Newform data - 1058.6.a.d

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• 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': 38088, 'analytic_conductor': 169.6860813621335, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [23, -1]], 'atkin_lehner_string': '--', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [1058, 1, [5], [1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 2, 'field_disc': 8, 'field_disc_factorization': [[2, 3]], 'field_poly': [-2, 0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': True, 'field_poly_root_of_unity': 8, 'fricke_eigenval': 1, 'has_non_self_twist': 0, 'hecke_cutters': [[3, [49, 22, 1]], [5, [-3844, -68, 1]]], 'hecke_orbit': 4, 'hecke_orbit_code': 13510798982775842, 'hecke_ring_generator_nbound': 5, 'hecke_ring_index': 2, 'hecke_ring_index_factorization': [[2, 1]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '1058.6.a.d', 'level': 1058, '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, 23], 'level_radical': 46, 'minimal_twist': '46.6.a.b', 'nf_label': '2.2.8.1', 'prim_orbit_index': 1, 'qexp_display': 'q+4q^{2}+(-11+3\\beta )q^{3}+2^{4}q^{4}+(34+\\cdots)q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '1058.6.a', 'trace_display': [8, -22, 68, 312], 'trace_hash': 1555150137194607438, 'trace_moments': [0, {'__RealLiteral__': 0, 'data': '1.958', 'prec': 14}, 0, {'__RealLiteral__': 0, 'data': '9.648', 'prec': 14}, 0, {'__RealLiteral__': 0, 'data': '67.137', 'prec': 17}], 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-1030266240, -321840026, 37750400, -99030674, 17867616, 501160194, -4182400, 22043060, 473254416, 258411488, -85615904, -1345607564, 69839184, -290829396, 123717632, -62606758, -183052784, -705521640, -394368640, -915193312, 0, -1064233568, -154202496, 249043710, -78104704, -622227060, -238726272, 236416384, 106538112, -804966224, 786432, -161972992, -555697432, 155539896, -46380736, 492126296, -440386240, -107093568, -62887808, 92500344, -342433536, -252802508, -117274880, 0, 396811616, -16826744, 139247616, 1185178062, 206541824, 1166884768, -178875648, -109635818, 989860736, -124158944, -628090624, 466949170, 461832072, -547115228, 177527424, -731538232, 802149792, -156895690, 129638400, 2820584352, -91893328, -1179047420, 0, 193117272, 278048584, -1769033472, 467708928, -802460180, -416392840, 856403508, 1183427456, -964627422, -23517168, 94590776, -47829504, -342684152, 63514960, -550104060, -196898272, 216643828, -213274496, -1039663544, 446518528, -250927456, -228667520, 0, 139710720, 993026528, -172462472, -340239920, -122060800, -156077664, -704038288, 366097876, -378908928, -633490364, 622615504, 484468472, -233897856, 259463460, -882540176, -510687840, -257028032, -586778824, -720475920, -86187068, -165970944, -142303680, 0, -293922192, -1098583328, -88128434, -352127456, -618543688, -469601664, -906095008, -742394352, -16396192, 39656640, -70642048, -38908352, 422252406, -234512384, -320466548, 96135016, -1487236432, -198463072, 959346176, 158413536, 402486952, 212092160, 0, 217133912, 806449640, 555800576, 1591326188, -349167616, 251667232, -261688320, -458666668, 295773568, -892845860, -380032896, 1449621664, 145062352, -1062301084, -79046656, -1194252400, 194698592, -390265912, 306073664, 785572720, -670383824, -149825024, 0, 65182344, -591186856, 327420016, -484129152, -743798140, -506697856, -703926064, 73431296, -253715462, 869204736, -457758076, 268355808, 413813230, 432352416, -128950436, -467769344, 64084176, -148119472, 13699148, 31636416, 907211512, -34898080, 0, -56026112, -1034814308, -564293536, -309167782, -28983040, -667009920, -113217088, 731749904, 71845888, -1537243656, -161710400, 769501716, -108682112, 2202139232, -425851936, 143740416, 189321472, -327611336, 172608976, 771418080, 284845568, 1212995940, 0, 883368172, -345686016, -128868762, 594857992, -98438304, 398155520, -1653135684, -221517752, 1034896034, -303877632], '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], [4, 0], [-11, 3], [16, 0], [34, 25], [-44, 12], [156, -17], [64, 0], [-50, -66], [136, 100], [6, -247], [-176, 