Newform data - 98.10.a.c

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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': 9800, 'analytic_conductor': 50.47351194405957, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [7, -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': [98, 1, [3], [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, [-156, 1]]], 'hecke_orbit': 3, 'hecke_orbit_code': 9007199422513250, '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': '98.10.a.c', 'level': 98, '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, 7], 'level_radical': 14, 'minimal_twist': '2.10.a.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+2^{4}q^{2}+156q^{3}+2^{8}q^{4}-870q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '9.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '98.10.a', 'trace_display': [16, 156, -870, 0], 'trace_hash': 642481256410391849, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.979', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.922', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.773', 'prec': 17}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 'traces': [1, 16, 156, 256, -870, 2496, 0, 4096, 4653, -13920, -56148, 39936, -178094, 0, -135720, 65536, 247662, 74448, -315380, -222720, 0, -898368, 204504, 638976, -1196225, -2849504, -2344680, 0, -3840450, -2171520, 1309408, 1048576, -8759088, 3962592, 0, 1191168, 4307078, -5046080, -27782664, -3563520, -1512042, 0, 33670604, -14373888, -4048110, 3272064, 10581072, 10223616, 0, -19139600, 38635272, -45592064, 16616214, -37514880, 48848760, 0, -49199280, -61447200, -112235100, -34744320, 33197218, 20950528, 0, 16777216, 154941780, -140145408, -121372252, 63401472, 31902624, 0, -387172728, 19058688, -255240074, 68913248, -186611100, -80737280, 0, -444522624, 492101840, -57016320, -457355079, -24192672, 457420236, 0, -215465940, 538729664, -599110200, -229982208, 31809510, -64769760, 0, 52353024, 204267648, 169297152, 274380600, 163577856, 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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], [16], [156], [256], [-870], [2496], [0], [4096], [4653], [-13920], [-56148], [39936], [-178094], [0], [-135720], [65536], [247662], [74448], [-315380], [-222720], [0], [-898368], [204504], [638976], [-1196225], [-2849504], [-2344680], [0], [-3840450], [-2171520], [1309408], [1048576], [-8759088], [3962592], [0], [1191168], [4307078], [-5046080], [-27782664], [-3563520], [-1512042], [0], [33670604], [-14373888], [-4048110], [3272064], [10581072], [10223616], [0], [-19139600], [38635272], [-45592064], [16616214], [-37514880], [48848760], [0], [-49199280], [-61447200], [-112235100], [-34744320], [33197218], [20950528], [0], [16777216], [154941780], [-140145408], [-121372252], [63401472], [31902624], [0], [-387172728], [19058688], [-255240074], [68913248], [-186611100], [-80737280], [0], [-444522624], [492101840], [-57016320], [-457355079], [-24192672], [457420236], [0], [-215465940], [538729664], [-599110200], [-229982208], [31809510], [-64769760], [0], [52353024], [204267648], [169297152], [274380600], [163577856], [673532062], [0], [-261256644], [-306233600]], 'ap': [[16], [156], [-870], [0], [-56148], [-178094], [247662], [-315380], [204504], [-3840450], [1309408], [4307078], [-1512042], [33670604], [10581072], [16616214], [-112235100], [33197218], [-121372252], [-387172728], [-255240074], [492101840], [457420236], [31809510], [673532062], [-1057718982], [-795866024], [-1974134772], [-1344647410], [2706802674], [1199600768], [-2786145252], [2882330058], [-2156411180], [7545477750], [-4313083048], [4231572802], [828448004], [2854998552], [17669017266], [-586732140], [5433956458], [32329244352], [-12939916606], [8810897958], [24853394680], [-46516300108], [-46634730464], [-26586730308], [-39990726470], [6533375274], [-56677299600], [-4614914162], [-68019386652], [93595760382], [-94040095416], [-122724427950], [164257407088], [65013397238], [52096444122], [90699183556], [-72556898694], [-181977113108], [89829