Newform data - 8.22.a.a

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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
  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': 3872, 'analytic_conductor': 22.358187542964966, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 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': [8, 1, [7, 5], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 2, 'field_disc': 358549, 'field_disc_factorization': [[19, 1], [113, 1], [167, 1]], 'field_poly': [-89637, -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': [[3, [-10438573680, 105432, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 369098760, 'hecke_ring_generator_nbound': 3, 'hecke_ring_index': 384, 'hecke_ring_index_factorization': [[2, 7], [3, 1]], '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': True, 'label': '8.22.a.a', 'level': 8, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2], 'level_radical': 2, 'minimal_twist': '8.22.a.a', 'nf_label': '2.2.358549.1', 'prim_orbit_index': 1, 'qexp_display': 'q+(-52716-\\beta )q^{3}+(1054070+20\\beta )q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '21.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '8.22.a', 'trace_display': [0, -105432, 2108140, 444771792], 'trace_hash': 621452141278643620, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.959', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.451', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '63.414', 'prec': 20}], 'trace_zratio': 0, 'traces': [2, 0, -105432, 0, 2108140, 0, 444771792, 0, 11072347578, 0, 53806403320, 0, -490366676932, 0, -639834721680, 0, -6593864672092, 0, 19302397925320, 0, -135055584824256, 0, -409737865776272, 0, -940878149007650, 0, -2267939450073456, 0, -2404787522145060, 0, -8689907170559168, 0, -16772541164782752, 0, 2701000503537120, 0, -2186204096251860, 0, 139904623071296688, 0, 68178038573558676, 0, 264529652266004024, 0, 67413140092548540, 0, 426494411558622432, 0, -546967577640131534, 0, 1159640456555021520, 0, -3055980275589518132, 0, 335437371694825040, 0, -10702822880368260192, 0, 783424997522814424, 0, -7177279049078597092, 0, 14229493501717343376, 0, -2797969869756700760, 0, 16674123174011538088, 0, 46561318352256083136, 0, 9448263149848716368, 0, -11586140334503007532, 0, 48484754640473875800, 0, 70803926825553273024, 0, -85280702218715897824, 0, 20489906394726573618, 0, 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• 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], [-52716, -1], [0, 0], [1054070, 20], [0, 0], [222385896, 4222], [0, 0], [5536173789, 105432], [0, 0], [26903201660, 527181], [0, 0], [-245183338466, -4314508], [0, 0], [-319917360840, -2108390], [0, 0], [-3296932336046, -30718184], [0, 0], [9651198962660, 366379451], [0, 0], [-67527792412128, -444952848], [0, 0], [-204868932888136, -944258822], [0, 0], [-470439074503825, 42162800], [0, 0], [-1133969725036728, -633773898], [0, 0], [-1202393761072530, 23192603812], [0, 0], [-4344953585279584, -18061983176], [0, 0], [-8386270582391376, -54694075256], [0, 0], [1350500251768560, 8898001460], [0, 0], [-1093102048125930, -50855746684], [0, 0], [69952311535648344, 472626942194], [0, 0], [34089019286779338, -13526799376], [0, 0], [132264826133002012, -769879839131], [0, 0], [33706570046274270, 221856184020], [0, 0], [213247205779311216, -2319694970380], [0, 0], [-273483788820065767, 1877826505824], [0, 0], [579820228277510760, 4916272123790], [0, 0], [-1527990137794759066, 2918184305860], [0, 0], [167718685847412520, 1093749709870], [0, 0], [-5351411440184130096, -28965258101576], [0, 0], [391712498761407212, -7304311733439], [0, 0], [-3588639524539298546, 23337258872596], [0, 0], [7114746750858671688, 46820315524230], [0, 0], [-1398984934878350380, -9451460216880], [0, 