Newform data - 98.14.c.b

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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': 19208, 'analytic_conductor': 105.08631037287445, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 7, 'char_degree': 2, 'char_is_minimal': False, 'char_is_real': False, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 3, 'char_parity': 1, 'char_values': [98, 3, [3], [2]], 'cm_discs': [], 'conrey_index': 67, 'dim': 2, 'field_disc': -3, 'field_disc_factorization': [[-1, 1], [3, 1]], 'field_poly': [1, -1, 1], 'field_poly_is_cyclotomic': True, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 6, 'has_non_self_twist': 1, 'hecke_cutters': [[3, [1052676, 1026, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503737301205090, 'hecke_ring_generator_nbound': 9, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 7, 3, 1, 3, 0]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '98.14.c.b', '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': '14.14.a.b', 'nf_label': '2.0.3.1', 'prim_orbit_index': 3, 'qexp_display': 'q-2^{6}\\zeta_{6}q^{2}+(-1026+1026\\zeta_{6})q^{3}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '13.2.3.c3', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '98.14.c', 'trace_display': [-64, -1026, 4320, 0], 'trace_hash': 1267873528036198611, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.028', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.981', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.133', 'prec': 17}, {'__RealLiteral__': 0, 'data': '11.551', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.867', 'prec': 17}, {'__RealLiteral__': 0, 'data': '103.576', 'prec': 24}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 'traces': [2, -64, -1026, -4096, 4320, 131328, 0, 524288, 541647, 276480, 8787312, -4202496, 40841864, 0, -8864640, -16777216, 1719462, 34665408, -109702942, -35389440, 0, -1124775936, 646760160, -268959744, 1202040725, -1306939648, -4383010440, 0, 1457734548, 283668480, 1028049116, -1073741824, 9015782112, -220091136, 0, -4437172224, -14229390962, -7020988288, -20951876232, 1132462080, -89088916812, 0, -109379657936, 35992829952, -2339915040, 41392650240, 47868325716, 34426847232, 0, -153861212800, 1764168012, -83644137472, 169986882858, 140256334080, 75922375680, 0, 225110436984, -46647505536, -300765540198, 18154782720, 369996272360, -131590286848, 0, 137438953472, 88218426240, 577010055168, 787010801908, 7042916352, -1327151848320, 0, 1118882944512, 141989511168, 121137579650, -910681021568, 1233293783850, 898686500864, 0, 2681840157696, -290426785064, 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-2252975004130385520, 8963336160134283648, -10318825287328997208, 0, -19458762419700822226, 6176143277181066880, -2170185790838614452, 5232015140757127168, 493082022915522720, 3318750082444064256, 0, -5703813301750726656, -8367840202414208364, -132279254341756800, 9203003175285673920, -2351050549389950976, -1330209796250489560, 0, 513391127836095360, -7546475952234037248, 16155143668013460750, 11783083099901976576, -4545414035794059826, 1935442420873297920, 0, -19370685403786073088, -6026090600154402312, 2353110812228321280, -2220622940033320320, 12623061239452770176, -20318127283806483636, 0, -5104141547028615936, 206756671737323520, 16071494069028738256, 1791984074281713664, -6122137569136665930, -9081791017010012160, 0, -1018160387857612800, 2942760373318168582, -3445005741744365056, -13442817619213257744, -636883048008253440, -14454283890292298388, 0, -17501453545958617784, 143822915905880064, 1333089119130399360, -9947442852866078976, 18654481979660075004, 7654266700830867456, 0, -3332092308828364800, -12169760037703343568, -6187550326626156544, 5251296159659456472, -8312413712954588928, 1196961576807041280, 0, -27101677648217034240, -16160129118636762240, 749311356717029784, -2666830858543411200, -292285985572782396, 50102534897221718016, 0, -12179696017675911168, 3800987427261548160, 15648124452817701888, -16630628343219644444, -15506752857646620672, 18568837449524139840, 0, 13925672191297424352, -1888363212567478272, 34842620046913352352, 16368132996911536768, -1639941877906675200, 18061824572027076608, 0, 482330873419729920, 