984, 209772360, 0, -194553120, 0, 0, 259487520, -398914130, 0, 0, 443971200, 0, 432634880, -212542500, 0, 203745500, -242192240, 0, -118328132, 0, 0, 431290100, 466253620, 0, 0, -486590100, 0, -531634200, -691488800, 0, -243330284, 60405000, 0, 2527692, 0, 0, -506113520, 99457000, 0, 0, 278791200, 0, -501112920, -80277600, 0, -216504000, 338048020, 0, 350865112, 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0, 0, -492072840, -900609600, 0, 0, -557500400, 0, 703717280, 301467200, 0, 27602120, -176076120, 0, 49298656, 0, 0, 252088280, -44537000, 0, 0, 162133200, 0, 53135850, -86868800, 0, -514939680, -475110660, 0, -121543500, 0, 0, 230630720, -281536470, 0, 0, 152450400, 0, -194239620, 445403100, 0, 26425236, -539348700, 0, -885910400, 0, 0, 175754900, -297560000, 0, 0, 7961500, 0, -266712300, -1311436800, 0, 459780880, -601605000, 0, 876002000, 0, 0, -881885600, -188019130, 0, 0, 546207200, 0, 271375600, -52939050, 0, 336841500, -359962320, 0, -298434000, 0, 0, 343095300, -481752000, 0, 0, 526337200, 0, 567173850, 541036800, 0, -71319284, 23239000, 0, 268941892, 0, 0, -846162960, 358391460, 0, 0, 239666400, 0, 342459400, -265229700, 0, 244082850, 902432000, 0, -60098632, 0, 0, -182131200, -6734920, 0, 0, 998036400, 0, 110846180, -253103700, 0, 645449216, -495937500, 0, 82829790, 0, 0, 512382480, -634638020, 0, 0, 134854800, 0, 384408000, 299593800, 0, 949458520, 438936320, 0, -257360600, 0, 0, -143701580, 509255520, 0, 0, -402189600, 0, -348981900, 656939200, 0, -836070000, -156429860, 0, 94410120, 0, 0, -200166080, 384875200, 0, 0, -492135600, 0, 36452300, -148201750, 0, -90839500, -105496220, 0, 15989520, 0, 0, -361574750, 108589200, 0, 0, -405995850, 0, 114355500, 751339800, 0, 103480000, 326009270, 0, -119109320, 0, 0, -326578980, 468375000, 0, 0, -529102300, 0, 1135481440, -552248800, 0, 894867000, -254944000, 0, 551362000, 0, 0, -2253600, 554947740, 0, 0, -67791850, 0, 608706300, 486840000, 0, 699900192, 1020452890, 0, -530612102, 0, 0, -910798800, -313444140, 0, 0, 305022400, 0, -345673120, -856595450, 0, 247536660, 132707380, 0, -182580088, 0, 0, 487181100, -156450280, 0, 0, -390799200, 0, 925101600, -740710000, 0, 823691584, -294486120, 0, 1001355000, 0, 0, -26055280, -321869000, 0, 0, -654992400, 0, 134457520, -677734300, 0, -231481320, -827010600, 0, -204917668, 0, 0, 1039063450, 1136420, 0, 0, -613537650, 0, 712589200, -275122400, 0, -129391200, -290032500, 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-1273113600, 0, 578333176, -562305200, 0, -1012627320, 0, 0, 715080080, 143549130, 0, 0, 924222400, 0, 997432800, 741910500, 0, 94900910, 723812000, 0, 665765012, 0, 0, 154096900, 477052000, 0, 0, -1184225400, 0, -74888550, 84022000, 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], [3, -1], [0, 0], [13, -5], [0, 0], [0, 0], [-50, 20], [123, 9], [0, 0], [0, 0], [-390, -20], [0, 0], [100, -80], [-870, 90], [0, 0], [-371, 55], [954, 32], [0, 0], [-916, 320], [0, 0], [0, 0], [-450, 350], [-912, 504], [0, 0], [0, 0], [3180, -260], [0, 0], [-4250, 410], [-1290, 1280], [0, 0], [-2692, -440], [-7029, 193], [0, 0], [1710, -890], [0, 0], [0, 0], [7000, -1440], [-14268, 1556], [0, 0], [0, 0], [480, -1360], [0, 0], [-12200, -1280], [-1470, 1790], [0, 0], [-20880, 1920], [9552, -184], [0, 0], [93, -1600], [0, 0], [0, 0], [15700, -1140], [24426, 608], [0, 0], [0, 0], [330, 2190], [0, 0], [-49950, 3850], [-31110, -980], [0, 0], [-21838, -5440], [7764, 