0], [8337061587005769044, -77794800439793], [0, 0], [23280659176128041568, 254646480948688], [0, 0], [4724131574924358184, -231241233933906], [0, 0], [-5793070167251503766, -528252850485192], [0, 0], [24242377320236937900, 468216420339025], [0, 0], [35401963412776636512, 230822936447696], [0, 0], [-42640351109357948912, 355065026452268], [0, 0], [10244953197363286809, 64523790945000], [0, 0], [-190907311020043122908, -591846679323509], [0, 0], [-11595580332466203700, -98317762929800], [0, 0], [-243164018799315989352, -20227541480862], [0, 0], [-29871466215347989830, -1314255056990664], [0, 0], [-295294267388978008272, -1994649782382620], [0, 0], [467783744998363697280, 5297109090385600], [0, 0], [107025816003941936920, 579213567168770], [0, 0], [391697330463355975394, 156001529627000], [0, 0], [883595341143359946252, 5755023991675929], [0, 0]], 'ap': [[0, 0], [-52716, -1], [1054070, 20], [222385896, 4222], [26903201660, 527181], [-245183338466, -4314508], [-3296932336046, -30718184], [9651198962660, 366379451], [-204868932888136, -944258822], [-1202393761072530, 23192603812], [-4344953585279584, -18061983176], [-1093102048125930, -50855746684], [34089019286779338, -13526799376], [132264826133002012, -769879839131], [213247205779311216, -2319694970380], [-1527990137794759066, 2918184305860], [391712498761407212, -7304311733439], [-3588639524539298546, 23337258872596], [8337061587005769044, -77794800439793], [4724131574924358184, -231241233933906], [-5793070167251503766, -528252850485192], [-42640351109357948912, 355065026452268], [-190907311020043122908, -591846679323509], [-29871466215347989830, -1314255056990664], [391697330463355975394, 156001529627000], [-185799191634979669674, -11427231871117980], [834421043683469263816, -2785500043135450], [1174376038086711106140, -554592182719435], [-1547198774597966874626, -1815447337775420], [-555560600348588317902, 51697545265493056], [3040389775384433962624, 70193567835427232], [11619384472557344382100, 119441787983713343], [23418566025471215524266, -30060657834682064], [-10187694063880400526852, -167211982280001139], [31430705130677227774534, 783242725962347284], [-70200251493668943986632, 92924659899973594], [-91474599421229322201362, -324207791261246604], [52379892007698528149556, -948678982974802473], [10159635602290803642120, -1823779817933961258], [158818546123181288557374, 1716031672744204948], [380051501686117091208708, -1945026821045755277], [-358750000362226852012314, -3071317106658760844], [-732523998687100032292416, 5369353190999383696], [-71243736126142948053310, 9202115807422970936], [94402581781269881154870, -4357902154966632268], [-2245024224136810119200600, 3841952293029254862], [845443341081511083904420, -4095876143003712341], [-2361061390009778893521056, 47416872313068761480], [4400133512023191034799988, -46684755626062657401], [-6343091555637313096784426, 25786535219172100660], [-5088457653810444920109430, -32854453374007305736], [593499822887588618650672, 78450473581134037892], [-12438856273330117914062670, 17081464095319201688], [20159629086559134779216044, 51192336878983264401], [7205933356400711254807810, -221864915257704908800], [2895344336967920513653736, 38885569734803572734], [23948047272559986583915294, -6902854685637226780], [-25772631733474332148745776, 326179013553996439100], [-34943443543947426808304954, -171646020317630248764], [930813652304471193185914, 50512486778271298904], [-50599103709022866934894516, 116325769824295014377], [-10193140992762405336932586, 144509260761496767988], [-11967495846392002056517500, -550410834908315535053], [124392728634217002319247448, -1298255182005374734734], [-30472997510587453690892262, -670460206455575696016], [79053839839926168630498318, 1768068661445231060900], [-222287481850803252767120452, 