48], [-741, -8], [624, -68], [226, -173], [256, 0], [-884, 339], [-200, -264], [562, 204], [544, 400], [-2124, 655], [24, -988], [0, 0], [-704, 192], [3031, 1700], [-2964, -32], [1639, -153], [2496, -272], [-2559, -1954], [904, -692], [-1555, 749], [1024, 0], [-5994, 2735], [-3536, 1356], [1904, 3322], [-800, -1056], [-18, -4565], [2248, 816], [7959, -2135], [2176, 1600], [-3617, -744], [-8496, 2620], [-14408, 1708], [96, -3952], [-14900, -3494], [0, 0], [-9959, -579], [-2816, 768], [9841, -5304], [12124, 6800], [17860, -6381], [-11856, -128], [4254, 8098], [6556, -612], [-49196, -8248], [9984, -1088], [-1286, -558], [-10236, -7816], [-23472, 574], [3616, -2768], [30930, -7120], [-6220, 2996], [1176, -9446], [4096, 0], [-26794, -18797], [-23976, 10940], [12714, 7695], [-14144, 5424], [0, 0], [7616, 13288], [-24987, -20287], [-3200, -4224], [5805, 7298], [-72, -18260], [7459, -9607], [8992, 3264], [34528, -38634], [31836, -8540], [5670, -11044], [8704, 6400], [-9551, 22638], [-14468, -2976], [8176, -17633], [-33984, 10480], [37744, -10574], [-57632, 6832], [-18747, 13817], [384, -15808], [63300, -9950], [-59600, -13976], [-114508, 11349], [0, 0], [35081, -12904], [-39836, -2316], [59908, 20986], [-11264, 3072], [-33872, -2017], [39364, -21216], [130116, 11954], [48496, 27200]], 'ap': [[4, 0], [-11, 3], [34, 25], [156, -17], [6, -247], [-741, -8], [-884, 339], [562, 204], [0, 0], [-2559, -1954], [-1555, 749], [-18, -4565], [-3617, -744], [-14408, 1708], [-9959, -579], [4254, 8098], [-23472, 574], [30930, -7120], [12714, 7695], [-24987, -20287], [5805, 7298], [5670, -11044], [8176, -17633], [63300, -9950], [-33872, -2017], [-9366, 16204], [-85248, -10719], [75534, -4846], [-35968, 13040], [-33788, 10931], [17999, -29883], [-151439, 44077], [-189396, 17984], [-213089, -47969], [67826, -28512], [-39979, 80141], [-148320, 95114], [-306445, -5323], [355544, 93002], [-263146, 59058], [-93417, 181641], [-324162, 65771], [-111290, 105629], [-313047, -19982], [-213375, 130532], [-842254, -19179], [523460, -198462], [169896, 329190], [472696, 26489], [1047988, -124020], [-213205, -209198], [455653, -47537], [277970, -207269], [127744, 480255], [1630119, 68918], [-1065862, 145240], [-1910515, 26828], [136168, -556808], [-1005715, -117628], [-1272732, 167549], [-954222, 410225], [-630256, 292002], [-144856, 625182], [-624987, 334591], [1492144, 12082], [-1825446, -10012], [216123, -749161], [-461524, -117350], [753764, -714050], [-32675, 400042], [-491311, -253966], [3488426, 16532], [-617552, 533973], [1479074, 309211], [471968, 402834], [1429940, 694640], [1691560, -266874], [633147, -362782], [-2808090, 691579], [914037, 700694], [4150648, -568454], [-460380, -1731833], [3516760, 1271118], [-1883698, -30081], [-1872629, 1961617], [3764709, 528725], [1102270, -1487324], [-3232952, -628169], [-6168779, -682002], [707856, 1404774], [-1584454, -1679608], [4317080, 787685], [65479, 1160917], [2462455, -1950473], [-7346635, -268989], [3819654, 2227772], [-6867563, -1002036], [-1113316, -2624970], [-4009384, 1337571], [2668145, 471962], [-1466309, 2611735], [-6941708, -1806426], [-6432468, -918896], [-6225674, -770481], [-401604, -4354311], [2950377, -2085290], [-8217163, -1258835], [5140534, 1394138], [941272, -406112], [-3223443, 2671276], [-7574620, -1740290], [-75508, -1081749], [12254414, -308426], [-1441240, 3617982], [1274628, 689094], [-10171564, -1853130], [2764574, 2750943], [-7797047, -730753], [-537637, 4566828], [7121816, 2681171], [-9075198, -1303064], [-7814421, -595244], [-4603802, -3239436], [-5534249, 4183273], [-6794964, 3079032], [-12324020, -2525859], [-5589864, 5151911], [4365960, 6771128], [1239270, 1927159], [-11876028, 1807791], [8386119, -1073741], [-905720, -6282393], [-14605656, 171378], [1462634, -7198373], [1914805, 2592380], [-4699622, 2850047], [2540148, 3096610], [2493300, 5436574], [26577034, -281002], [2316202, -6910222], [-13740323, 4963975], [-6871510, -8020810], [16944357, -4791143], [-3317808, 10621606], [15499914, 6069108], [15123568, -1627883], [17657422, 7609512], [6774323, 2684034], [14520565, -3792207], [794991, -4221171], [1410958, -7314144], [-6418772, -2108103], [-19149108, 