1812], [0, 0], [-16163, 5655], [0, 0], [0, 0], [-7100, 8120], [6642, -4514], [0, 0], [0, 0], [-31860, -1480], [0, 0], [-46550, -4640], [72840, -9880], [0, 0], [-69508, 7140], [5100, -7200], [0, 0], [-24484, 2680], [0, 0], [0, 0], [50400, -3200], [-23316, -10728], [0, 0], [0, 0], [9480, 9640], [0, 0], [-54450, -6150], [47700, -8400], [0, 0], [-62600, 4400], [-102576, 8592], [0, 0], [35280, -9920], [0, 0], [0, 0], [-3650, -2880], [57879, -3293], [0, 0], [0, 0]], 'ap': [[3, -1], [0, 0], [0, 0], [-50, 20], [-390, -20], [100, -80], [954, 32], [-916, 320], [-912, 504], [-1290, 1280], [-2692, -440], [7000, -1440], [480, -1360], [-12200, -1280], [9552, -184], [24426, 608], [-31110, -980], [-21838, -5440], [-7100, 8120], [-31860, -1480], [-46550, -4640], [-24484, 2680], [-23316, -10728], [47700, -8400], [-3650, -2880], [135510, -4320], [-33650, 7380], [114156, -10152], [-1294, -10080], [-8634, 128], [-60050, -15020], [36390, -55980], [-228570, -10560], [-152956, 20880], [66090, 65120], [259088, -19360], [-410300, 16800], [205900, 70200], [147192, -53064], [-494430, 10560], [-227430, -6740], [240338, 23040], [-461100, 42200], [383050, 60000], [99774, -21408], [-217744, 30320], [56492, -44160], [160150, -45180], [890976, 91408], [-370306, -132320], [-227430, -109440], [-608820, -34760], [-608458, 98240], [-35730, 109860], [-508602, -69216], [578568, 38344], [1334430, 22240], [-1343608, 81440], [-919400, 98720], [-914700, 218400], [-698300, -44200], [-954498, 177216], [329200, 100240], [-461940, -190920], [-843350, 207840], [-417570, 449440], [-642388, -191840], [-1623950, -255680], [777408, -147136], [-1794406, 397280], [16482, 109056], [3492360, -143520], [-703850, -222460], [2287900, 203200], [1648964, -151600], [-1515792, -550536], [2265090, -422880], [-671600, 520240], [457860, -101520], [-3642166, 486720], [183270, -404140], [384638, 787040], [228960, 311280], [3996250, -301760], [-795064, -145600], [-68856, 161952], [-5636340, -329120], [-606650, -523040], [-2044830, 94560], [2350450, 32780], [-49932, 325144], [171420, 553560], [5375050, 361500], [-3832890, -671020], [-1139284, 183680], [-6240240, 215080], [-3689250, 784000], [-1197900, -623200], [-7168700, 97240], [158042, 1414240], [2057800, 874240], [4148730, 531840], [4869672, -305424], [-1998660, 1263120], [-8206948, -496800], [10230550, 702240], [3941436, -1707912], [-1783314, -65312], [3346680, -465760], [5326358, -1727040], [4321450, -1323620], [-4305800, -973040], [7573506, 1251648], [3161156, 113520], [-6137548, -1130200], [-1519320, -941760], [-9993500, -187960], [-6960960, -1508680], [-2797986, -1093088], [-6131010, -173180], [-3554542, 1295360], [7856050, -2483200], [-3888042, -1808736], [4672332, -2853144], [-3233092, -57040], [7097670, -305440], [4936334, -2121280], [21688920, -691440], [-580550, 2367420], [16595200, 489600], [6231044, 976880], [1113360, 1663880], [-2845612, 2652440], [-2315000, 3551680], [-3542820, 1506240], [1287566, 766080], [-1273194, 3423648], [-3529700, 841000], [-1848414, 2680288], [8216280, 55040], [-4869412, -144560], [6211950, -2246400], [3513250, -4980], [37631448, -4816], [14506634, 514720], [-6560400, 2562800], [22315000, 519440], [-60918, 3801056], [-5399164, -5328400], [-12311640, -3182120], [-9376100, -2240800], [5752260, 5021680], [-5807900, -2971320], [-15567168, -2533944], [16623400, -2478160], [-19889760, -1533680], [-10154356, 6202280], [26938140, -76480], [-1887050, -2582560], [3738810, 