1176563407334816252605], [86422626505246711893731730, 313287889860312271456], [-210167086735073710830257268, 4530095488408307084921], [154592287538694680227710126, -4501455334931379958524], [-18611252116985632687890206, -623533623762074346784], [123828897460887613159665864, -6158498462608699023642], [896810348134346164539912880, -1116527523886217291740], [201166742921596186642905254, -7079488886417001242844], [-22282323800232935384680660, -8689920153106415386575], [855962399164137577391203200, 10892227224293542556064], [-1190262752179051362368777482, 14845541305302506279492], [749088822190017408774379934, 11553402400683923891652], [-2046148536660648300041718318, -8606855290871142525096], [1844033768765752660211063802, -4001048513657065033168], [2221412206798940053208406324, -1443405634562966945417], [4529316568219370834832465302, 707059259462671074516], [1347692212160892601564173808, 36073823235349412785108], [291231602244290298563307634, -51739960293828442358184], [-4895943879543412654058660136, 23973670774896878393682], [3867198801966842554363560556, 11817016336541073578945], [-3094958577165087054131096638, 58102886104119564492984], [-2774601153962741590156870678, 33568593218807163856432], [-8820753994358681613594165538, -63598091502163935463260], [-9246698077956207793538927728, -29193313137572768225076], [11980764939479916397574196900, -16302657014980217539957], [6598216354333836482853342304, -125677593564691408254392], [-2863719346575377777098350776, 143045264957378220270854], [27024091771533366958364692956, 27838592431564157870645], [-18717207645333806742071995836, 30443715732904255771747], [8951636473739269256497150488, 5027135624886034118146], [2454118897699895269362868686, 315448175139588785021748], [4499430945868132285369577770, -32151193301141440229520], [-40986099937149492185423373956, 189885261007374602581901], [20198596292395254491593527918, -207725696737744862625900], [-43872472720872506850896971852, -39047839146349494389929], [-59865497792224197409616204098, -16434529201372665814284], [-956247317016360582597646972, -297290593589868287177741], [-47122635456776140197320645350, 536047191597804809074032], [23810206932028170991001706732, 321230192594687429384993], [-45268491985800762883479401662, 629699605929807820847840], [-58256260067334680707569174340, 725268791657539408011837], [-131312217019999670377740621166, -558575716851258745912128], [-43807233600321567805164638472, -591564700996777976188118], [220374644939062950626472721594, 107431066589616999595064], [61926130513330651841784679136, 1546205166610803883878504], [213045431972500725701599392086, -207077929558812996143276], [35651215714947429278357760522, 673731717064516570252696], [92337367529969836803999915100, 845696897122742428413429], [175308274777966198591351464088, -308294608830841131303198], [-4206859807542129289929622654, -636552362346120318239112], [142620674918738653353456369300, 519978326995645396749567], [-316647109779807165563491430552, 2200204573878625305230750], [-282620396262308360316757497186, 904300632100953625665060], [127605381751298792844798181476, 3723668143400455692835323], [277939864985280576667321624646, -43236914031179870888972], [-53454091370462868080950510046, 3839183115949147397323832], [-338295221920294136332253839210, -3728813371661480702649788], [58654210826684501529674053532, -5360627132503459893556859], [916773169709537494619555301380, -2301962237076266935767309], [519833567766416030595192734094, -3222151618725829581435692], [-472704402189240085885647656650, -8311493028031493095287868], [-1322739816588737168385387016048, -3062025522083516722574836], [-1468389823206601319621670709896, 1628140482861268352211978], [-1030838567850459331319916099538, 5875994440069925834172772], [-606864505923962219398815121036, 