Newform data - 200.10.a.a

Formats: - HTML - YAML - JSON - 2025-03-09T22:06:19.160006

• 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': 20000, 'analytic_conductor': 103.00716723277462, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 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': [200, 1, [151, 101, 177], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 1, 'field_disc': 1, 'field_disc_factorization': [], 'field_poly': [0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': 1, 'has_non_self_twist': 0, 'hecke_cutters': [[3, [68, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 167772360, 'hecke_ring_generator_nbound': 1, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '200.10.a.a', 'level': 200, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 5], 'level_radical': 10, 'minimal_twist': '8.10.a.b', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-68q^{3}-10248q^{7}-15059q^{9}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '9.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '200.10.a', 'trace_display': [0, -68, 0, -10248], 'trace_hash': 387718748769233927, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.965', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.888', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.022', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.646', 'prec': 17}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.002', 'prec': 17}, 'traces': [1, 0, -68, 0, 0, 0, -10248, 0, -15059, 0, 3916, 0, 176594, 0, 0, 0, -148370, 0, 499796, 0, 696864, 0, 1889768, 0, 0, 0, 2362456, 0, -920898, 0, 1379360, 0, -266288, 0, 0, 0, -5064966, 0, -12008392, 0, -24100758, 0, -25785196, 0, 0, 0, 60790224, 0, 64667897, 0, 10089160, 0, -29496214, 0, 0, 0, -33986128, 0, 51819388, 0, 33426910, 0, 154324632, 0, 0, 0, -144856196, 0, -128504224, 0, 68397128, 0, -168216202, 0, 0, 0, -40131168, 0, 235398736, 0, 135759289, 0, 64639852, 0, 0, 0, 62621064, 0, -78782694, 0, -1809735312, 0, -93796480, 0, 0, 0, 24113566, 0, -58971044, 0, -625963194, 0, -800617576, 0, 0, 0, -2453581740, 0, -929042546, 0, 344417688, 0, 1651290126, 0, 0, 0, -2659329046, 0, 1520495760, 0, -2342612635, 0, 1638851544, 0, 0, 0, 1830418304, 0, 1753393328, 0, 560254148, 0, -5121909408, 0, 0, 0, -6542324682, 0, 5527223244, 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], [-68], [0], [0], [0], [-10248], [0], [-15059], [0], [3916], [0], [176594], [0], [0], [0], [-148370], [0], [499796], [0], [696864], [0], [1889768], [0], [0], [0], [2362456], [0], [-920898], [0], [1379360], [0], [-266288], [0], [0], [0], [-5064966], [0], [-12008392], [0], [-24100758], [0], [-25785196], [0], [0], [0], [60790224], [0], [64667897], [0], [10089160], [0], [-29496214], [0], [0], [0], [-33986128], [0], [51819388], [0], [33426910], [0], [154324632], [0], [0], [0], [-144856196], [0], [-128504224], [0], [68397128], [0], [-168216202], [0], [0], [0], [-40131168], [0], [235398736], [0], [135759289], [0], [64639852], [0], [0], [0], [62621064], [0], [-78782694], [0], [-1809735312], [0], [-93796480], [0], [0], [0], [24113566], [0], [-58971044], [0]], 