3894080], [28843896, -2927232], [24386238, -3011296], [-12000050, 1872180], [-25728570, 1402740], [1891194, 1885952], [-8566944, -5195352], [962912, -5697840], [-19820300, 4524560], [-31964794, -1534080], [12107562, -4534304], [-37328070, 385740], [12216662, -9478240], [43236840, -3296880], [3410050, -1346080], [-14034916, -7069480], [47174340, -176880], [-36690052, 3413200], [-7144830, 1402560], [-27642350, -4412340], [-10397434, -161920], [25332250, -7236420], [5035470, 4603460], [23055400, 613360], [21942630, -4232960], [-54911352, 2970984], [16576890, 7779520], [-34030100, 2600960], [-60224900, 1738840], [-1387306, 5599680], [-17501220, 468040], [24766450, 6945280], [7239864, 5119712], [-55715092, -3940640], [12721650, -4896800], [53615628, -2504376], [-845346, 1472032], [70981442, 1979840], [52939300, -4745200], [3152478, 9707424], [65585016, 4290328], [-50168670, -4342560], [-43855492, 3654760], [-26112500, -8228080], [36334094, 5281280], [-18891270, -9451860], [15566022, -71424], [-72245284, 3905880], [35632536, -11018512], [-45634620, 1725840], [60462188, 6553440], [-58166750, -2037600], [-33764550, 2753600], [-10373450, 5058980], [333624, 1725392], [67159740, -3898680], [20621138, -13104960], [-12678650, 11331460], [27011940, 10963920], [38640240, -7851080], [16274634, 1339872], [62147942, -290560], [77579864, 240000], [-33436680, 5675760], [-30788750, 4725580], [-80783796, 8465032], [16676006, -1416480], [59316798, 13613184], [9482760, 765680], [-43607750, 9450940], [-83874990, -6434820], [29437300, 1404560], [-95616484, 4780880], [-84490408, 3392640], [-68974980, -736640], [-82904900, 653640], [5755224, 14877192], [-27016894, -3980480], [11676438, -521696], [97425210, 8028780], [42226380, 19986840], [-22717104, 11026368], [-58393852, -12945200], [-28595150, -15218900], [40337786, 16686400], [91760658, 500064], [-83907300, 9502600], [-11459450, -13773660], [91577730, 6182140], [114594956, 8496720], [-95358240, -572920], [91712800, -11997200], [44478720, -1591040], [-78968928, 13139976], [-83611534, -273920], [-19264542, 12734464], [43241310, -6855420], [-114611902, 2919200], [166503100, -4077480], [-54255078, 24283776], [-60177350, -182880], [-164440850, 5240020], [-33030384, -22831472], [137613014, -1922400], [-56633600, 172640], [-62492682, 12918144], [117866516, 1442480], [81618570, -4370240], [-87935880, 21910160], [11426500, 4122840], [-22120554, 10448768], [168583238, -8033760], [112933600, -5844080], [-104147150, 15615360], [-82542556, 14977480], [14561650, 6606560], [118766950, -11074620], [21271344, 14425152], [-30573886, 19002400], [110045162, -3760640], [19678830, -16020060], [76256160, -23801720], [115902008, 4939760], [128453664, 10374712], [-60122002, -7407200], [-114984800, 25148960], [-37965060, -30481080], [-37123850, 15578560], [-32099898, 11853216], [114874016, -17986320], [142553520, -8102640], [51481410, -12337120], [-201753612, -7500296], [75630354, 27397632], [55754490, 36263820], [-106903400, 33341760], [-132773190, 7630080], [51913292, 31498440], [-266573958, 409536], [-190325790, 24198780], [118552000, -14711760], [107387650, 30017120], [65746206, -10922752], [35000984, 46069520], [-3604620, 12452040], [50719292, 19336640], [66399550, -24565920], [102845820, 7069560], [46023686, -15780000], [-718980, -17951640], [29081500, -31699840], [58391976, 9922008], [107158230, 3788640], [62599380, -43046160], [30964600, 