1193732], [9841681, 6149809], [32006326, -773974], [13186830, 883518], [-7624824, -4834145], [5626199, -4126326], [27318006, -442311], [9974520, 2340539], [5930861, 12446419], [-14137566, 11362022], [72851, -1802619], [5813150, -4012026], [27974510, -5779305], [36811210, 1376010], [-6192288, -16734172], [-18831154, 9772558], [-9297746, 12662070], [20552395, -117256], [-18887170, 5526995], [19071821, -11230078], [-7690080, -6742679], [18705336, 10629708], [-18715269, 16897683], [-11201680, -17903067], [33253799, -5179485], [-45167861, 1584156], [7716174, 3156100], [3839792, -15012167], [2995671, 9982467], [19103348, 20807404], [49747301, -5704412], [13043738, -6223802], [12551306, -10057867], [45893604, 12396685], [-12133146, 7519596], [-5094690, 3801966], [44689581, -7594448], [-32237744, -6120164], [50369563, 7019948], [17677132, -12142678], [9431226, -12649439], [-27451646, 2596218], [11778530, -2509581], [32124652, -15565654], [19736750, 18233235], [-33767848, 12146670], [70397592, 4525802], [-5728041, 7356455], [-78251732, -6233784], [-19409952, -22432576], [-10785479, 11983932], [-18555786, -10349789], [-10641532, -27704622], [30817097, 28173260], [-31465502, -6094591], [-11218335, 963487], [-23862633, -15018144], [22652491, -2523145], [42489571, 4535160], [23132471, -15785824], [3513816, -18196346], [-58195930, -17344294], [33046768, -3477726], [29054272, 7062308], [37129117, 18672121], [47862965, 16666758], [82068314, 7798409], [-65065329, -12621166], [-71152705, 17256084], [8729898, -925941], [-69462179, 8512694], [100268724, 77153], [34756073, -16753333], [-52049105, 22456530], [7939370, -5448865], [-21557809, -15583173], [-90059490, -14231960], [-44015932, 20384714], [-92799294, -12487584], [19801692, 17009559], [-83797978, -10991943], [-18514934, -37865030], [-4362260, -4368252], [-14152136, 5183079], [-20213800, -8361842], [21576122, -28155763], [-27689719, 4718927], [54936699, 15421365], [-51231160, -11087176], [-66025383, -24835355], [-121961043, -10418569], [-37078505, -26738782], [55489606, -29293674], [-33620603, -2595909], [-92262607, -20378887], [-101229018, 14815006], [-5500242, -4942004], [-28770402, -15620429], [-57005676, 6878275], [-23665446, 27922037], [-110505142, 23768118], [27862224, -44583355], [64971138, 19662424], [-33840065, -38083901], [106064510, -9315651], [7683878, 44741517], [126628557, -5074180], [91891553, -45100896], [189125620, -6949790], [61776500, -18504280], [37542730, 32127576], [-84129236, -36293829], [4488998, -47719410], [-116950510, -33311578], [-1216050, -39338445], [68937164, 44442480], [18042610, 70674772], [-86892119, -6103368], [21466957, 35054414], [9405730, 28450274], [20323624, 41463788], [96390604, 130851], [30691913, -32984546], [-107263127, -16904843], [-205902980, -6362838], [61373290, -14830994], [25844198, -41146847], [13059024, -26277254], [11344699, 31964321], [-78191490, -9393255], [36865434, 14729193], [-173692470, 25895282], [-129924616, 24359426], [-55482928, -63716378], [60931654, -36407584], [-35613734, -30305912], [177799472, 20955034], [191387190, -982948], [-28895826, 78132752], [290573820, -558065], [282389042, -4835824], [72481410, -39466862], [24839473, -87564854], [183866222, 2518614], [-38694188, 38457353], [241852667, 8431388], [156419403, 53800289], [-242244345, -9220505], [-161790504, -27414033], [-149293218, -11207736], [130431348, -18433703], [203475707, -30750229], [-223363948, 21380658], [-6937945, -57931480], [-65521524, 72305976], [-7525876, 68679626], [124965726, -34200357], [-111223150, -47653276], [136958701, 77816227], [-11181686, -37560948], [-55473248, -18220769], [-240796029, -18113521], [257907610, -3126890], [213768796, 7171491], [12177207, -65936087], [101732461, 77383423], [17239192, -49824640], [67704031, 59071256], [128882368, 10955310], [167891824, -46600407], [14505203, -70783950], [-171738832, -1394182], [-201714518, -68955773], [99640272, -57443954], [-177124482, 9740897], [-7294165, 52058861], [-87897654, -73130351], [72583696, 36911373], [-29551723, -148024048], [-93536225, 