'ap': [[0], [-68], [0], [-10248], [3916], [176594], [-148370], [499796], [1889768], [-920898], [1379360], [-5064966], [-24100758], [-25785196], [60790224], [-29496214], [51819388], [33426910], [-144856196], [68397128], [-168216202], [235398736], [64639852], [-78782694], [24113566], [-625963194], [-800617576], [-2453581740], [-929042546], [1651290126], [1830418304], [560254148], [-6542324682], [5527223244], [-3253285642], [-8544191848], [269870786], [-10290309348], [-123946152], [-4927695822], [-5545642764], [11615045142], [-27240394560], [28874327614], [-38016874662], [25738576072], [5500638484], [-20598256864], [44684185308], [-5693229626], [-17403231274], [-33598752016], [-60861916302], [87438894140], [-71136807170], [52474117880], [-137809547986], [118786402064], [62071562378], [72092740058], [-39015112796], [93721442298], [163239259788], [-55401189576], [-235840578042], [77407002402], [-79009093492], [-215728294866], [238976068452], [5144912382], [-57117223010], [289030075752], [168811928720], [606879501610], [-467635872580], [390199234176], [-161508322970], [-818137886126], [-108197398254], [-756199508646], [664700208612], [-696689350522], [-1377280400464], [226718778830], [4034838456], [-1089297772796], [1061069230786], [-752126750474], [1223345628142], [-1007099500496], [-1113615251988], [794323531232], [-1752258145768], [-2499791790804], [-303713645004], [1568823390216], [-2835716413026], [-1436428809910], [978444162740], [-285542036802], [2872963406236], [-1405945120078], [350499556748], [3177291705082], [-3021253222020], [3015368286142], [-3767563166092], [4384780365614], [-167902839720], [2307286184218], [1502476612000], [-3940766099270], [3750978228822], [3299467114924], [-7225478389640], [4438419304834], [295078480188], [-2078797845128], [1808598289746], [-6581504557356], [7797469465334], [-7861294979746], [6113879586938], [-345133444588], [5182276982516], [-9334837506978], [-763912346458], [-3651759101744], [-4066919648472], [10012489368706], [-5956221938908], [-8851057970920], [13103874346224], [-13107219512918], [4349019382202], [-9230953787902], [4894146029850], [-15777243858772], [-13908966283198], [381207784298], [-9349154645396], [-11732988630378], [-6285334384952], [-18073776368252], [-13476625543970], [21412241302344], [-12008680876982], [28948974203622], [23141254571676], [6845036013728], [-22428883756686], [12421175090930], [5528782562380], [-18492419823992], [-27249413891788], [-7311941424752], [-6174995919464], [4907099845538], [-26624841962730], [-378798605106], [39375238806540], [37712168664966], [3289522924600], [268793079564], [-24463440471378], [-15719943192024], [-11119464960032], [-25082089921222], [21767905748594], [-24477063146326], [-23207543327940], [-5514234030690], [-2535683484664], [33175104553910], [-48518998287856], [-23204841237286], [60672096157532], [15116337398022], [-29550209304616], [-70084510891186], [19969989088192], [65014830826628], [52403240084442], [-2298167275146], [-24448791622224], [65553112626870], [95980954815746], [61355186692956], [-12990034841942], [-62067259378560], [-17355318002818], [96129154433076], [10847465311444], [8777706636094], [-105921256627428], [-94563686060522], [-78733654981070], [-59044270502494], [3210136511806], [60125399843640], [55983558584558], [26490632800976], [91694246208202], [-47800576443422], [-27758510013396], [-89339478847134], [-143837823146752], [142526127534780], [-11179440025270], [109363795571788], [-172959292850322], [-184851499906698], [-39567046608664], [-178480755342428], [39573431691560], [-151244842865302], [-126934354605872], [103255803435730], [-10887134306136], [-184714893128190], [13743054562886], [-224762331843720], [107993919134850], [-117968822227856], [-76766158194132], [-192843787607050], [223526793490854], [-146266366391904], [31351469067864], [336109433882860], [135265571970354], [-157406536606220], [-42607853339200], [-266291389989878], [-22286354549004], [-142010946845648], [75022953119570], [61202377723850], [83210249143580], [244773841609192], [251092340268492], [296985742302524], [-242678089504264], [-228057448507