9033360], [-119928960, 875320], [-19276666, 10051520], [-388830, -527940], [-178382940, 23545080], [-163514750, 686720], [151834440, 27691920], [82556492, -34931760], [-106504550, 51524160], [201355470, 14452960], [-5315150, 39278380], [3780570, -26077440], [-196024138, -3922240], [161952356, 22653120], [56336800, -63361040], [243098472, -31846824], [-146030022, 902624], [-282171442, -19370240], [180329946, 34415168], [-292395316, 16620120], [62518980, -60403160], [80090012, 882960], [-112718484, -16755272], [-69233506, 20138880], [241794042, -17334464], [-105836662, -31656960], [-244600850, -16911820], [-244172300, -12768320], [168425562, 1196896], [-18314610, -58092480], [-222326248, -28134800], [421514994, 8466752], [54685890, 937020], [-118610098, 17623200], [233762800, -13377920], [-369610140, 6867480], [-185321286, -1529888], [214780508, -38815040], [354991750, -19023040], [-411365490, -20516320], [208744150, -42018620], [2951234, -48918080], [-48399966, -764928], [-102508080, 62886560], [11983050, -18782100], [121466382, -67160544], [71636232, 35658056], [-263003900, 33934960], [-291843120, 26185840], [-92455272, 8834424], [-59558790, 32248780], [89962900, 50704920], [-67489250, -59261120], [-295393470, 51438240], [149269750, -27163900], [-19749562, -31820160], [95029170, 49608060], [-33880156, 7661680], [6746928, -20228776], [-98901210, -55301280], [324650888, -3852560], [232079200, 48224080], [333133410, -9327620], [-245798280, -539040], [18143350, 165600], [383080140, -14820480], [-149468450, -27642080], [-284049390, 38996480], [304068894, -53190048], [-449611850, -11575100], [30140778, 72425824], [-91587484, 594880], [-75424248, -5601784], [425941412, -28191240], [7291000, -40637280], [67600600, -743680], [-423127560, 19244520], [-83114194, -38689280], [32774322, -64412224], [-99885870, -75350660], [-136798700, -46047720], [52525680, 77434240], [49070350, 850560], [-97939384, 28856880], [304853640, -2460480], [127423412, 42962960], [-122154990, -16732320], [-221669866, -73166080], [-82500498, -51818784], [-378136250, 12184900], [147170886, 17682688], [-128546370, 30095840], [230114612, -12615640], [247984600, 28059120], [226599540, 60200720], [561385900, -6547720], [403007190, -61385580], [-225772250, 28134560], [-520179882, -9003456], [-199439388, 77951096], [-35718988, -17251040], [-416289950, -3039840], [-729727290, -14858720], [-18201240, -42062320], [30643150, -55719020], [3971142, -46978464], [-208217352, -88069016], [-136950870, 58043840], [-65287100, -42470960], [-151643832, 57061944], [-92883210, 111159220], [-298754750, -54074880], [108962646, 22976768], [134702364, -25001288], [-622302480, -28508640], [279003908, 20325360], [45535200, -7048400]], 'char_orbit_index': 1, 'field_poly': [-36, -1, 1], 'hecke_orbit_code': 76561193765961953, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 2, 'label': '225.6.a.r', 'level': 225, 'maxp': 2999, 'weight': 6}
• mf_newspaces •

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

  