86002590], [-30854189, -23468905], [188256435, 3098049], [83662506, -60773370], [-83885373, 17578545], [-200293058, 31863193], [207803076, 38286337], [-223829593, 16269576], [-68747956, -140757554], [-48772689, -31871648], [-99623672, -32734024], [313998206, -6067268], [43766418, -16879028], [85721730, 19922559], [-115182132, -78260990], [-126844093, 82192534], [27215956, -17223752], [148300970, 20171012], [-51738722, 32921283], [105196729, -10469169], [74853493, -54108192], [-133560338, 38071506], [190552750, -23954814], [63608240, 213065], [23770474, 14870142], [142115220, -132858319], [-175664422, -17828205], [-245419963, 24731150], [398153908, -48375022], [-176441206, 133979183], [-107709059, -126838040], [-260177129, -31181649], [-92999270, -808785], [207567443, -58723735], [-364970967, -51519942], [6947055, 156492494], [-134427986, 31705475], [-33614298, 190451872], [-17424133, -142678807], [392492964, -24099368], [-198528283, 112282205], [-374892668, -55047019], [174682008, 102948682], [-124111861, -32310218], [-69556517, 16437905], [107776454, -118525817], [-522563134, 17111818], [-10201300, -160798204], [-440700617, 43633128], [-219302890, -74825251], [347358386, -78182474], [78554716, 55073718], [-220565313, 31627476], [483579924, -35217835], [25948107, -92377429], [370212451, -35790535], [-183814810, -77006066], [-50529610, 173686891], [-52730696, 143341811], [-161266612, 111093879], [113185254, -24820288], [-615320223, -41984611], [346333908, -98869596], [411490352, -103796887], [258626178, 14979165], [62517668, -127022730], [-33970700, 127009737], [-663154508, -4542307], [425951502, 29896768], [-111623173, 24445744], [324767069, -2224872], [-444464416, 73063185], [189391348, -6946537], [-49515337, 43060496], [250580097, -48334847], [-672803782, -5372678], [-31303379, -220942060], [-352760820, 3633315], [77769948, -172332790], [592589031, -13017342], [-54817909, 2081846], [-273557614, -23300803], [-589523710, 69685344], [-401230090, -74233670], [-482313711, -58507146], [-170119960, -9797206], [242234236, -170815246], [-71151840, -152153886], [-309271844, -55561790], [-35321024, 62664813], [479673088, -36731040], [125833616, 37536502], [-195132956, -25357860], [-126857731, 34751150], [206906615, -145477850], [6849574, -95867872], [-517407154, 50670060], [-154583891, -153635357], [517448017, 107601267]], 'char_orbit_index': 1, 'field_poly': [-2, 0, 1], 'hecke_orbit_code': 13510798982775842, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1], 'hecke_ring_inverse_denominators': [1, 2], 'hecke_ring_inverse_numerators': [[1, 0], [0, 1]], 'hecke_ring_numerators': [[1, 0], [0, 2]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 2, 'label': '1058.6.a.d', 'level': 1058, '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': [51, 54, 57, 48], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [12, 12, 12, 12], 'ALdims_old': [111, 117, 111, 117], 'Nk2': 38088, 'analytic_conductor': 169.6860813621335, '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': [1058, 1, [5], [1]], 'conrey_index': 1, 'cusp_dim': 666, 'dim': 210, 'eis_dim': 48, 'eis_new_dim': 0, 'hecke_cutter_primes': [3, 5], 'hecke_orbit_code': 100664354, 'hecke_orbit_dims': [1, 1, 2, 2, 3, 3, 3, 3, 4, 4, 4, 6, 6, 10, 10, 12, 16, 20, 25, 25, 25, 25], 'label': '1058.6.a', 'level': 1058, '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, 23], 'level_radical': 46, 'mf_dim': 714, 'mf_new_dim': 210, 'num_forms': 22, 'plus_dim': 99, 'prim_orbit_index': 1, 'relative_dim': 210, 'sturm_bound': 828, 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• 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: 635180
    {'conductor': 23, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '1058.6.a.d', 'source_level': 1058, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '46.6.a.b', 'target_level': 46, 'twist_class_label': '46.6.a.b', 'twist_class_level': 46, 'twisting_char_label': '23.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 635181