346], [40445286906222], [-162014567679976], [65196908383712], [-333474874158492], [-408086230584980], [-286276879628336], [-296383146691038], [377201488917570], [342148091863480], [-21038234731382], [149134494605202], [184060711127700], [342196812361910], [-161084422668700], [-97028450621766], [65876608964294], [43606907881856], [18076595173692], [41856270615142], [245071073033922], [240670210234718], [474523384093412], [406453304012750], [590713049745530], [-394349764753916], [-257501791237286], [-45202619346194], [628827022672108], [-665114985663898], [-144514573196576], [102420834423182], [-161870521230584], [503006740259268], [-312983876417890], [-218812797361334], [675867361716052], [-910649974416160], [-339915741154520], [-771042759716152], [193683302674214], [251243893009780], [914197555311952], [90032378186542], [-456999474833334], [492684472621400], [346643791990370], [-611943211396466], [136856412403788], [449729709068486], [-3624210516276], [-196924718239662], [556422917995582], [-233360022756448], [708124574504682], [614741652291324], [-396611451225092], [155445268656886], [474589436179474], [-858036221229616], [-1035278395888660], [-1084399575927012], [784210392483358], [-875006760955692], [646567847238926], [765383268703736], [956821815421978], [1383665915630064], [596798655853686], [423683490503714], [487460268997532], [581939245495256], [686918414441834], [-449786542472076], [1282986938482752], [1751336924018110], [1625018221487826], [1015148353483924], [-638003020929562], [1279313928302846], [1402716192656288], [-79913022007978], [-1281834402773262], [760548169816260], [-1183129191714780], [172794885565280], [79428016632954], [1875246898520014], [678061445456802], [21390911189184], [1854278895604476], [-1102579960808436], [-507796556653596], [-1848129505277570], [-1410544293325794], [229019283212330], [1690347332175120], [-1764886815942742], [1121297343088710], [-2062589717015322], [-1164490564921080], [-7745352925630], [969054473548132], [1297243504714758], [-471990688792684], [257869198990128], [1042760995076458], [903749112947076], [630504646514038], [1752030288738670], [-844928594689872], [2007644322239414], [-1189220729521178], [-452592319883936], [625091299523756], [2313864307095566], [3093575693754504], [-583488279111014], [56775534352842], [-2354004957257616], [-777453651940132], [2854057927353884], [158846535602454], [323144947588914], [746849857236536], [372326393362330], [165505170509348], [3525364533227820], [1701004102087696], [1683823338153814], [1558979058272248], [1337860566100066], [-3569844994503084], [1762025005061664], [-2341259839888162], [-26343718283598], [-934674348923642], [-983374767259170], [824538626061430], [-2762651658214488], [-3803479535607138], [3830607496293028], [4109494725980568], [-616735385211792], [-4876724991444950], [1685562987483716], [-52679138699904], [-1191690848540030], [-3268601165208166], [-3710916507344436], [-4794753752057556], [2587332831259800], [4558963805030822], [367382901575328], [242710385125098], [-2504888830593556], [-3065917475338730], [3380715582218846], [-1202544042202050], [-2640888139469008], [-1984764914514074], [-3161076031046714], [-1277406194741528], [-1245565796369422], [94618631527794], [-5515579591239476], [4165319695898436], [-913641850393490], [-388724211074422], [-1825664794535516], [-485793525515420], [-162075545689194], [1080727798154830], [-291246985841856], [4441696856779960], [-6156463792533714], [3309101515348648], [-2466470683472386], [-720100279648838], [-2560125802466672], [754018142676668], [7321498788143414], [7912659523782226], [950743416376364], [4803185958478938], [135274923842268], [1602059233077688]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 167772360, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '200.10.a.a', 'level': 200, 'maxp': 2999, 'weight': 10}