  {'AL_dims': [[[[3, -1], [5, -1]], 11, 6], [[[3, 1], [5, 1]], 7, 4], [[[3, 1], [5, -1]], 9, 4], [[[3, -1], [5, 1]], 11, 8]], 'ALdims': [7, 9, 11, 11], 'Nk2': 8100, 'analytic_conductor': 36.08635945792064, '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': [225, 1, [101, 127], [1, 1]], 'conrey_index': 1, 'cusp_dim': 138, 'dim': 38, 'eis_dim': 24, 'eis_new_dim': 3, 'hecke_cutter_primes': [2, 7], 'hecke_orbit_code': 100663521, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 4], 'label': '225.6.a', 'level': 225, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [3, 5], 'level_radical': 15, 'mf_dim': 162, 'mf_new_dim': 41, 'num_forms': 22, 'plus_dim': 18, 'prim_orbit_index': 1, 'relative_dim': 38, 'sturm_bound': 180, 'trace_bound': 7, 'trace_display': [0, 0, 0, -80], 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623355540, 0, 0, 539040672, 0, -2936238480, -14062320, 0, 2119964652, -1390081200, 0, -5164874918, 0, 0, -1945316000, -479340960, 0, 0, -2399870484, 0, -1595575680, -837591270, 0, -2127512202, 1175890980, 0, 1719426596, 0, 0, 2166228240, -797657760, 0, 0, -1379851380, 0, 1729661520, -1587307752, 0, 1530061000, 685536240, 0, 5644614276, 0, 0, 631339780, -578926320, 0, 0, -1293821136, 0, 4173512680, 3669687648, 0, -2739836064, 1450114080, 0, 21203330, 0, 0, -1233069520, -151546440, 0, 0, -196418202, 0, -505748880, 1701835152, 0, -1792138484, 981664560, 0, 4169379732, 0, 0, 1748075760, -556791720, 0, 0, 1498562676, 0, -1043973620, -4610787804, 0, -1961923040, -1507331460, 0, 4482506496, 0, 0, -1720444800, -167134200, 0, 0, 167374428, 0, -729846360, -571099272, 0, 1838965468, -529242240, 0, -826895958, 0, 0, -2421878660, 1501620240, 0, 0, -323488440, 0, 1748561120, -875975490, 0, 8289778110, -1601428320, 0, -1718197924, 0, 0, 2144972880, 1080681180, 0, 0, 1722973356, 0, -900575280, -917120052, 0, -1768901428, 1562426640, 0, 1784560976, 0, 0, 1261661680, 1944827100, 0, 0, 476765256, 0, -168354240, 409353708, 0, 5088452740, -424143180, 0, -415717444, 0, 0, -871692240, -957319200, 0, 0, -492272448, 0, -1792703360, 1078268784, 0, -6288404544, -296369400, 0, -3999538488, 0, 0, 1085291860, -850305840, 0, 0, -5227530648, 0, -1829158720, -1825726392, 0, -2561145300, 1495110480, 0, -1641399696, 0, 0, 1198085800, 1155480960, 0, 0, -2778555744, 0, 486589200, -841104348, 0, -2132555160, -322122000, 0, -2442426300, 0, 0, 873909920, -422135280, 0, 0, 901026192, 0, -839584580, 2078045088, 0, 4420277224, -903517140, 0, 194767992, 0, 0, -272188080, 616593720, 0, 0, 1723983768, 0, 760101120, 1753986060, 0, 1093055764, -1280725320, 0, 34731300, 0, 0, 469169240, 1354693920, 0, 0, 611242776, 0, 2354012240, -956338236, 0, 6518585040, -62098560, 0, -960679956, 0, 0, -1961816880, 2026694520, 0, 0, -2476719972, 0, 1842433920, 335999292, 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: 182914
    {'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 18, 'source_is_minimal': False, 'source_label': '225.6.a.r', 'source_level': 225, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 4, 'target_is_minimal': True, 'target_label': '45.6.a.d', 'target_level': 45, 'twist_class_label': '45.6.a.d', 'twist_class_level': 45, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 182915
    {'conductor': 15, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 18, 'source_is_minimal': False, 'source_label': '225.6.a.r', 'source_level': 225, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 6, 'target_is_minimal': True, 'target_label': '45.6.a.f', 'target_level': 45, 'twist_class_label': '45.6.a.d', 'twist_class_level': 45, 'twisting_char_label': '15.d', 'twisting_char_orbit': 4, 'weight': 6}
  • id: 182916
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 18, 'source_is_minimal': False, 'source_label': '225.6.a.r', 'source_level': 225, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 11, 'target_is_minimal': False, 'target_label': '225.6.a.k', 'target_level': 225, 'twist_class_label': '45.6.a.d', 'twist_class_level': 45, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 182917