6186314603272726024, -732431356054732800, 9731133565504835652, -570230904324119808, 22848632525839325184, 0, -34208614856541854900, -12886187063875063808, -6202345068932955300, -782615276238667776, -19678057563562476378, 583250260202127360, 0, 2115681757389078528, 6187069666280230992, 6493861596785202816, 65272819965742080, 2899558152274968576, -26739101284722246532, 0, -32110650928712398680, -847016620413419520, 38508618671336182344, 21752084055028170240, -28809581045777904960, 10092016866517057536, 0, 61513803567162114048, 7960554411010165752, -1220517402524319744, 2473742276677233800, 8439513851924028800, 21553241603665598424, 0, -7299831559497656364, -5892664648920776064, 948295667078426880, -18127001835060953088, 6571308530951402688, -18444893831262273024, 0, -609173422253015040, 23360661312536661135, -18596955215130661376, 15592674484633291524, -10205138566740090880, 6896174484960892800, 0, -31043181535773028352, -11192012647016169472, 193534421098691304, -3125003175712051200, -16262528879268016806, 16982303251643154432, 0, 42624905038374111232, 25185008496023548200, 6207507380578549760, -30475360382471664378, 20321831974643527680, -105903265084184013120, 0, 7405264266071070564, -9075386739596835072, -37730356697412192132, 11980666129496408064, 3444614238035949120, -160417226327883264, 0, 18352015923461685248, -35371202533716314880, 1315940064638238720, -27324713659225854800, 1103859332975427584, 71641310153567165280, 0, 149821391800892160, -16663340436378402816, 60441954122917038248, 24620978984823438592, 31183784570643821640, 5487331079356416000], 'weight': 14, 'weight_parity': 1}
• mf_hecke_nf •

  Column	Type
  an	jsonb
  ap	jsonb
  char_orbit_index	smallint
  field_poly	numeric[]
  hecke_orbit_code	bigint
  hecke_ring_character_values	jsonb
  hecke_ring_cyclotomic_generator	integer
  hecke_ring_denominators	numeric[]
  hecke_ring_inverse_denominators	numeric[]
  hecke_ring_inverse_numerators	numeric[]
  hecke_ring_numerators	numeric[]
  hecke_ring_power_basis	boolean
  hecke_ring_rank	integer
  label	text
  level	integer
  maxp	integer
  weight	smallint

  
  {'an': [[1, 0], [0, -64], [-1026, 1026], [-4096, 4096], [0, 4320], [65664, 0], [0, 0], [262144, 0], [0, 541647], [276480, -276480], [8787312, -8787312], [0, -4202496], [20420932, 0], [0, 0], [-4432320, 0], [0, -16777216], [1719462, -1719462], [34665408, -34665408], [0, -109702942], [-17694720, 0], [0, 0], [-562387968, 0], [0, 646760160], [-268959744, 268959744], [1202040725, -1202040725], [0, -1306939648], [-2191505220, 0], [0, 0], [728867274, 0], [0, 283668480], [1028049116, -1028049116], [-1073741824, 1073741824], [0, 9015782112], [-110045568, 0], [0, 0], [-2218586112, 0], [0, -14229390962], [-7020988288, 7020988288], [-20951876232, 20951876232], [0, 1132462080], [-44544458406, 0], [0, 0], [-54689828968, 0], [0, 35992829952], [-2339915040, 2339915040], [41392650240, -41392650240], [0, 47868325716], [17213423616, 0], [0, 0], [-76930606400, 0], [0, 1764168012], [-83644137472, 83644137472], [169986882858, -169986882858], [0, 140256334080], [37961187840, 0], [0, 0], [112555218492, 0], [0, -46647505536], [-300765540198, 300765540198], [18154782720, -18154782720], [0, 369996272360], [-65795143424, 0], [0, 0], [68719476736, 0], [0, 88218426240], [577010055168, -577010055168], [787010801908, -787010801908], [0, 7042916352], [-663575924160, 0], [0, 0], [559441472256, 0], [0, 141989511168], [121137579650, -121137579650], [-910681021568, 910681021568], [0, 1233293783850], [449343250432, 0], [0, 0], [1340920078848, 0], [0, -290426785064], [72477573120, -72477573120], [1384924085739, -1384924085739], [0, 2850845337984], [3965105603046, 0], [0, 0], [7428075840, 0], [0, 3500149053952], [-747817823124, 747817823124], [2303541116928, -2303541116928], [0, -6025919250630], [149754562560, 0], [0, 0], [-2649129615360, 0], [0, 1054778393016], [3063572845824, -3063572845824], [473916709440, -473916709440], [0, -1101659111424], [-11302818199190, 0], [0, 0], [4759621182864, 0], [0, 4923558809600]], 'ap': [[0, -64], [-1026, 1026], [0, 4320], [0, 0], [8787312, -8787312], [20420932, 0], [1719462, -1719462], [0, -109702942], [0, 646760160], [728867274, 0], [1028049116, -1028049116], [0, -14229390962], [-44544458406, 