    {'conductor': 92, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '1058.6.a.d', 'source_level': 1058, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '368.6.a.b', 'target_level': 368, 'twist_class_label': '46.6.a.b', 'twist_class_level': 46, 'twisting_char_label': '92.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 635182
    {'conductor': 69, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '1058.6.a.d', 'source_level': 1058, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '414.6.a.f', 'target_level': 414, 'twist_class_label': '46.6.a.b', 'twist_class_level': 46, 'twisting_char_label': '69.c', 'twisting_char_orbit': 3, 'weight': 6}
  • id: 635183
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '1058.6.a.d', 'source_level': 1058, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '1058.6.a.d', 'target_level': 1058, 'twist_class_label': '46.6.a.b', 'twist_class_level': 46, '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: 1644150
    {'charpoly_factorization': [[[-4, 1], 2]], 'hecke_orbit_code': 13510798982775842, 'p': 2}
  • id: 1644151
    {'charpoly_factorization': [[[49, 22, 1], 1]], 'hecke_orbit_code': 13510798982775842, 'p': 3}
  • id: 1644152
    {'charpoly_factorization': [[[-3844, -68, 1], 1]], 'hecke_orbit_code': 13510798982775842, 'p': 5}
  • id: 1644153
    {'charpoly_factorization': [[[22024, -312, 1], 1]], 'hecke_orbit_code': 13510798982775842, 'p': 7}
  • id: 1644154
    {'charpoly_factorization': [[[-488036, -12, 1], 1]], 'hecke_orbit_code': 13510798982775842, 'p': 11}
  • id: 1644155
    {'charpoly_factorization': [[[548569, 1482, 1], 1]], 'hecke_orbit_code': 13510798982775842, 'p': 13}
  • id: 1644156
    {'charpoly_factorization': [[[-137912, 1768, 1], 1]], 'hecke_orbit_code': 13510798982775842, 'p': 17}
  • id: 1644157
    {'charpoly_factorization': [[[-17084, -1124, 1], 1]], 'hecke_orbit_code': 13510798982775842, 'p': 19}
  • id: 1644158
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 13510798982775842, 'p': 23}
  • id: 1644159
    {'charpoly_factorization': [[[-23996447, 5118, 1], 1]], 'hecke_orbit_code': 13510798982775842, 'p': 29}
  • id: 1644160
    {'charpoly_factorization': [[[-2069983, 3110, 1], 1]], 'hecke_orbit_code': 13510798982775842, 'p': 31}
  • id: 1644161
    {'charpoly_factorization': [[[-166713476, 36, 1], 1]], 'hecke_orbit_code': 13510798982775842, 'p': 37}
  • id: 1644162
    {'charpoly_factorization': [[[8654401, 7234, 1], 1]], 'hecke_orbit_code': 13510798982775842, 'p': 41}
  • id: 1644163
    {'charpoly_factorization': [[[184252352, 28816, 1], 1]], 'hecke_orbit_code': 13510798982775842, 'p': 43}
  • id: 1644164
    {'charpoly_factorization': [[[96499753, 19918, 1], 1]], 'hecke_orbit_code': 13510798982775842, 'p': 47}
  • id: 1644165
    {'charpoly_factorization': [[[-506524316, -8508, 1], 1]], 'hecke_orbit_code': 13510798982775842, 'p': 53}
  • id: 1644166
    {'charpoly_factorization': [[[548298976, 46944, 1], 1]], 'hecke_orbit_code': 13510798982775842, 'p': 59}
  • id: 1644167
    {'charpoly_factorization': [[[551109700, -61860, 1], 1]], 'hecke_orbit_code': 13510798982775842, 'p': 61}
  • id: 1644168
    {'charpoly_factorization': [[[-312058404, -25428, 1], 1]], 'hecke_orbit_code': 13510798982775842, 'p': 67}
  • id: 1644169
    {'charpoly_factorization': [[[-2668148783, 49974, 1], 1]], 'hecke_orbit_code': 13510798982775842, 'p': 71}
  • id: 1644170
    {'charpoly_factorization': [[[-392388407, -11610, 1], 1]], 'hecke_orbit_code': 13510798982775842, 'p': 73}
  • id: 1644171
    {'charpoly_factorization': [[[-943610588, -11340, 1], 1]], 'hecke_orbit_code': 13510798982775842, 'p': 79}
  • id: 1644172
    {'charpoly_factorization': [[[-2420534536, -16352, 1], 1]], 'hecke_orbit_code': 13510798982775842, 'p': 83}
  • id: 1644173
    {'charpoly_factorization': [[[3214870000, -126600, 1], 1]], 'hecke_orbit_code': 13510798982775842, 'p': 89}
  • id: 1644174
    {'charpoly_factorization': [[[1114766072, 67744, 1], 1]], 'hecke_orbit_code': 13510798982775842, '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': 4, 'label': '1058.6.a.d', 'level': 1058, '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

  
  Showing the first 100 of 258 matching records in this table.