518088], [-5513937914], [-19480554402], [-106801000468], [-175776423982], [83302636668], [-321367902590], [-407688457314], [-560078988120], [-376056463088], [-81224458666], [202729151900], [47681602176], [-189794662170], [-400237219118], [876185839122], [-572299984730], [-416692614660], [-1190433985018], [-436455134928], [-448430049074], [659702920840], [948506603484], [-611762940990], [-379032618742], [890062477458], [1328521649744], [-1656376397748], [1079731180320], [1605486047528], [793629275532], [-1969508923180], [542230355016], [1692147528930], [-2975959460682], [1079894255956], [-2021673615298], [-2626119837052], [3484820127438], [2770913613036], [-670382371590], [2671233315932], [659284138942], [-1049465239788], [1311883953966], [-3376028300520], [-2638803841562], [5159389404832], [-537353626426], [4633581879978], [-3062671313420], [-54692849608], [-4780679546238], [-4104842552804], [5492629724472], [4159943034414], [2152945882740], [-8639782534262], [-2907884393566], [-4268219834118], [-769165099956], [-1386484613012], [-5511859848738], [2431522040870], [2708898248880], [-526646689688], [2780092868866], [-2365576289980], [13139774626344], [-7294364410768], [-16301969136682], [9689446243398], [-12132873232130], [16864650951066], [6001159578892], [14315504363202], [-10989330977430], [-21544361627852], [5717478970902], [-10052437891336], [22958121262428], [15727726682530], [8521678548600], [1831603068106], [620072354022], [5715810374020], [20259551636064], [-91457250802], [-17315004551922], [13878128084564], [-17658551034168], [12392374416428], [-13810380634608], [856606346840], [-12916914336930], [3678673359382], [-44514500834382], [-19954325186412], [7132015155834], [2841758123528], [39030869592468], [-21755586348462], [-46499831376024], [-15520906240288], [42633356836282], [-32185995568270], [-11702129638614], [-768906124260], [30160382618338], [21508037836872], [15584311077194], [2388532585840], [-27464861270490], [-21137203579588], [42091049110662], [-55817897729384], [-38269959020750], [-20338745094592], [-61211390457252], [78835000000934], [88141940163702], [52622582015184], [18622457355210], [-6844265018242], [41906203054396], [5552853657770], [40187002750848], [82624199591806], [-41521585038036], [68433626413172], [70921543418178], [-70933895216892], [71211073313046], [87223954509362], [22377296821214], [-35382418123458], [-82954371632904], [16864639490670], [88212410803888], [-53667113250998], [116782858716190], [-135025571430540], [-122400128859678], [-98071739321600], [126959666515044], [-70882061663670], [29453355134548], [10304897525138], [137717384584458], [111681957940184], [13146975662532], [36714985961880], [-152229410865002], [-180027361118032], [-130297014888402], [-128999360887272], [124653165428094], [74332172175302], [158657212820680], [101092177614210], [63981825046544], [-146426924015988], [40326066249590], [130846161797286], [272630494922400], [153277732119832], [63847971305292], [-223643931625906], [232181395240300], [247011457944512], [119511201212682], [114118341719956], [175166279531952], [-265518338894930], [-319597532196426], [91256837526780], [191455318190808], [43135187725524], [-95471386269212], [-334528665047624], [-319428548878930], [18013791114606], [88458700655400], [-91573082094368], [-270137246768772], [-146785988994100], [92540303696304], [-49815879585442], [136418711844798], [239949280504968], [245258929807990], [-39250713464814], [-417400467085260], [211113446348342], [130305445926532], [173656291645242], [-605253503599418], [-437621867656576], [26977034983908], [-450449047553510], [-438342069182654], [-403433286234018], [-365804200911620], [-264061776392370], [538023647809158], [-56306382795556], [-55391766831066], [557812935226258], [273208534105268], [-473622418270874], [71684943534560], [783816617053582], [763563816243016], [-206907751194852], [-429951734917090], [130204655244362], [407104020132108], [217505466948576], [791880546121832], [497577940129032], [58309556593498], [-846577160877548], [629360359956432], [779521780554194], [-622577945876682], [530813906028520], [-289252591247970], [-2502163292658], [794800996087212], [-454350996404166], [388079221348308], [-549581953248466], [-890763117175230], [861809645815648], [587169482082666], [632235004475940], [-82482241832228], [342723937054966], [1371372076987758], [278730802099280], [848742583743924], [274370750359292], [22438714235618], [-831219593675892], [-808816640424590], [138008014305720], [-302140295457946], [950870679912816], [-1140788548805130], [1080405992922402], [1027942179418244], [-283588180180632], [-1053421696874090], [-547931818881300], [947282187596352], [-607674965723714], [-609741391188270], [-606723099957812], [-234785961858022], [685315670022018], [-955329255254176], [-1524025495786326], [-208385195140082], [-1856191198221340], [-1147884535393724], [1911172511752608], [-459905457783546], [294705766402382], [997832346806238], [-1129157629019840], [84961757778396], [-394113371151508], [-736224552435708], [-497713446687490], [-526578381287394], [-1516516099185962], [1733083796278672], [1943282929895894], [1039518940584378], [1050604844393370], [342179584544072], [-2414528534905026], [1828587344464260], [374787539918458], [-1165552401496372], [1687515966055248], [-2303464780829718], [-359024690447012], [-820553881092982], [1865677918237422], [2726425764064816], [556596796272950], [-1207818040123674], [2307851657772960], [998601962776308], [-2143206043710222], [-1613203513747656], [127138824757478], [2473887699596598], [-2678391600759792], [1635942946473660], [-2925827561065988], [1934220392272874], [-906104386245198], [281691558829064], [1380816462354842], [-1720369006063548], [1482489147912820], [1451685923478384], [3514218792106710], [-4105753477704632], [-4239759869961442], [1662502030714380], [-1624414277361888], [-2593799264807714], [-267490344588210], [2533957171284742], [254592249985698], [685820597396874], [-527432803568872], [-4296811735765662], [3552124807002940], [-4446665154022824], [1112520910122992], [-291736409079638], [5089405970452124], [-1441385447042688], [1334692723125890], [2054175078376986], [-1682699694251220], [-3054900793400948], [-2755363528143528], [1088324972908634], [-1313827355349920], [-3059878938341610], [-2600572186901428], [1040425153857942], [-1848722749254110], [-3920390678911806], [4691880736313168], [-1453469903389338], [2555040946865850], [2345036823838168], [-3057231621749362], [1346122123197042], [5535664896108076], [-6477191958540900], [-2793583394903954], [-1443970863341322], [2247069735220284], [-491855661794428], [3124089889653098], [-1657617084280782], [-2532586082800320], [-1189948523329928], [-822487018069458], [-690371789552664], [2294366780308350], [2952388849580602], [2051919436536048], [590608428124260], [3958984210423606], [1030714665173202], [-4228214861449356], [-5436929095453350], [2716438805108548], [-2787768098415480]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 9007199422513250, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '98.10.a.c', 'level': 98, 'maxp': 2999, 'weight': 10}
• 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': [7, 8, 9, 7], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [4, 4, 4, 4], 'ALdims_old': [21, 23, 21, 22], 'Nk2': 9800, 'analytic_conductor': 50.47351194405957, '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': [98, 1, [3], [1]], 'conrey_index': 1, 'cusp_dim': 118, 'dim': 31, 'eis_dim': 16, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 167772258, 'hecke_orbit_dims': [1, 1, 1, 2, 2, 2, 3, 3, 3, 3, 4, 6], 'label': '98.10.a', 'level': 98, '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, 7], 'level_radical': 14, 'mf_dim': 134, 'mf_new_dim': 31, 'num_forms': 12, 'plus_dim': 14, 'prim_orbit_index': 1, 'relative_dim': 31, 'sturm_bound': 140, 'trace_bound': 3, 'trace_display': [16, 6, 756, 0], 'traces': [31, 16, 6, 7936, 756, -544, 0, 4096, 164295, -57344, 47360, 1536, -149328, 0, -574204, 2031616, 1133226, 817616, -364822, 193536, 0, 310208, 381988, -139264, 19653841, -2801728, 1068372, 