0], [-54689828968, 0], [0, 47868325716], [169986882858, -169986882858], [-300765540198, 300765540198], [0, 369996272360], [787010801908, -787010801908], [559441472256, 0], [121137579650, -121137579650], [0, -290426785064], [3965105603046, 0], [0, -6025919250630], [-11302818199190, 0], [17141087691360, -17141087691360], [0, 11450898959900], [0, -28787521180092], [6835876748206, -6835876748206], [-23230926547386, 0], [-93328006821712, 0], [0, -66112607301390], [-48082381438194, 48082381438194], [129911145086002, 0], [0, -126590121115902], [238305988864792, -238305988864792], [331263463313660, -331263463313660], [0, 309482090257120], [-18962425972308, 0], [0, 514033087970676], [138537219537852, -138537219537852], [879858200754988, 0], [0, -219512885897784], [798168343166770, -798168343166770], [797364406952766, 0], [17340438865844, -17340438865844], [-1277347446473908, 0], [1510632403961464, 0], [-3785828334386382, 3785828334386382], [0, -2204812569827524], [0, -258261933275034], [4425537557387928, 0], [-2491488907895530, 2491488907895530], [2254475908467090, 0], [0, -5441075353988910], [-4127539038295104, 4127539038295104], [-2725803065529996, 2725803065529996], [0, 8990725625077232], [6661881220856122, -6661881220856122], [2115190829277402, 0], [-8155789670969014, 8155789670969014], [13102161422235144, 0], [-9484535638893602, 0], [6030282325809192, -6030282325809192], [0, 15648465364869590], [0, -10503529046620662], [0, -34912919178151640], [44170206115569998, 0], [10624296510371784, -10624296510371784], [34574832254176732, 0], [50769951639351570, -50769951639351570], [0, -7667711423613384], [-15728765153092408, 15728765153092408], [0, -51894328533584414], [-43847066001485248, 0], [0, 39703585677979140], [34198163675791614, -34198163675791614], [0, -30642782514276652], [0, -69521331773589678], [-116045930580869650, 116045930580869650], [-140052127502098182, 0], [-96502238705954170, 0], [151333479717078696, -151333479717078696], [-197235331866449534, 0], [0, -53828214714755704], [0, -155428794576032484], [252502017478699410, 0], [0, 255752078076742762], [8909857880064372, 0], [201346672873047872, 0], [0, 101466587449768794], [144100733056736508, -144100733056736508], [-333007070612297744, 333007070612297744], [141802917806200548, 0], [0, 384702796637866228], [-567444881542142016, 0], [0, -629561044832013468], [-360434784072112026, 360434784072112026], [0, -247278766818287518], [0, -1389548700111638], [-475093605859565320, 0], [1093282473499439946, -1093282473499439946], [1025650363577317278, -1025650363577317278], [0, -434266555373358438], [-555274254886825136, 555274254886825136], [1230427143948859202, -1230427143948859202], [1562619679758799914, 0], [0, 1095329705754220602], [1470450423954855576, -1470450423954855576], [-731234774776900058, 0], [0, -547903716260740384], [376450437312351502, -376450437312351502], [-1609291383819655002, 0], [1576956616783443962, -1576956616783443962], [396768388489314032, 0], [1058302886419130130, -1058302886419130130], [445532425466433970, 0], [521651127656194644, -521651127656194644], [0, 710699816297245086], [678921538633536984, 0], [-2180629826303257480, 2180629826303257480], [-135117903327985702, 0], [0, 3219268814042860020], [809935635242923548, -809935635242923548], [0, -1118453704804713934], [-5965205354387949150, 0], [0, 4107583738732399678], [0, -4671993312451702740], [1833468870703859956, 0], [0, -1915349785225575880], [-6472974137290292000, 6472974137290292000], [2824866175107576504, 0], [0, 6088956441140722216], [8688954254978459954, 0], [0, 3797002487494570446], [-4024661108793915758, 0], [1219051064934675192, -1219051064934675192], [-10120608013983587446, 10120608013983587446], [6891526132912691340, 0], [11164429876009755354, -11164429876009755354], [-8007682110815464994, 0], [0, -8203244618168343894], [8646774991842485416, -8646774991842485416], [6187226858611033356, 0], [-9341554851179698984, 9341554851179698984], [-5159412643664498604, 0], [-665104898125244780, 0], [16155143668013460750, -16155143668013460750], [0, -4545414035794059826], [0, -6026090600154402312], [0, 2942760373318168582], [-7227141945146149194, 0], [-8750726772979308892, 0], [0, 18654481979660075004], [-16630628343219644444, 