7910755040093248095823623], [-332688983703180947429738828728, 5966956553170939931783878], [172182919461983952813018066480, -15961372080304548630126716], [-947859770617796981423253809626, -2757932116435990758557356], [3055855513306671734414619868378, 1212624411719453772918384], [-2516949931990846753460169785854, -2570415151579040373615048], [2213308003638394102210587796086, 1889309871574428058796164], [-318395107142267694625701402908, 27097770033976146676258075], [-2233547941112047734814957761682, -1254932390952273604000460], [1124035745548611372934381790410, -4440647212253665912814992], [-2152830070738619165893184171492, -18184662647151094357342779], [3940423416083661133556255289702, -13999792201922111451274460], [2057747478002642403270190199384, 24950832487751677380023538], [-2345618274098209364925073586708, 50680392800635021078442785], [-3911333513811626546455121367026, -30947914384069395230015564], [-2859086615919346290412615061208, -43340874603467698079136338], [3877986351580725642162986518022, -47321380890735651849300540], [4207293300725900878456888590522, -33638875692251530392819984], [-137837734321300158867817773684, -25453556994420028153135495], [191547189942390421980528074720, 8462093440752224346732392], [2160406423797881977749140026110, 87942117205390545435100196], [-8511923582436583320602079992270, 11830930425656817493544800], [3614268730153287087768600385988, 7117848647956297817609827], [-10030049445224543739642859829864, -62010346032332451838580894], [12632642973061402502415174934780, 63888998375902889227957773], [106657406153556352067330087504, 97600432317396272920153884], [5561961202513507156613114222392, -11658647798099585495879526], [-6513412810147582952679069818078, 121494065555870179811559096], [25801460533981718467573607680074, 25119351114832669164235896], [-13379187147964386504988222810050, -54192692705602331719362556], [6949420043451110260585927512324, -114427884953190043986883309], [-4852440357280300310376215470950, -196438371292015386828991056], [-21904739760614780733258112149592, -65294676563215890801508978], [-10334940298840450680604772333508, 57412570909797885928963837], [-1097475904613416650295449834222, 49171866528244846425483800], [14902111385995605377145220084344, 289554105610187421609504330], [-8440682295710663386858431898016, 295130576467836519735639944], [5791697252562157009958915716822, -446140508550648185298662460]], 'char_orbit_index': 1, 'field_poly': [-89637, -1, 1], 'hecke_orbit_code': 369098760, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1], 'hecke_ring_inverse_denominators': [1, 384], 'hecke_ring_inverse_numerators': [[1, 0], [192, 1]], 'hecke_ring_numerators': [[1, 0], [-192, 384]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 2, 'label': '8.22.a.a', 'level': 8, 'maxp': 997, 'weight': 22}
• 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': [[[[2, -1]], 3, 1], [[[2, 1]], 2, 1]], 'ALdims': [2, 3], 'Nk2': 3872, 'analytic_conductor': 22.358187542964966, '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': [8, 1, [7, 5], [1, 1]], 'conrey_index': 1, 'cusp_dim': 19, 'dim': 5, 'eis_dim': 4, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 369098760, 'hecke_orbit_dims': [2, 3], 'label': '8.22.a', 'level': 8, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2], 'level_radical': 2, 'mf_dim': 23, 'mf_new_dim': 5, 'num_forms': 2, 'plus_dim': 2, 'prim_orbit_index': 1, 'relative_dim': 5, 'sturm_bound': 22, 'trace_bound': 1, 'trace_display': [0, -8668, -22003634, 740760072], 'traces': [5, 0, -8668, 0, -22003634, 0, 740760072, 0, 29917044817, 0, 13471294636, 0, -356632250986, 0, -1862971179880, 0, 1203867602330, 0, 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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: 4773