• mf_newspaces •

  Column	Type
  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_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': [9, 12, 11, 11], 'Nk2': 20000, 'analytic_conductor': 103.00716723277462, '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': [200, 1, [151, 101, 177], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 258, 'dim': 43, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 167772360, 'hecke_orbit_dims': [1, 1, 2, 2, 2, 3, 4, 4, 5, 5, 7, 7], 'label': '200.10.a', 'level': 200, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 5], 'level_radical': 10, 'mf_dim': 282, 'mf_new_dim': 43, 'num_forms': 12, 'plus_dim': 20, 'prim_orbit_index': 1, 'relative_dim': 43, 'sturm_bound': 300, 'trace_bound': 3, 'trace_display': [0, 8, 0, -3852], 'traces': [43, 0, 8, 0, 0, 0, -3852, 0, 284777, 0, -47210, 0, 34406, 0, 0, 0, 259210, 0, -222490, 0, 1104796, 0, 2962412, 0, 0, 0, -802576, 0, 4834390, 0, -12319892, 0, -24356992, 0, 0, 0, 15418606, 0, 26987752, 0, -15002156, 0, 32395936, 0, 0, 0, 49955996, 0, 228109459, 0, -93891230, 0, 9869454, 0, 0, 0, -20975392, 0, 79133436, 0, -171911838, 0, -209169532, 0, 0, 0, 406915456, 0, 254055364, 0, 72752392, 0, 221981282, 0, 0, 0, -114240272, 0, -271168436, 0, 1714772027, 0, -147676712, 0, 0, 0, -733587664, 0, 1473235920, 0, -2027932856, 0, -255178400, 0, 0, 0, -162774566, 0, -3667653984, 0, 5254133058, 0, 2855242956, 0, 0, 0, 2379100440, 0, -816069358, 0, 668481092, 0, 123515034, 0, 0, 0, -809506834, 0, 3094186668, 0, 9638663945, 0, -6041297104, 0, 0, 0, -1331347604, 0, 9248327792, 0, 4760696340, 0, 4559341968, 0, 0, 0, -4745618638, 0, 2802186494, 0, 4988278032, 0, -4083731464, 0, 0, 0, 40544812776, 0, 30337614702, 0, -11650506636, 0, 20502828930, 0, 0, 0, -11512988346, 0, 12107114748, 0, 367225600, 0, -20549755592, 0, 0, 0, 22305729732, 0, 77933717661, 0, 33545670736, 0, 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10485991245010, 0, 10473147007832, 0, 0, 0, -12355415836108, 0, -9861662099820, 0, -5484170583364, 0, -10833547651040, 0, 0, 0, 13810774580938, 0, 15689827870082, 0, -16653439279948, 0, 1939838022424, 0, 0, 0, -21031311085848, 0, -1488166575148, 0, 8379049175244, 0, -12349546832454, 0, 0, 0, 17486391401536, 0, 20031682501124, 0, 9374733778112, 0, 21815316359776, 0, 0, 0, -8271216378420, 0, -4055986853968, 0, -21611393423448, 0, -4586146434370, 0, 0, 0, 15452754029058, 0, 9826077284740, 0, -4476072187628, 0, -5343973280952, 0, 0, 0, -33190484751872, 0, -26706153082392, 0, 16736876895684, 0, -323553525248, 0, 0, 0, 20652475590902, 0, -1374467890448, 0, -7584644301642, 0, 11617133461912, 0, 0, 0, -8423218803612, 0, -43972831158112, 0, -35853685919160, 0, -9545585361626, 0, 0, 0, 21814156920442, 0, 7666808809578, 0, -3813698850442, 0, -15902611362400, 0, 0, 0, -19528698805016, 0, -11498618048752, 0, 32946103410188, 0, -10308788053574, 0, 0, 0, 13704456969662, 0, 55865519791072, 0, -52256974032736, 0, 13778044807488, 0, 0, 0, -19168096421008, 0, 3009149347468, 0, -1934583197450, 0, 4242260862768, 0, 0, 0, 6920629369060, 0, 32394289784588, 0, 17427674450582, 0, -12100377676744, 0, 0, 0, -15954853000392, 0, 3374169974550, 0, -14773298417656, 0, 5459401469120, 0, 0, 0, 18066027286592, 0, 8424706539716, 0, -25443021677992, 0, 35814810935664, 0, 0, 0, -8553612483868, 0, -53408772347641, 0, 42271931191176, 0, -5403141937306, 