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 18, 'source_is_minimal': False, 'source_label': '225.6.a.r', 'source_level': 225, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 18, 'target_is_minimal': False, 'target_label': '225.6.a.r', 'target_level': 225, 'twist_class_label': '45.6.a.d', 'twist_class_level': 45, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 6}
  • id: 182918
    {'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 18, 'source_is_minimal': False, 'source_label': '225.6.a.r', 'source_level': 225, 'target_char_orbit': 2, 'target_dim': 4, 'target_hecke_orbit': 10, 'target_is_minimal': False, 'target_label': '225.6.b.j', 'target_level': 225, 'twist_class_label': '45.6.a.d', 'twist_class_level': 45, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 6}
  • id: 182919
    {'conductor': 15, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 18, 'source_is_minimal': False, 'source_label': '225.6.a.r', 'source_level': 225, 'target_char_orbit': 2, 'target_dim': 4, 'target_hecke_orbit': 11, 'target_is_minimal': False, 'target_label': '225.6.b.k', 'target_level': 225, 'twist_class_label': '45.6.a.d', 'twist_class_level': 45, 'twisting_char_label': '15.e', 'twisting_char_orbit': 5, 'weight': 6}
  • id: 182920
    {'conductor': 20, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 18, 'source_is_minimal': False, 'source_label': '225.6.a.r', 'source_level': 225, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 25, 'target_is_minimal': False, 'target_label': '720.6.a.y', 'target_level': 720, 'twist_class_label': '45.6.a.d', 'twist_class_level': 45, 'twisting_char_label': '20.d', 'twisting_char_orbit': 4, 'weight': 6}
  • id: 182921
    {'conductor': 60, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 18, 'source_is_minimal': False, 'source_label': '225.6.a.r', 'source_level': 225, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 31, 'target_is_minimal': False, 'target_label': '720.6.a.be', 'target_level': 720, 'twist_class_label': '45.6.a.d', 'twist_class_level': 45, 'twisting_char_label': '60.h', 'twisting_char_orbit': 8, 'weight': 6}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 540675
    {'charpoly_factorization': [[[-30, -5, 1], 1]], 'hecke_orbit_code': 76561193765961953, 'p': 2}
  • id: 540676
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 76561193765961953, 'p': 3}
  • id: 540677
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 76561193765961953, 'p': 5}
  • id: 540678
    {'charpoly_factorization': [[[-12900, 80, 1], 1]], 'hecke_orbit_code': 76561193765961953, 'p': 7}
  • id: 540679
    {'charpoly_factorization': [[[145500, 800, 1], 1]], 'hecke_orbit_code': 76561193765961953, 'p': 11}
  • id: 540680
    {'charpoly_factorization': [[[-228400, -120, 1], 1]], 'hecke_orbit_code': 76561193765961953, 'p': 13}
  • id: 540681
    {'charpoly_factorization': [[[903780, -1940, 1], 1]], 'hecke_orbit_code': 76561193765961953, 'p': 17}
  • id: 540682
    {'charpoly_factorization': [[[-3140464, 1512, 1], 1]], 'hecke_orbit_code': 76561193765961953, 'p': 19}
  • id: 540683
    {'charpoly_factorization': [[[-8772480, 1320, 1], 1]], 'hecke_orbit_code': 76561193765961953, 'p': 23}
  • id: 540684