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '8.22.a.a', 'source_level': 8, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '8.22.a.a', 'target_level': 8, 'twist_class_label': '8.22.a.a', 'twist_class_level': 8, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 22}
  • id: 4774
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '8.22.a.a', 'source_level': 8, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '16.22.a.e', 'target_level': 16, 'twist_class_label': '8.22.a.a', 'twist_class_level': 8, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 22}
  • id: 4775
    {'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '8.22.a.a', 'source_level': 8, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 8, 'target_is_minimal': False, 'target_label': '64.22.a.h', 'target_level': 64, 'twist_class_label': '8.22.a.a', 'twist_class_level': 8, 'twisting_char_label': '8.d', 'twisting_char_orbit': 4, 'weight': 22}
  • id: 4776
    {'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '8.22.a.a', 'source_level': 8, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 11, 'target_is_minimal': False, 'target_label': '64.22.a.k', 'target_level': 64, 'twist_class_label': '8.22.a.a', 'twist_class_level': 8, 'twisting_char_label': '8.b', 'twisting_char_orbit': 2, 'weight': 22}
  • id: 4777
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '8.22.a.a', 'source_level': 8, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '72.22.a.b', 'target_level': 72, 'twist_class_label': '8.22.a.a', 'twist_class_level': 8, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 22}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 33850
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 369098760, 'p': 2}
  • id: 33851
    {'charpoly_factorization': [[[-10438573680, 105432, 1], 1]], 'hecke_orbit_code': 369098760, 'p': 3}
  • id: 33852
    {'charpoly_factorization': [[[-4175956569500, -2108140, 1], 1]], 'hecke_orbit_code': 369098760, 'p': 5}
  • id: 33853
    {'charpoly_factorization': [[[-186151101783772608, -444771792, 1], 1]], 'hecke_orbit_code': 369098760, 'p': 7}
  • id: 33854
    {'charpoly_factorization': [[[-2949636775676283866096, -53806403320, 1], 1]], 'hecke_orbit_code': 369098760, 'p': 11}
  • id: 33855
    {'charpoly_factorization': [[[-185929556202944946740348, 490366676932, 1], 1]], 'hecke_orbit_code': 369098760, 'p': 13}
  • id: 33856
    {'charpoly_factorization': [[[-1602407921425784196525500, 6593864672092, 1], 1]], 'hecke_orbit_code': 369098760, 'p': 17}
  • id: 33857
    {'charpoly_factorization': [[[-1681097716586671471373905136, -19302397925320, 1], 1]], 'hecke_orbit_code': 369098760, 'p': 19}
  • id: 33858
    {'charpoly_factorization': [[[30186185006642609312893252672, 409737865776272, 1], 1]], 'hecke_orbit_code': 369098760, 'p': 23}
  • id: 33859
    {'charpoly_factorization': [[[-5663928219024679950923335530684, 2404787522145060, 1], 1]], 'hecke_orbit_code': 369098760, 'p': 29}
  • id: 33860
    {'charpoly_factorization': [[[14566591001721269452501850629120, 8689907170559168, 1], 1]], 'hecke_orbit_code': 369098760, 'p': 31}
  • id: 33861
    {'charpoly_factorization': [[[-32989770483110090500242805042716, 2186204096251860, 1], 1]], 'hecke_orbit_code': 369098760, 'p': 37}
  • id: 33862
    {'charpoly_factorization': [[[1159642763896012565482481814487908, -68178038573558676, 1], 1]], 'hecke_orbit_code': 369098760, 'p': 41}
  • id: 33863
    {'charpoly_factorization': [[[9659744324730488991997865471884048, -264529652266004024, 1], 1]], 'hecke_orbit_code': 369098760, 'p': 43}
  • id: 33864
    {'charpoly_factorization': [[[-25649066091790616845331352824319744, -426494411558622432, 1], 1]], 'hecke_orbit_code': 369098760, 'p': 47}
  • id: 33865