0, 0, 0, 5198401510816, 0, -52689543777908, 0, -2211422710648, 0, -9568789300980, 0, 0, 0, -12741345099752, 0, -45763745121220, 0, 18076458730360, 0, -27187363459200, 0, 0, 0, -8997708230722, 0, -51048026663796, 0, 25588721813684, 0, 42788360079672, 0, 0, 0, 6144305248168, 0, -11891215410012, 0, -6544333245860, 0, -8267768966850, 0, 0, 0, -17196346959456, 0, 10018755678962, 0, -26709816375288, 0, -53222038460512, 0, 0, 0, 7920236929312, 0, 134088493214660, 0, 26556682624180, 0, 13435052750420, 0, 0, 0, -19969947588042, 0, 70599578849232, 0, 56179701458766, 0, 34719532876392, 0, 0, 0, 60359678613392, 0, 11859313161990, 0, -61072233906916, 0, 19173666407712, 0, 0, 0, -24459023168704, 0, -65926223290504, 0, 1003065869946, 0, -64826156390548, 0, 0, 0, 12450795888552, 0, 9592567467742, 0, 119026651687184, 0, 23960387464890, 0, 0, 0, -53251038415040, 0, -64158876370344, 0, 20464153939365, 0, 39748262507824, 0, 0, 0, 88619515984580, 0, 11847734577982, 0, -167947922716096, 0, 36200120856142, 0, 0, 0, -22097147047902, 0, -56037430283602, 0, 42647237417012, 0, -94487390111628, 0, 0, 0, 71611137902744, 0, 117522878668684, 0, 136446701657480, 0, 30749645880594, 0, 0, 0, -60581228220234, 0, 45998118881804, 0, -103066207477810, 0, 54556652159160, 0, 0, 0, 99780872871332, 0, 172244998164384, 0, -144976534970490, 0, 48236218362416, 0, 0, 0, -100290467165984, 0, 14512392911664, 0, 181653701679808, 0, -225126634226336, 0, 0, 0, 31062998068968, 0, 183990830579862, 0, 18486765477792, 0, 60116300623168, 0, 0, 0, -71110706804016, 0, -86183566581244, 0, 5495638887194, 0, 99060330849888, 0, 0, 0, 231204732468796, 0, -26284407902234, 0, -52741637315938, 0, -14629379942688, 0, 0, 0, -85005137699550, 0, -209183345925836, 0, 81268038326470, 0, -150072673872296, 0, 0, 0, -3128523255760, 0, -273603199524, 0, -49457970633864, 0, -22245592464126, 0, 0, 0, -84151178925824, 0, -152785202287156, 0, 126742614586963, 0, 204820811510040, 0, 0, 0, 137766783744820, 0, 152096150468210, 0, -49272279162714, 0, 72963601821552, 0, 0, 0, -137916182040662, 0, 13310788488198, 0, -149119885295402, 0, -179292907252116, 0, 0, 0, -18533899147616, 0, 99958376726280, 0, 241095905746852, 0, 91558584530624, 0, 0, 0, -95772530808098, 0, -42641086320724, 0], 'weight': 10, '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: 168087
    {'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '200.10.a.a', 'source_level': 200, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '8.10.a.b', 'target_level': 8, 'twist_class_label': '8.10.a.b', 'twist_class_level': 8, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 10}
  • id: 168088
    {'conductor': 20, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '200.10.a.a', 'source_level': 200, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '16.10.a.b', 'target_level': 16, 'twist_class_label': '8.10.a.b', 'twist_class_level': 8, 'twisting_char_label': '20.d', 'twisting_char_orbit': 4, 'weight': 10}
  • id: 168089
    {'conductor': 40, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '200.10.a.a', 'source_level': 200, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '64.10.a.c', 'target_level': 64, 'twist_class_label': '8.10.a.b', 'twist_class_level': 8, 'twisting_char_label': '40.f', 'twisting_char_orbit': 6, 'weight': 10}
  • id: 168090
    {'conductor': 40, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '200.10.a.a', 'source_level': 200, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '64.10.a.g', 'target_level': 64, 'twist_class_label': '8.10.a.b', 'twist_class_level': 8, 'twisting_char_label': '40.e', 'twisting_char_orbit': 5, 'weight': 10}