    {'charpoly_factorization': [[[-58969500, 1300, 1], 1]], 'hecke_orbit_code': 76561193765961953, 'p': 29}
  • id: 540685
    {'charpoly_factorization': [[[1461744, 5824, 1], 1]], 'hecke_orbit_code': 76561193765961953, 'p': 31}
  • id: 540686
    {'charpoly_factorization': [[[-35729600, -12560, 1], 1]], 'hecke_orbit_code': 76561193765961953, 'p': 37}
  • id: 540687
    {'charpoly_factorization': [[[-67008000, 400, 1], 1]], 'hecke_orbit_code': 76561193765961953, 'p': 41}
  • id: 540688
    {'charpoly_factorization': [[[105473600, 25680, 1], 1]], 'hecke_orbit_code': 76561193765961953, 'p': 43}
  • id: 540689
    {'charpoly_factorization': [[[88264320, -18920, 1], 1]], 'hecke_orbit_code': 76561193765961953, 'p': 47}
  • id: 540690
    {'charpoly_factorization': [[[598172580, -49460, 1], 1]], 'hecke_orbit_code': 76561193765961953, 'p': 53}
  • id: 540691
    {'charpoly_factorization': [[[963745500, 63200, 1], 1]], 'hecke_orbit_code': 76561193765961953, 'p': 59}
  • id: 540692
    {'charpoly_factorization': [[[-469672636, 49116, 1], 1]], 'hecke_orbit_code': 76561193765961953, 'p': 61}
  • id: 540693
    {'charpoly_factorization': [[[-2380880400, 6080, 1], 1]], 'hecke_orbit_code': 76561193765961953, 'p': 67}
  • id: 540694
    {'charpoly_factorization': [[[983358000, 65200, 1], 1]], 'hecke_orbit_code': 76561193765961953, 'p': 71}
  • id: 540695
    {'charpoly_factorization': [[[1607828900, 97740, 1], 1]], 'hecke_orbit_code': 76561193765961953, 'p': 73}
  • id: 540696
    {'charpoly_factorization': [[[275282736, 46288, 1], 1]], 'hecke_orbit_code': 76561193765961953, 'p': 79}
  • id: 540697
    {'charpoly_factorization': [[[-3349469520, 57360, 1], 1]], 'hecke_orbit_code': 76561193765961953, 'p': 83}
  • id: 540698
    {'charpoly_factorization': [[[-665550000, -87000, 1], 1]], 'hecke_orbit_code': 76561193765961953, 'p': 89}
  • id: 540699
    {'charpoly_factorization': [[[-274763900, 10180, 1], 1]], 'hecke_orbit_code': 76561193765961953, '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': 18, 'label': '225.6.a.r', 'level': 225, 'portrait': 'data:image/png;base64,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', 'weight': 6}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 243261000
    {'hecke_orbit_code': 76561193765961953, 'n': 1, 'trace_an': 2}
  • id: 243261001
    {'hecke_orbit_code': 76561193765961953, 'n': 2, 'trace_an': 5}
  • id: 243261002
    {'hecke_orbit_code': 76561193765961953, 'n': 3, 'trace_an': 0}
  • id: 243261003
    {'hecke_orbit_code': 76561193765961953, 'n': 4, 'trace_an': 21}
  • id: 243261004
    {'hecke_orbit_code': 76561193765961953, 'n': 5, 'trace_an': 0}
  • id: 243261005
    {'hecke_orbit_code': 76561193765961953, 'n': 6, 'trace_an': 0}
  • id: 243261006
    {'hecke_orbit_code': 76561193765961953, 'n': 7, 'trace_an': -80}
  • id: 243261007
    {'hecke_orbit_code': 76561193765961953, 'n': 8, 'trace_an': 255}
  • id: 243261008
    {'hecke_orbit_code': 76561193765961953, 'n': 9, 'trace_an': 0}
  • id: 243261009
    {'hecke_orbit_code': 76561193765961953, 'n': 10, 'trace_an': 0}
  • id: 243261010
    {'hecke_orbit_code': 76561193765961953, 'n': 11, 'trace_an': -800}
  • id: 243261011
    {'hecke_orbit_code': 76561193765961953, 'n': 12, 'trace_an': 0}
  • id: 243261012
    {'hecke_orbit_code': 76561193765961953, 'n': 13, 'trace_an': 120}
  • id: 243261013
    {'hecke_orbit_code': 76561193765961953, 'n': 14, 'trace_an': -1650}
  • id: 243261014
    {'hecke_orbit_code': 76561193765961953, 'n': 15, 'trace_an': 0}