  • id: 35316565
    {'hecke_orbit_code': 13510798982775842, 'n': 1, 'trace_an': 2}
  • id: 35316566
    {'hecke_orbit_code': 13510798982775842, 'n': 2, 'trace_an': 8}
  • id: 35316567
    {'hecke_orbit_code': 13510798982775842, 'n': 3, 'trace_an': -22}
  • id: 35316568
    {'hecke_orbit_code': 13510798982775842, 'n': 4, 'trace_an': 32}
  • id: 35316569
    {'hecke_orbit_code': 13510798982775842, 'n': 5, 'trace_an': 68}
  • id: 35316570
    {'hecke_orbit_code': 13510798982775842, 'n': 6, 'trace_an': -88}
  • id: 35316571
    {'hecke_orbit_code': 13510798982775842, 'n': 7, 'trace_an': 312}
  • id: 35316572
    {'hecke_orbit_code': 13510798982775842, 'n': 8, 'trace_an': 128}
  • id: 35316573
    {'hecke_orbit_code': 13510798982775842, 'n': 9, 'trace_an': -100}
  • id: 35316574
    {'hecke_orbit_code': 13510798982775842, 'n': 10, 'trace_an': 272}
  • id: 35316575
    {'hecke_orbit_code': 13510798982775842, 'n': 11, 'trace_an': 12}
  • id: 35316576
    {'hecke_orbit_code': 13510798982775842, 'n': 12, 'trace_an': -352}
  • id: 35316577
    {'hecke_orbit_code': 13510798982775842, 'n': 13, 'trace_an': -1482}
  • id: 35316578
    {'hecke_orbit_code': 13510798982775842, 'n': 14, 'trace_an': 1248}
  • id: 35316579
    {'hecke_orbit_code': 13510798982775842, 'n': 15, 'trace_an': 452}
  • id: 35316580
    {'hecke_orbit_code': 13510798982775842, 'n': 16, 'trace_an': 512}
  • id: 35316581
    {'hecke_orbit_code': 13510798982775842, 'n': 17, 'trace_an': -1768}
  • id: 35316582
    {'hecke_orbit_code': 13510798982775842, 'n': 18, 'trace_an': -400}
  • id: 35316583
    {'hecke_orbit_code': 13510798982775842, 'n': 19, 'trace_an': 1124}
  • id: 35316584
    {'hecke_orbit_code': 13510798982775842, 'n': 20, 'trace_an': 1088}
  • id: 35316585
    {'hecke_orbit_code': 13510798982775842, 'n': 21, 'trace_an': -4248}
  • id: 35316586
    {'hecke_orbit_code': 13510798982775842, 'n': 22, 'trace_an': 48}
  • id: 35316587
    {'hecke_orbit_code': 13510798982775842, 'n': 23, 'trace_an': 0}
  • id: 35316588
    {'hecke_orbit_code': 13510798982775842, 'n': 24, 'trace_an': -1408}
  • id: 35316589
    {'hecke_orbit_code': 13510798982775842, 'n': 25, 'trace_an': 6062}
  • id: 35316590
    {'hecke_orbit_code': 13510798982775842, 'n': 26, 'trace_an': -5928}
  • id: 35316591
    {'hecke_orbit_code': 13510798982775842, 'n': 27, 'trace_an': 3278}
  • id: 35316592
    {'hecke_orbit_code': 13510798982775842, 'n': 28, 'trace_an': 4992}
  • id: 35316593
    {'hecke_orbit_code': 13510798982775842, 'n': 29, 'trace_an': -5118}
  • id: 35316594
    {'hecke_orbit_code': 13510798982775842, 'n': 30, 'trace_an': 1808}
  • id: 35316595
    {'hecke_orbit_code': 13510798982775842, 'n': 31, 'trace_an': -3110}
  • id: 35316596
    {'hecke_orbit_code': 13510798982775842, 'n': 32, 'trace_an': 2048}
  • id: 35316597
    {'hecke_orbit_code': 13510798982775842, 'n': 33, 'trace_an': -11988}
  • id: 35316598
    {'hecke_orbit_code': 13510798982775842, 'n': 34, 'trace_an': -7072}