  • id: 168091
    {'conductor': 15, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '200.10.a.a', 'source_level': 200, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '72.10.a.a', 'target_level': 72, 'twist_class_label': '8.10.a.b', 'twist_class_level': 8, 'twisting_char_label': '15.d', 'twisting_char_orbit': 4, 'weight': 10}
  • id: 168092
    {'conductor': 60, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '200.10.a.a', 'source_level': 200, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '144.10.a.b', 'target_level': 144, 'twist_class_label': '8.10.a.b', 'twist_class_level': 8, 'twisting_char_label': '60.h', 'twisting_char_orbit': 8, 'weight': 10}
  • id: 168093
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '200.10.a.a', 'source_level': 200, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '200.10.a.a', 'target_level': 200, 'twist_class_label': '8.10.a.b', 'twist_class_level': 8, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 10}
  • id: 168094
    {'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '200.10.a.a', 'source_level': 200, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '200.10.c.a', 'target_level': 200, 'twist_class_label': '8.10.a.b', 'twist_class_level': 8, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 10}
  • id: 168095
    {'conductor': 80, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '200.10.a.a', 'source_level': 200, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '256.10.b.a', 'target_level': 256, 'twist_class_label': '8.10.a.b', 'twist_class_level': 8, 'twisting_char_label': '80.q', 'twisting_char_orbit': 17, 'weight': 10}
  • id: 168096
    {'conductor': 80, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '200.10.a.a', 'source_level': 200, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 11, 'target_is_minimal': False, 'target_label': '256.10.b.k', 'target_level': 256, 'twist_class_label': '8.10.a.b', 'twist_class_level': 8, 'twisting_char_label': '80.k', 'twisting_char_orbit': 11, 'weight': 10}
  • id: 168097
    {'conductor': 35, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '200.10.a.a', 'source_level': 200, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '392.10.a.a', 'target_level': 392, 'twist_class_label': '8.10.a.b', 'twist_class_level': 8, 'twisting_char_label': '35.c', 'twisting_char_orbit': 3, 'weight': 10}
  • id: 168098
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '200.10.a.a', 'source_level': 200, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 9, 'target_is_minimal': False, 'target_label': '400.10.a.i', 'target_level': 400, 'twist_class_label': '8.10.a.b', 'twist_class_level': 8, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 10}
  • id: 168099
    {'conductor': 20, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '200.10.a.a', 'source_level': 200, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '400.10.c.f', 'target_level': 400, 'twist_class_label': '8.10.a.b', 'twist_class_level': 8, 'twisting_char_label': '20.e', 'twisting_char_orbit': 5, 'weight': 10}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 502750
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 167772360, 'p': 2}
  • id: 502751
    {'charpoly_factorization': [[[68, 1], 1]], 'hecke_orbit_code': 167772360, 'p': 3}
  • id: 502752
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 167772360, 'p': 5}
  • id: 502753
    {'charpoly_factorization': [[[10248, 1], 1]], 'hecke_orbit_code': 167772360, 'p': 7}
  • id: 502754
    {'charpoly_factorization': [[[-3916, 1], 1]], 'hecke_orbit_code': 167772360, 'p': 11}