0, 316342, 4605312, -2041188, 1048576, -41272000, -9521056, 0, 42059520, 61320506, 18670112, 33141280, -14680064, -36076902, 0, -161828564, 12124160, 112432292, 39999872, -24343308, 393216, 0, 130681520, -3882188, -38227968, -89805274, -35188672, 12306224, 0, 283722084, -199875936, -3712782, -146996224, -43059924, -111019072, 0, 520093696, 124521768, 114458624, 176737592, 290105856, 286188224, 0, 335540328, 209309696, -113029370, 97442592, 1419702850, -93394432, 0, 315704192, -375697700, 49545216, 997890439, 732392544, 591878946, 0, 1429760996, 879180224, 1233966460, 79413248, -124823298, -2088905728, 0, 97788928, -1867544788, -1081162944, -332382196, -35651584, 792186490, 0, 1215212156, 5031383296, 1918886004, -1127671040, -3863836852, -717242368, 0, -107368096, -5470683728, 273503232, -859113438, 516332544, 4413595308, 0, 2334306390, 2021577088, 732425120, 80983552, -6788253536, -8832267872, 0, 1178959872, 1803484815, 105861248, 9102782536, -522544128, 9463547016, 0, -21523316288, 268435456, 654010608, -7394695168, -9644344422, -10565632000, 0, 8693013952, 7677353748, -2437390336, 7525768782, 9878672384, 4999706278, 0, -22105863148, 20154759808, 3482037552, 10767237120, 13742902936, -16167097312, 0, 15698049536, -42041876026, -19671692640, 2679623788, 4779548672, 34027387834, 0, -44578648836, 8484167680, -12940984240, -19799978752, 2141688420, -3758096384, 0, 60700605456, -37809447808, -9235686912, -67199783916, 17054967200, 53923257348, 0, -20089575235, 4942350208, -4800405238, -41428112384, -17074145784, -69144123200, 0, 3103784960, -45740197156, 8310518688, 66281792688, 28782666752, 20945737560, 0, -54796643100, 10239967232, -9381577800, -19611516416, 14733549040, -6231886848, 0, -11617641600, -24333490436, 100663296, -82263252430, -15378493600, -7201780320, 0, 41908980106, 124538677824, 66753337892, 33454469120, -69717517336, -35614401536, 0, -993840128, 38528807072, -27056492608, 187745337056, -9786359808, -9953833344, 0, 1743778260, -22990150144, 102127608128, 57306734272, -62290704336, -9008300032, 0, -71336409696, 7701032892, 3150393344, 36864136080, -27930892352, 42093508808, 0, 334683190117, -9232255456, -93220152870, 72632853504, -53617540544, 25585566720, 0, -51168239616, 309124548558, 86777103296, 110482823844, -950472192, -57557909264, 0, 99915068064, -37631033344, 33941471258, -30837545520, 87506393442, -11023340544, 0, 128047691392, 1839592704, -28420882432, -21239090944, -890502144, -175791850266, 0, -278911737004, -165567810816, 136262272160, 133143986176, 226352272518, 259354535680, 0, 31877572608, -259241758362, 85762688800, -379961961444, 29301407744, -40349720712, 0, 404724204028, 45244823552, -437039554104, -493901376512, 166832393808, 74267099136, 0, -259775132576, -124158177132, 73264185344, -481413722202, -15454784800, -234316471652, 0, -191172177982, -389056353792, 227836741282, 85898323968, 414379468160, 289079454720, 0, 53583282176, 84078509157, -209701545984, 268427218720, -28935518720, -48082586388, 0, -16471824636, 24945303552, -172160020480, 413863740512, -102333694176, 363443929600, 0, 112283883392, 409653149956, -23908974592, -172242895796, -501245213600, -581593578326, 0, -188640275404, -904503831296, -503717050632, 80820273152, -365499908822, 484242044864, 0, -96178611200, 370083957470, 374508195648, -500363290368, 12683575296, -594834703032, 0, 88001232596, 255459952384, -151204705824, 524596568640, -161433713428, 187492491264, 0, -1738318748416, 1971025486360, 151521010176, 1995358723846, -373151762624, 262902492048, 0, 428517087002, -1047101981648, 651920082052, 366018814976, -466600983744, 241148494368, 0, 225070137344, 629618131724, 504053481280, 106102874304, 315895413760, -272179599272, 0, -2019920773880, 20329791488, -963293214714, -897186082944, 615177716384, -31954764288, 0, 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-227968548864], '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: 86134