  • id: 35316599
    {'hecke_orbit_code': 13510798982775842, 'n': 35, 'trace_an': 3808}
  • id: 35316600
    {'hecke_orbit_code': 13510798982775842, 'n': 36, 'trace_an': -1600}
  • id: 35316601
    {'hecke_orbit_code': 13510798982775842, 'n': 37, 'trace_an': -36}
  • id: 35316602
    {'hecke_orbit_code': 13510798982775842, 'n': 38, 'trace_an': 4496}
  • id: 35316603
    {'hecke_orbit_code': 13510798982775842, 'n': 39, 'trace_an': 15918}
  • id: 35316604
    {'hecke_orbit_code': 13510798982775842, 'n': 40, 'trace_an': 4352}
  • id: 35316605
    {'hecke_orbit_code': 13510798982775842, 'n': 41, 'trace_an': -7234}
  • id: 35316606
    {'hecke_orbit_code': 13510798982775842, 'n': 42, 'trace_an': -16992}
  • id: 35316607
    {'hecke_orbit_code': 13510798982775842, 'n': 43, 'trace_an': -28816}
  • id: 35316608
    {'hecke_orbit_code': 13510798982775842, 'n': 44, 'trace_an': 192}
  • id: 35316609
    {'hecke_orbit_code': 13510798982775842, 'n': 45, 'trace_an': -29800}
  • id: 35316610
    {'hecke_orbit_code': 13510798982775842, 'n': 46, 'trace_an': 0}
  • id: 35316611
    {'hecke_orbit_code': 13510798982775842, 'n': 47, 'trace_an': -19918}
  • id: 35316612
    {'hecke_orbit_code': 13510798982775842, 'n': 48, 'trace_an': -5632}
  • id: 35316613
    {'hecke_orbit_code': 13510798982775842, 'n': 49, 'trace_an': 19682}
  • id: 35316614
    {'hecke_orbit_code': 13510798982775842, 'n': 50, 'trace_an': 24248}
  • id: 35316615
    {'hecke_orbit_code': 13510798982775842, 'n': 51, 'trace_an': 35720}
  • id: 35316616
    {'hecke_orbit_code': 13510798982775842, 'n': 52, 'trace_an': -23712}
  • id: 35316617
    {'hecke_orbit_code': 13510798982775842, 'n': 53, 'trace_an': 8508}
  • id: 35316618
    {'hecke_orbit_code': 13510798982775842, 'n': 54, 'trace_an': 13112}
  • id: 35316619
    {'hecke_orbit_code': 13510798982775842, 'n': 55, 'trace_an': -98392}
  • id: 35316620
    {'hecke_orbit_code': 13510798982775842, 'n': 56, 'trace_an': 19968}
  • id: 35316621
    {'hecke_orbit_code': 13510798982775842, 'n': 57, 'trace_an': -2572}
  • id: 35316622
    {'hecke_orbit_code': 13510798982775842, 'n': 58, 'trace_an': -20472}
  • id: 35316623
    {'hecke_orbit_code': 13510798982775842, 'n': 59, 'trace_an': -46944}
  • id: 35316624
    {'hecke_orbit_code': 13510798982775842, 'n': 60, 'trace_an': 7232}
  • id: 35316625
    {'hecke_orbit_code': 13510798982775842, 'n': 61, 'trace_an': 61860}
  • id: 35316626
    {'hecke_orbit_code': 13510798982775842, 'n': 62, 'trace_an': -12440}
  • id: 35316627
    {'hecke_orbit_code': 13510798982775842, 'n': 63, 'trace_an': 2352}
  • id: 35316628
    {'hecke_orbit_code': 13510798982775842, 'n': 64, 'trace_an': 8192}
  • id: 35316629
    {'hecke_orbit_code': 13510798982775842, 'n': 65, 'trace_an': -53588}
  • id: 35316630
    {'hecke_orbit_code': 13510798982775842, 'n': 66, 'trace_an': -47952}
  • id: 35316631
    {'hecke_orbit_code': 13510798982775842, 'n': 67, 'trace_an': 25428}