16630628343219644444], [6962836095648712176, 0], [0, 6186314603272726024], [0, -19678057563562476378], [-13369550642361123266, 0], [38508618671336182344, -38508618671336182344], [0, 7960554411010165752], [-3649915779748828182, 0], [-15521590767886514176, 0], [0, -16262528879268016806], [-30475360382471664378, 30475360382471664378], [-37730356697412192132, 37730356697412192132], [-27324713659225854800, 27324713659225854800], [60441954122917038248, -60441954122917038248]], 'char_orbit_index': 3, 'field_poly': [1, -1, 1], 'hecke_orbit_code': 4503737301205090, 'hecke_ring_character_values': [[3, [0, -1]]], 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 2, 'label': '98.14.c.b', 'level': 98, 'maxp': 997, 'weight': 14}
• 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

  
  {'Nk2': 19208, 'analytic_conductor': 105.08631037287445, 'char_conductor': 7, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 3, 'char_parity': 1, 'char_values': [98, 3, [3], [2]], 'conrey_index': 67, 'cusp_dim': 348, 'dim': 88, 'eis_dim': 32, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 137673834594, 'hecke_orbit_dims': [2, 2, 2, 2, 2, 2, 2, 2, 4, 4, 4, 4, 4, 8, 8, 8, 12, 16], 'label': '98.14.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, 'mf_dim': 380, 'mf_new_dim': 88, 'num_forms': 18, 'prim_orbit_index': 3, 'relative_dim': 44, 'sturm_bound': 196, 'trace_bound': 3, 'trace_display': [0, 0, 62608, 0], 'traces': [88, 0, 0, -180224, 62608, -46592, 0, 0, -25479048, 4236288, 17549436, 0, -55245680, 0, 430947040, -738197504, 173276096, 446870272, 639112600, -512884736, 0, 1860481024, -707667880, 95420416, -10960253148, 1675803136, 13674585456, 0, -25538117984, 1156757760, -7620869816, 0, -8347025624, -20145914880, 0, 208724361216, -25277013872, 13292735232, 107031382520, 17351835648, -200030490576, 0, 424664866184, 71882489856, 224768920936, -63519486208, 84492403800, 0, 0, -255475862528, 271798853756, 113143152640, 27483564720, -228393530624, -876549420096, 0, 763117936488, 461482996736, 1060437579040, -882579537920, 302092281064, -589655209472, 0, 6047313952768, 1398345557224, 2695993323520, 896663713392, 709738889216, -9547459848416, 0, 3853602549584, 1830380634112, 6459088113352, 1126781095936, 3701297994800, -5235610419200, 0, 11987616305152, 14309911029704, 1050387939328, -26144836783840, 872746581504, -3647678607328, 0, -4533958394176, 721370500864, 14980266985544, -3810265137152, -1552477239432, -1899518028800, 0, 5797215272960, 5550450039040, 5005439894784, -25442997242440, 390842023936, 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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: 86748
    {'conductor': 7, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '98.14.c.b', 'source_level': 98, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '14.14.a.b', 'target_level': 14, 'twist_class_label': '14.14.a.b', 'twist_class_level': 14, 'twisting_char_label': '7.d', 'twisting_char_orbit': 4, 'weight': 14}
  • id: 86749
    {'conductor': 7, 'degree': 2, 'multiplicity': 1, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '98.14.c.b', 'source_level': 98, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '98.14.a.d', 'target_level': 98, 'twist_class_label': '14.14.a.b', 'twist_class_level': 14, 'twisting_char_label': '7.c', 'twisting_char_orbit': 3, 'weight': 14}
  • id: 86750
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '98.14.c.b', 'source_level': 98, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '98.14.c.b', 'target_level': 98, 'twist_class_label': '14.14.a.b', 'twist_class_level': 14, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 14}
  • id: 86751
    {'conductor': 7, 'degree': 2, 'multiplicity': 1, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '98.14.c.b', 'source_level': 98, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '98.14.c.b', 'target_level': 98, 'twist_class_label': '14.14.a.b', 'twist_class_level': 14, 'twisting_char_label': '7.c', 'twisting_char_orbit': 3, 'weight': 14}
  • id: 86752
    {'conductor': 7, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '98.14.c.b', 'source_level': 98, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '98.14.c.c', 'target_level': 98, 'twist_class_label': '14.14.a.b', 'twist_class_level': 14, 'twisting_char_label': '7.b', 'twisting_char_orbit': 2, 'weight': 14}