    {'conductor': 7, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '98.10.a.c', 'source_level': 98, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '2.10.a.a', 'target_level': 2, 'twist_class_label': '2.10.a.a', 'twist_class_level': 2, 'twisting_char_label': '7.b', 'twisting_char_orbit': 2, 'weight': 10}
  • id: 86135
    {'conductor': 28, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '98.10.a.c', 'source_level': 98, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '16.10.a.d', 'target_level': 16, 'twist_class_label': '2.10.a.a', 'twist_class_level': 2, 'twisting_char_label': '28.d', 'twisting_char_orbit': 4, 'weight': 10}
  • id: 86136
    {'conductor': 21, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '98.10.a.c', 'source_level': 98, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '18.10.a.a', 'target_level': 18, 'twist_class_label': '2.10.a.a', 'twist_class_level': 2, 'twisting_char_label': '21.c', 'twisting_char_orbit': 3, 'weight': 10}
  • id: 86137
    {'conductor': 35, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '98.10.a.c', 'source_level': 98, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '50.10.a.c', 'target_level': 50, 'twist_class_label': '2.10.a.a', 'twist_class_level': 2, 'twisting_char_label': '35.c', 'twisting_char_orbit': 3, 'weight': 10}
  • id: 86138
    {'conductor': 35, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '98.10.a.c', 'source_level': 98, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '50.10.b.a', 'target_level': 50, 'twist_class_label': '2.10.a.a', 'twist_class_level': 2, 'twisting_char_label': '35.f', 'twisting_char_orbit': 6, 'weight': 10}
  • id: 86139
    {'conductor': 56, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '98.10.a.c', 'source_level': 98, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '64.10.a.b', 'target_level': 64, 'twist_class_label': '2.10.a.a', 'twist_class_level': 2, 'twisting_char_label': '56.e', 'twisting_char_orbit': 5, 'weight': 10}
  • id: 86140
    {'conductor': 56, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '98.10.a.c', 'source_level': 98, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 8, 'target_is_minimal': False, 'target_label': '64.10.a.h', 'target_level': 64, 'twist_class_label': '2.10.a.a', 'twist_class_level': 2, 'twisting_char_label': '56.h', 'twisting_char_orbit': 8, 'weight': 10}
  • id: 86141
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '98.10.a.c', 'source_level': 98, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '98.10.a.c', 'target_level': 98, 'twist_class_label': '2.10.a.a', 'twist_class_level': 2, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 10}
  • id: 86142
    {'conductor': 7, 'degree': 2, 'multiplicity': 2, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '98.10.a.c', 'source_level': 98, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '98.10.c.b', 'target_level': 98, 'twist_class_label': '2.10.a.a', 'twist_class_level': 2, 'twisting_char_label': '7.c', 'twisting_char_orbit': 3, 'weight': 10}
  • id: 86143
    {'conductor': 7, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '98.10.a.c', 'source_level': 98, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '98.10.c.c', 'target_level': 98, 'twist_class_label': '2.10.a.a', 'twist_class_level': 2, 'twisting_char_label': '7.d', 'twisting_char_orbit': 4, 'weight': 10}
  • id: 86144
    {'conductor': 84, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '98.10.a.c', 'source_level': 98, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '144.10.a.d', 'target_level': 144, 'twist_class_label': '2.10.a.a', 'twist_class_level': 2, 'twisting_char_label': '84.h', 'twisting_char_orbit': 8, 'weight': 10}
  • id: 86145
    {'conductor': 63, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '98.10.a.c', 'source_level': 98, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '162.10.c.b', 'target_level': 162, 'twist_class_label': '2.10.a.a', 'twist_class_level': 2, 'twisting_char_label': '63.l', 'twisting_char_orbit': 12, 'weight': 10}
  • id: 86146