  • id: 243261015
    {'hecke_orbit_code': 76561193765961953, 'n': 16, 'trace_an': -687}
  • id: 243261016
    {'hecke_orbit_code': 76561193765961953, 'n': 17, 'trace_an': 1940}
  • id: 243261017
    {'hecke_orbit_code': 76561193765961953, 'n': 18, 'trace_an': 0}
  • id: 243261018
    {'hecke_orbit_code': 76561193765961953, 'n': 19, 'trace_an': -1512}
  • id: 243261019
    {'hecke_orbit_code': 76561193765961953, 'n': 20, 'trace_an': 0}
  • id: 243261020
    {'hecke_orbit_code': 76561193765961953, 'n': 21, 'trace_an': 0}
  • id: 243261021
    {'hecke_orbit_code': 76561193765961953, 'n': 22, 'trace_an': -550}
  • id: 243261022
    {'hecke_orbit_code': 76561193765961953, 'n': 23, 'trace_an': -1320}
  • id: 243261023
    {'hecke_orbit_code': 76561193765961953, 'n': 24, 'trace_an': 0}
  • id: 243261024
    {'hecke_orbit_code': 76561193765961953, 'n': 25, 'trace_an': 0}
  • id: 243261025
    {'hecke_orbit_code': 76561193765961953, 'n': 26, 'trace_an': 6100}
  • id: 243261026
    {'hecke_orbit_code': 76561193765961953, 'n': 27, 'trace_an': 0}
  • id: 243261027
    {'hecke_orbit_code': 76561193765961953, 'n': 28, 'trace_an': -8090}
  • id: 243261028
    {'hecke_orbit_code': 76561193765961953, 'n': 29, 'trace_an': -1300}
  • id: 243261029
    {'hecke_orbit_code': 76561193765961953, 'n': 30, 'trace_an': 0}
  • id: 243261030
    {'hecke_orbit_code': 76561193765961953, 'n': 31, 'trace_an': -5824}
  • id: 243261031
    {'hecke_orbit_code': 76561193765961953, 'n': 32, 'trace_an': -13865}
  • id: 243261032
    {'hecke_orbit_code': 76561193765961953, 'n': 33, 'trace_an': 0}
  • id: 243261033
    {'hecke_orbit_code': 76561193765961953, 'n': 34, 'trace_an': 2530}
  • id: 243261034
    {'hecke_orbit_code': 76561193765961953, 'n': 35, 'trace_an': 0}
  • id: 243261035
    {'hecke_orbit_code': 76561193765961953, 'n': 36, 'trace_an': 0}
  • id: 243261036
    {'hecke_orbit_code': 76561193765961953, 'n': 37, 'trace_an': 12560}
  • id: 243261037
    {'hecke_orbit_code': 76561193765961953, 'n': 38, 'trace_an': -26980}
  • id: 243261038
    {'hecke_orbit_code': 76561193765961953, 'n': 39, 'trace_an': 0}
  • id: 243261039
    {'hecke_orbit_code': 76561193765961953, 'n': 40, 'trace_an': 0}
  • id: 243261040
    {'hecke_orbit_code': 76561193765961953, 'n': 41, 'trace_an': -400}
  • id: 243261041
    {'hecke_orbit_code': 76561193765961953, 'n': 42, 'trace_an': 0}
  • id: 243261042
    {'hecke_orbit_code': 76561193765961953, 'n': 43, 'trace_an': -25680}
  • id: 243261043
    {'hecke_orbit_code': 76561193765961953, 'n': 44, 'trace_an': -1150}
  • id: 243261044
    {'hecke_orbit_code': 76561193765961953, 'n': 45, 'trace_an': 0}
  • id: 243261045
    {'hecke_orbit_code': 76561193765961953, 'n': 46, 'trace_an': -39840}
  • id: 243261046
    {'hecke_orbit_code': 76561193765961953, 'n': 47, 'trace_an': 18920}
  • id: 243261047
    {'hecke_orbit_code': 76561193765961953, 'n': 48, 'trace_an': 0}
  • id: 243261048
    {'hecke_orbit_code': 76561193765961953, 'n': 49, 'trace_an': -1414}
  • id: 243261049
    {'hecke_orbit_code': 76561193765961953, 'n': 50, 'trace_an': 0}
  • id: 243261050
    {'hecke_orbit_code': 76561193765961953, 'n': 51, 'trace_an': 0}
  • id: 243261051
    {'hecke_orbit_code': 76561193765961953, 'n': 52, 'trace_an': 30260}
  • id: 243261052
    {'hecke_orbit_code': 76561193765961953, 'n': 53, 'trace_an': 49460}
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