  • id: 35316632
    {'hecke_orbit_code': 13510798982775842, 'n': 68, 'trace_an': -28288}
  • id: 35316633
    {'hecke_orbit_code': 13510798982775842, 'n': 69, 'trace_an': 0}
  • id: 35316634
    {'hecke_orbit_code': 13510798982775842, 'n': 70, 'trace_an': 15232}
  • id: 35316635
    {'hecke_orbit_code': 13510798982775842, 'n': 71, 'trace_an': -49974}
  • id: 35316636
    {'hecke_orbit_code': 13510798982775842, 'n': 72, 'trace_an': -6400}
  • id: 35316637
    {'hecke_orbit_code': 13510798982775842, 'n': 73, 'trace_an': 11610}
  • id: 35316638
    {'hecke_orbit_code': 13510798982775842, 'n': 74, 'trace_an': -144}
  • id: 35316639
    {'hecke_orbit_code': 13510798982775842, 'n': 75, 'trace_an': 14918}
  • id: 35316640
    {'hecke_orbit_code': 13510798982775842, 'n': 76, 'trace_an': 17984}
  • id: 35316641
    {'hecke_orbit_code': 13510798982775842, 'n': 77, 'trace_an': 69056}
  • id: 35316642
    {'hecke_orbit_code': 13510798982775842, 'n': 78, 'trace_an': 63672}
  • id: 35316643
    {'hecke_orbit_code': 13510798982775842, 'n': 79, 'trace_an': 11340}
  • id: 35316644
    {'hecke_orbit_code': 13510798982775842, 'n': 80, 'trace_an': 17408}
  • id: 35316645
    {'hecke_orbit_code': 13510798982775842, 'n': 81, 'trace_an': -19102}
  • id: 35316646
    {'hecke_orbit_code': 13510798982775842, 'n': 82, 'trace_an': -28936}
  • id: 35316647
    {'hecke_orbit_code': 13510798982775842, 'n': 83, 'trace_an': 16352}
  • id: 35316648
    {'hecke_orbit_code': 13510798982775842, 'n': 84, 'trace_an': -67968}
  • id: 35316649
    {'hecke_orbit_code': 13510798982775842, 'n': 85, 'trace_an': 75488}
  • id: 35316650
    {'hecke_orbit_code': 13510798982775842, 'n': 86, 'trace_an': -115264}
  • id: 35316651
    {'hecke_orbit_code': 13510798982775842, 'n': 87, 'trace_an': -37494}
  • id: 35316652
    {'hecke_orbit_code': 13510798982775842, 'n': 88, 'trace_an': 768}
  • id: 35316653
    {'hecke_orbit_code': 13510798982775842, 'n': 89, 'trace_an': 126600}
  • id: 35316654
    {'hecke_orbit_code': 13510798982775842, 'n': 90, 'trace_an': -119200}
  • id: 35316655
    {'hecke_orbit_code': 13510798982775842, 'n': 91, 'trace_an': -229016}
  • id: 35316656
    {'hecke_orbit_code': 13510798982775842, 'n': 92, 'trace_an': 0}
  • id: 35316657
    {'hecke_orbit_code': 13510798982775842, 'n': 93, 'trace_an': 70162}
  • id: 35316658
    {'hecke_orbit_code': 13510798982775842, 'n': 94, 'trace_an': -79672}
  • id: 35316659
    {'hecke_orbit_code': 13510798982775842, 'n': 95, 'trace_an': 119816}
  • id: 35316660
    {'hecke_orbit_code': 13510798982775842, 'n': 96, 'trace_an': -22528}
  • id: 35316661
    {'hecke_orbit_code': 13510798982775842, 'n': 97, 'trace_an': -67744}
  • id: 35316662
    {'hecke_orbit_code': 13510798982775842, 'n': 98, 'trace_an': 78728}
  • id: 35316663
    {'hecke_orbit_code': 13510798982775842, 'n': 99, 'trace_an': 260232}
  • id: 35316664
    {'hecke_orbit_code': 13510798982775842, 'n': 100, 'trace_an': 96992}