  • id: 502755
    {'charpoly_factorization': [[[-176594, 1], 1]], 'hecke_orbit_code': 167772360, 'p': 13}
  • id: 502756
    {'charpoly_factorization': [[[148370, 1], 1]], 'hecke_orbit_code': 167772360, 'p': 17}
  • id: 502757
    {'charpoly_factorization': [[[-499796, 1], 1]], 'hecke_orbit_code': 167772360, 'p': 19}
  • id: 502758
    {'charpoly_factorization': [[[-1889768, 1], 1]], 'hecke_orbit_code': 167772360, 'p': 23}
  • id: 502759
    {'charpoly_factorization': [[[920898, 1], 1]], 'hecke_orbit_code': 167772360, 'p': 29}
  • id: 502760
    {'charpoly_factorization': [[[-1379360, 1], 1]], 'hecke_orbit_code': 167772360, 'p': 31}
  • id: 502761
    {'charpoly_factorization': [[[5064966, 1], 1]], 'hecke_orbit_code': 167772360, 'p': 37}
  • id: 502762
    {'charpoly_factorization': [[[24100758, 1], 1]], 'hecke_orbit_code': 167772360, 'p': 41}
  • id: 502763
    {'charpoly_factorization': [[[25785196, 1], 1]], 'hecke_orbit_code': 167772360, 'p': 43}
  • id: 502764
    {'charpoly_factorization': [[[-60790224, 1], 1]], 'hecke_orbit_code': 167772360, 'p': 47}
  • id: 502765
    {'charpoly_factorization': [[[29496214, 1], 1]], 'hecke_orbit_code': 167772360, 'p': 53}
  • id: 502766
    {'charpoly_factorization': [[[-51819388, 1], 1]], 'hecke_orbit_code': 167772360, 'p': 59}
  • id: 502767
    {'charpoly_factorization': [[[-33426910, 1], 1]], 'hecke_orbit_code': 167772360, 'p': 61}
  • id: 502768
    {'charpoly_factorization': [[[144856196, 1], 1]], 'hecke_orbit_code': 167772360, 'p': 67}
  • id: 502769
    {'charpoly_factorization': [[[-68397128, 1], 1]], 'hecke_orbit_code': 167772360, 'p': 71}
  • id: 502770
    {'charpoly_factorization': [[[168216202, 1], 1]], 'hecke_orbit_code': 167772360, 'p': 73}
  • id: 502771
    {'charpoly_factorization': [[[-235398736, 1], 1]], 'hecke_orbit_code': 167772360, 'p': 79}
  • id: 502772
    {'charpoly_factorization': [[[-64639852, 1], 1]], 'hecke_orbit_code': 167772360, 'p': 83}
  • id: 502773
    {'charpoly_factorization': [[[78782694, 1], 1]], 'hecke_orbit_code': 167772360, 'p': 89}
  • id: 502774
    {'charpoly_factorization': [[[-24113566, 1], 1]], 'hecke_orbit_code': 167772360, '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': '200.10.a.a', 'level': 200, 'portrait': 'data:image/png;base64,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', 'weight': 10}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 3717006
    {'hecke_orbit_code': 167772360, 'n': 1, 'trace_an': 1}
  • id: 3717007
    {'hecke_orbit_code': 167772360, 'n': 2, 'trace_an': 0}
  • id: 3717008
    {'hecke_orbit_code': 167772360, 'n': 3, 'trace_an': -68}
  • id: 3717009
    {'hecke_orbit_code': 167772360, 'n': 4, 'trace_an': 0}
  • id: 3717010
    {'hecke_orbit_code': 167772360, 'n': 5, 'trace_an': 0}
  • id: 3717011
    {'hecke_orbit_code': 167772360, 'n': 6, 'trace_an': 0}
  • id: 3717012
    {'hecke_orbit_code': 167772360, 'n': 7, 'trace_an': -10248}
  • id: 3717013
    {'hecke_orbit_code': 167772360, 'n': 8, 'trace_an': 0}
  • id: 3717014
    {'hecke_orbit_code': 167772360, 'n': 9, 'trace_an': -15059}
  • id: 3717015
    {'hecke_orbit_code': 167772360, 'n': 10, 'trace_an': 0}
  • id: 3717016
    {'hecke_orbit_code': 167772360, 'n': 11, 'trace_an': 3916}
  • id: 3717017
    {'hecke_orbit_code': 167772360, 'n': 12, 'trace_an': 0}
  • id: 3717018
    {'hecke_orbit_code': 167772360, 'n': 13, 'trace_an': 176594}
  • id: 3717019
    {'hecke_orbit_code': 167772360, 'n': 14, 'trace_an': 0}
  • id: 3717020
    {'hecke_orbit_code': 167772360, 'n': 15, 'trace_an': 0}
  • id: 3717021
    {'hecke_orbit_code': 167772360, 'n': 16, 'trace_an': 0}