    {'charpoly_factorization': [[[2222195850765831583916673906815086756, 3055980275589518132, 1], 1]], 'hecke_orbit_code': 369098760, 'p': 53}
  • id: 33866
    {'charpoly_factorization': [[[-551756883532585725322258639565555312, -783424997522814424, 1], 1]], 'hecke_orbit_code': 369098760, 'p': 59}
  • id: 33867
    {'charpoly_factorization': [[[5679690236541051054236973766791097540, 7177279049078597092, 1], 1]], 'hecke_orbit_code': 369098760, 'p': 61}
  • id: 33868
    {'charpoly_factorization': [[[-10486428147741971428724879642139913328, -16674123174011538088, 1], 1]], 'hecke_orbit_code': 369098760, 'p': 67}
  • id: 33869
    {'charpoly_factorization': [[[-684458150530562171163887427896820079040, -9448263149848716368, 1], 1]], 'hecke_orbit_code': 369098760, 'p': 71}
  • id: 33870
    {'charpoly_factorization': [[[-3654811955551608188375239537342040043548, 11586140334503007532, 1], 1]], 'hecke_orbit_code': 369098760, 'p': 73}
  • id: 33871
    {'charpoly_factorization': [[[151847467557034910477594457634623258880, 85280702218715897824, 1], 1]], 'hecke_orbit_code': 369098760, 'p': 79}
  • id: 33872
    {'charpoly_factorization': [[[31815724933370318859011604250905718271248, 381814622040086245816, 1], 1]], 'hecke_orbit_code': 369098760, 'p': 83}
  • id: 33873
    {'charpoly_factorization': [[[-21937925494731048892003453235942283432156, 59742932430695979660, 1], 1]], 'hecke_orbit_code': 369098760, 'p': 89}
  • id: 33874
    {'charpoly_factorization': [[[153105130079120052383219207516307789455236, -783394660926711950788, 1], 1]], 'hecke_orbit_code': 369098760, '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': 1, 'label': '8.22.a.a', 'level': 8, 'portrait': 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', 'weight': 22}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 15473000
    {'hecke_orbit_code': 369098760, 'n': 1, 'trace_an': 2}
  • id: 15473001
    {'hecke_orbit_code': 369098760, 'n': 2, 'trace_an': 0}
  • id: 15473002
    {'hecke_orbit_code': 369098760, 'n': 3, 'trace_an': -105432}
  • id: 15473003
    {'hecke_orbit_code': 369098760, 'n': 4, 'trace_an': 0}
  • id: 15473004
    {'hecke_orbit_code': 369098760, 'n': 5, 'trace_an': 2108140}
  • id: 15473005
    {'hecke_orbit_code': 369098760, 'n': 6, 'trace_an': 0}
  • id: 15473006
    {'hecke_orbit_code': 369098760, 'n': 7, 'trace_an': 444771792}
  • id: 15473007
    {'hecke_orbit_code': 369098760, 'n': 8, 'trace_an': 0}
  • id: 15473008
    {'hecke_orbit_code': 369098760, 'n': 9, 'trace_an': 11072347578}
  • id: 15473009
    {'hecke_orbit_code': 369098760, 'n': 10, 'trace_an': 0}
  • id: 15473010
    {'hecke_orbit_code': 369098760, 'n': 11, 'trace_an': 53806403320}
  • id: 15473011
    {'hecke_orbit_code': 369098760, 'n': 12, 'trace_an': 0}
  • id: 15473012
    {'hecke_orbit_code': 369098760, 'n': 13, 'trace_an': -490366676932}
  • id: 15473013
    {'hecke_orbit_code': 369098760, 'n': 14, 'trace_an': 0}
  • id: 15473014
    {'hecke_orbit_code': 369098760, 'n': 15, 'trace_an': -639834721680}
  • id: 15473015
    {'hecke_orbit_code': 369098760, 'n': 16, 'trace_an': 0}
  • id: 15473016
    {'hecke_orbit_code': 369098760, 'n': 17, 'trace_an': -6593864672092}
  • id: 15473017
    {'hecke_orbit_code': 369098760, 'n': 18, 'trace_an': 0}
  • id: 15473018
    {'hecke_orbit_code': 369098760, 'n': 19, 'trace_an': 19302397925320}
  • id: 15473019
    {'hecke_orbit_code': 369098760, 'n': 20, 'trace_an': 0}
  • id: 15473020
    {'hecke_orbit_code': 369098760, 'n': 21, 'trace_an': -135055584824256}
  • id: 15473021
    {'hecke_orbit_code': 369098760, 'n': 22, 'trace_an': 0}
  • id: 15473022
    {'hecke_orbit_code': 369098760, 'n': 23, 'trace_an': -409737865776272}
  • id: 15473023
    {'hecke_orbit_code': 369098760, 'n': 24, 'trace_an': 0}
  • id: 15473024
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