    {'conductor': 63, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '98.10.a.c', 'source_level': 98, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 9, 'target_is_minimal': False, 'target_label': '162.10.c.i', 'target_level': 162, 'twist_class_label': '2.10.a.a', 'twist_class_level': 2, 'twisting_char_label': '63.o', 'twisting_char_orbit': 15, 'weight': 10}
  • id: 86147
    {'conductor': 77, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '98.10.a.c', 'source_level': 98, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '242.10.a.a', 'target_level': 242, 'twist_class_label': '2.10.a.a', 'twist_class_level': 2, 'twisting_char_label': '77.b', 'twisting_char_orbit': 2, 'weight': 10}
  • id: 86148
    {'conductor': 112, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '98.10.a.c', 'source_level': 98, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '256.10.b.e', 'target_level': 256, 'twist_class_label': '2.10.a.a', 'twist_class_level': 2, 'twisting_char_label': '112.j', 'twisting_char_orbit': 10, 'weight': 10}
  • id: 86149
    {'conductor': 112, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '98.10.a.c', 'source_level': 98, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '256.10.b.g', 'target_level': 256, 'twist_class_label': '2.10.a.a', 'twist_class_level': 2, 'twisting_char_label': '112.l', 'twisting_char_orbit': 12, 'weight': 10}
  • id: 86150
    {'conductor': 91, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '98.10.a.c', 'source_level': 98, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '338.10.a.a', 'target_level': 338, 'twist_class_label': '2.10.a.a', 'twist_class_level': 2, 'twisting_char_label': '91.b', 'twisting_char_orbit': 2, 'weight': 10}
  • id: 86151
    {'conductor': 140, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '98.10.a.c', 'source_level': 98, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '400.10.a.b', 'target_level': 400, 'twist_class_label': '2.10.a.a', 'twist_class_level': 2, 'twisting_char_label': '140.c', 'twisting_char_orbit': 3, 'weight': 10}
  • id: 86152
    {'conductor': 140, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '98.10.a.c', 'source_level': 98, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '400.10.c.d', 'target_level': 400, 'twist_class_label': '2.10.a.a', 'twist_class_level': 2, 'twisting_char_label': '140.j', 'twisting_char_orbit': 10, 'weight': 10}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 290600
    {'charpoly_factorization': [[[-16, 1], 1]], 'hecke_orbit_code': 9007199422513250, 'p': 2}
  • id: 290601
    {'charpoly_factorization': [[[-156, 1], 1]], 'hecke_orbit_code': 9007199422513250, 'p': 3}
  • id: 290602
    {'charpoly_factorization': [[[870, 1], 1]], 'hecke_orbit_code': 9007199422513250, 'p': 5}
  • id: 290603
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 9007199422513250, 'p': 7}
  • id: 290604
    {'charpoly_factorization': [[[56148, 1], 1]], 'hecke_orbit_code': 9007199422513250, 'p': 11}
  • id: 290605
    {'charpoly_factorization': [[[178094, 1], 1]], 'hecke_orbit_code': 9007199422513250, 'p': 13}
  • id: 290606
    {'charpoly_factorization': [[[-247662, 1], 1]], 'hecke_orbit_code': 9007199422513250, 'p': 17}
  • id: 290607
    {'charpoly_factorization': [[[315380, 1], 1]], 'hecke_orbit_code': 9007199422513250, 'p': 19}
  • id: 290608
    {'charpoly_factorization': [[[-204504, 1], 1]], 'hecke_orbit_code': 9007199422513250, 'p': 23}
  • id: 290609
    {'charpoly_factorization': [[[3840450, 1], 1]], 'hecke_orbit_code': 9007199422513250, 'p': 29}
  • id: 290610
    {'charpoly_factorization': [[[-1309408, 1], 1]], 'hecke_orbit_code': 9007199422513250, 'p': 31}
  • id: 290611
    {'charpoly_factorization': [[[-4307078, 1], 1]], 'hecke_orbit_code': 9007199422513250, 'p': 37}
  • id: 290612
    {'charpoly_factorization': [[[1512042, 1], 1]], 'hecke_orbit_code': 9007199422513250, 'p': 41}
  • id: 290613
    {'charpoly_factorization': [[[-33670604, 1], 1]], 'hecke_orbit_code': 9007199422513250, 'p': 43}
  • id: 290614
    {'charpoly_factorization': [[[-10581072, 1], 1]], 'hecke_orbit_code': 9007199422513250, 'p': 47}
  • id: 290615