  • id: 3717022
    {'hecke_orbit_code': 167772360, 'n': 17, 'trace_an': -148370}
  • id: 3717023
    {'hecke_orbit_code': 167772360, 'n': 18, 'trace_an': 0}
  • id: 3717024
    {'hecke_orbit_code': 167772360, 'n': 19, 'trace_an': 499796}
  • id: 3717025
    {'hecke_orbit_code': 167772360, 'n': 20, 'trace_an': 0}
  • id: 3717026
    {'hecke_orbit_code': 167772360, 'n': 21, 'trace_an': 696864}
  • id: 3717027
    {'hecke_orbit_code': 167772360, 'n': 22, 'trace_an': 0}
  • id: 3717028
    {'hecke_orbit_code': 167772360, 'n': 23, 'trace_an': 1889768}
  • id: 3717029
    {'hecke_orbit_code': 167772360, 'n': 24, 'trace_an': 0}
  • id: 3717030
    {'hecke_orbit_code': 167772360, 'n': 25, 'trace_an': 0}
  • id: 3717031
    {'hecke_orbit_code': 167772360, 'n': 26, 'trace_an': 0}
  • id: 3717032
    {'hecke_orbit_code': 167772360, 'n': 27, 'trace_an': 2362456}
  • id: 3717033
    {'hecke_orbit_code': 167772360, 'n': 28, 'trace_an': 0}
  • id: 3717034
    {'hecke_orbit_code': 167772360, 'n': 29, 'trace_an': -920898}
  • id: 3717035
    {'hecke_orbit_code': 167772360, 'n': 30, 'trace_an': 0}
  • id: 3717036
    {'hecke_orbit_code': 167772360, 'n': 31, 'trace_an': 1379360}
  • id: 3717037
    {'hecke_orbit_code': 167772360, 'n': 32, 'trace_an': 0}
  • id: 3717038
    {'hecke_orbit_code': 167772360, 'n': 33, 'trace_an': -266288}
  • id: 3717039
    {'hecke_orbit_code': 167772360, 'n': 34, 'trace_an': 0}
  • id: 3717040
    {'hecke_orbit_code': 167772360, 'n': 35, 'trace_an': 0}
  • id: 3717041
    {'hecke_orbit_code': 167772360, 'n': 36, 'trace_an': 0}
  • id: 3717042
    {'hecke_orbit_code': 167772360, 'n': 37, 'trace_an': -5064966}
  • id: 3717043
    {'hecke_orbit_code': 167772360, 'n': 38, 'trace_an': 0}
  • id: 3717044
    {'hecke_orbit_code': 167772360, 'n': 39, 'trace_an': -12008392}
  • id: 3717045
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  • id: 3717245
    {'hecke_orbit_code': 167772360, 'n': 877, 'trace_an': -22428883756686}
  • id: 3717246
    {'hecke_orbit_code': 167772360, 'n': 881, 'trace_an': 12421175090930}
  • id: 3717247
    {'hecke_orbit_code': 167772360, 'n': 883, 'trace_an': 5528782562380}
  • id: 3717248
    {'hecke_orbit_code': 167772360, 'n': 887, 'trace_an': -18492419823992}
  • id: 3717249
    {'hecke_orbit_code': 167772360, 'n': 907, 'trace_an': -27249413891788}
  • id: 3717250
    {'hecke_orbit_code': 167772360, 'n': 911, 'trace_an': -7311941424752}
  • id: 3717251
    {'hecke_orbit_code': 167772360, 'n': 919, 'trace_an': -6174995919464}
  • id: 3717252
    {'hecke_orbit_code': 167772360, 'n': 929, 'trace_an': 4907099845538}
  • id: 3717253
    {'hecke_orbit_code': 167772360, 'n': 937, 'trace_an': -26624841962730}
  • id: 3717254
    {'hecke_orbit_code': 167772360, 'n': 941, 'trace_an': -378798605106}
  • id: 3717255
    {'hecke_orbit_code': 167772360, 'n': 947, 'trace_an': 39375238806540}
  • id: 3717256
    {'hecke_orbit_code': 167772360, 'n': 953, 'trace_an': 37712168664966}
  • id: 3717257
    {'hecke_orbit_code': 167772360, 'n': 961, 'trace_an': -24536988151071}
  • id: 3717258
    {'hecke_orbit_code': 167772360, 'n': 967, 'trace_an': 3289522924600}
  • id: 3717259
    {'hecke_orbit_code': 167772360, 'n': 971, 'trace_an': 268793079564}
  • id: 3717260
    {'hecke_orbit_code': 167772360, 'n': 977, 'trace_an': -24463440471378}
  • id: 3717261
    {'hecke_orbit_code': 167772360, 'n': 983, 'trace_an': -15719943192024}
  • id: 3717262
    {'hecke_orbit_code': 167772360, 'n': 991, 'trace_an': -11119464960032}
  • id: 3717263
    {'hecke_orbit_code': 167772360, 'n': 997, 'trace_an': -25082089921222}