    {'charpoly_factorization': [[[-16616214, 1], 1]], 'hecke_orbit_code': 9007199422513250, 'p': 53}
  • id: 290616
    {'charpoly_factorization': [[[112235100, 1], 1]], 'hecke_orbit_code': 9007199422513250, 'p': 59}
  • id: 290617
    {'charpoly_factorization': [[[-33197218, 1], 1]], 'hecke_orbit_code': 9007199422513250, 'p': 61}
  • id: 290618
    {'charpoly_factorization': [[[121372252, 1], 1]], 'hecke_orbit_code': 9007199422513250, 'p': 67}
  • id: 290619
    {'charpoly_factorization': [[[387172728, 1], 1]], 'hecke_orbit_code': 9007199422513250, 'p': 71}
  • id: 290620
    {'charpoly_factorization': [[[255240074, 1], 1]], 'hecke_orbit_code': 9007199422513250, 'p': 73}
  • id: 290621
    {'charpoly_factorization': [[[-492101840, 1], 1]], 'hecke_orbit_code': 9007199422513250, 'p': 79}
  • id: 290622
    {'charpoly_factorization': [[[-457420236, 1], 1]], 'hecke_orbit_code': 9007199422513250, 'p': 83}
  • id: 290623
    {'charpoly_factorization': [[[-31809510, 1], 1]], 'hecke_orbit_code': 9007199422513250, 'p': 89}
  • id: 290624
    {'charpoly_factorization': [[[-673532062, 1], 1]], 'hecke_orbit_code': 9007199422513250, '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': 3, 'label': '98.10.a.c', 'level': 98, 'portrait': 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', 'weight': 10}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 29195515
    {'hecke_orbit_code': 9007199422513250, 'n': 1, 'trace_an': 1}
  • id: 29195516
    {'hecke_orbit_code': 9007199422513250, 'n': 2, 'trace_an': 16}
  • id: 29195517
    {'hecke_orbit_code': 9007199422513250, 'n': 3, 'trace_an': 156}
  • id: 29195518
    {'hecke_orbit_code': 9007199422513250, 'n': 4, 'trace_an': 256}
  • id: 29195519
    {'hecke_orbit_code': 9007199422513250, 'n': 5, 'trace_an': -870}
  • id: 29195520
    {'hecke_orbit_code': 9007199422513250, 'n': 6, 'trace_an': 2496}
  • id: 29195521
    {'hecke_orbit_code': 9007199422513250, 'n': 7, 'trace_an': 0}
  • id: 29195522
    {'hecke_orbit_code': 9007199422513250, 'n': 8, 'trace_an': 4096}
  • id: 29195523
    {'hecke_orbit_code': 9007199422513250, 'n': 9, 'trace_an': 4653}
  • id: 29195524
    {'hecke_orbit_code': 9007199422513250, 'n': 10, 'trace_an': -13920}
  • id: 29195525
    {'hecke_orbit_code': 9007199422513250, 'n': 11, 'trace_an': -56148}
  • id: 29195526
    {'hecke_orbit_code': 9007199422513250, 'n': 12, 'trace_an': 39936}
  • id: 29195527
    {'hecke_orbit_code': 9007199422513250, 'n': 13, 'trace_an': -178094}
  • id: 29195528
    {'hecke_orbit_code': 9007199422513250, 'n': 14, 'trace_an': 0}
  • id: 29195529
    {'hecke_orbit_code': 9007199422513250, 'n': 15, 'trace_an': -135720}
  • id: 29195530
    {'hecke_orbit_code': 9007199422513250, 'n': 16, 'trace_an': 65536}
  • id: 29195531
    {'hecke_orbit_code': 9007199422513250, 'n': 17, 'trace_an': 247662}
  • id: 29195532
    {'hecke_orbit_code': 9007199422513250, 'n': 18, 'trace_an': 74448}
  • id: 29195533
    {'hecke_orbit_code': 9007199422513250, 'n': 19, 'trace_an': -315380}
  • id: 29195534
    {'hecke_orbit_code': 9007199422513250, 'n': 20, 'trace_an': -222720}
  • id: 29195535
    {'hecke_orbit_code': 9007199422513250, 'n': 21, 'trace_an': 0}
  • id: 29195536
    {'hecke_orbit_code': 9007199422513250, 'n': 22, 'trace_an': -898368}
  • id: 29195537
    {'hecke_orbit_code': 9007199422513250, 'n': 23, 'trace_an': 204504}
  • id: 29195538
    {'hecke_orbit_code': 9007199422513250, 'n': 24, 'trace_an': 638976}
  • id: 29195539
    {'hecke_orbit_code': 9007199422513250, 'n': 25, 'trace_an': -1196225}
  • id: 29195540
    {'hecke_orbit_code': 9007199422513250, 'n': 26, 'trace_an': -2849504}
  • id: 29195541
    {'hecke_orbit_code': 9007199422513250, 'n': 27, 'trace_an': -2344680}
  • id: 29195542
    {'hecke_orbit_code': 9007199422513250, 'n': 28, 'trace_an': 0}
  • id: 29195543
    {'hecke_orbit_code': 9007199422513250, 'n': 29, 'trace_an': -3840450}
  • id: 29195544
    {'hecke_orbit_code': 9007199422513250, 'n': 30, 'trace_an': -2171520}
  • id: 29195545
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