  • id: 86753
    {'conductor': 7, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '98.14.c.b', 'source_level': 98, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '98.14.c.c', 'target_level': 98, 'twist_class_label': '14.14.a.b', 'twist_class_level': 14, 'twisting_char_label': '7.d', 'twisting_char_orbit': 4, 'weight': 14}
  • id: 86754
    {'conductor': 28, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '98.14.c.b', 'source_level': 98, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '112.14.a.b', 'target_level': 112, 'twist_class_label': '14.14.a.b', 'twist_class_level': 14, 'twisting_char_label': '28.f', 'twisting_char_orbit': 6, 'weight': 14}
  • id: 86755
    {'conductor': 21, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '98.14.c.b', 'source_level': 98, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '126.14.a.a', 'target_level': 126, 'twist_class_label': '14.14.a.b', 'twist_class_level': 14, 'twisting_char_label': '21.g', 'twisting_char_orbit': 7, 'weight': 14}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 292625
    {'charpoly_factorization': [[[4096, 64, 1], 1]], 'hecke_orbit_code': 4503737301205090, 'p': 2}
  • id: 292626
    {'charpoly_factorization': [[[1052676, 1026, 1], 1]], 'hecke_orbit_code': 4503737301205090, 'p': 3}
  • id: 292627
    {'charpoly_factorization': [[[18662400, -4320, 1], 1]], 'hecke_orbit_code': 4503737301205090, 'p': 5}
  • id: 292628
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 4503737301205090, 'p': 7}
  • id: 292629
    {'charpoly_factorization': [[[77216852185344, -8787312, 1], 1]], 'hecke_orbit_code': 4503737301205090, 'p': 11}
  • id: 292630
    {'charpoly_factorization': [[[-20420932, 1], 2]], 'hecke_orbit_code': 4503737301205090, 'p': 13}
  • id: 292631
    {'charpoly_factorization': [[[2956549569444, -1719462, 1], 1]], 'hecke_orbit_code': 4503737301205090, 'p': 17}
  • id: 292632
    {'charpoly_factorization': [[[12034735483455364, 109702942, 1], 1]], 'hecke_orbit_code': 4503737301205090, 'p': 19}
  • id: 292633
    {'charpoly_factorization': [[[418298704563225600, -646760160, 1], 1]], 'hecke_orbit_code': 4503737301205090, 'p': 23}
  • id: 292634
    {'charpoly_factorization': [[[-728867274, 1], 2]], 'hecke_orbit_code': 4503737301205090, 'p': 29}
  • id: 292635
    {'charpoly_factorization': [[[1056884984908381456, -1028049116, 1], 1]], 'hecke_orbit_code': 4503737301205090, 'p': 31}
  • id: 292636
    {'charpoly_factorization': [[[202475567149447285444, 14229390962, 1], 1]], 'hecke_orbit_code': 4503737301205090, 'p': 37}
  • id: 292637
    {'charpoly_factorization': [[[44544458406, 1], 2]], 'hecke_orbit_code': 4503737301205090, 'p': 41}
  • id: 292638
    {'charpoly_factorization': [[[54689828968, 1], 2]], 'hecke_orbit_code': 4503737301205090, 'p': 43}
  • id: 292639
    {'charpoly_factorization': [[[2291376606853066912656, -47868325716, 1], 1]], 'hecke_orbit_code': 4503737301205090, 'p': 47}
  • id: 292640
    {'charpoly_factorization': [[[28895540343779414248164, -169986882858, 1], 1]], 'hecke_orbit_code': 4503737301205090, 'p': 53}
  • id: 292641
    {'charpoly_factorization': [[[90459910170594753879204, 300765540198, 1], 1]], 'hecke_orbit_code': 4503737301205090, 'p': 59}
  • id: 292642
    {'charpoly_factorization': [[[136897241560295299969600, -369996272360, 1], 1]], 'hecke_orbit_code': 4503737301205090, 'p': 61}
  • id: 292643
    {'charpoly_factorization': [[[619386002319873216440464, -787010801908, 1], 1]], 'hecke_orbit_code': 4503737301205090, 'p': 67}
  • id: 292644
    {'charpoly_factorization': [[[-559441472256, 1], 2]], 'hecke_orbit_code': 4503737301205090, 'p': 71}
  • id: 292645
    {'charpoly_factorization': [[[14674313203460094122500, -121137579650, 1], 1]], 'hecke_orbit_code': 4503737301205090, 'p': 73}
  • id: 292646
    {'charpoly_factorization': [[[84347717482610853484096, 290426785064, 1], 1]], 'hecke_orbit_code': 4503737301205090, 'p': 79}
  • id: 292647
    {'charpoly_factorization': [[[-3965105603046, 1], 2]], 'hecke_orbit_code': 4503737301205090, 'p': 83}
  • id: 292648
    {'charpoly_factorization': [[[36311702815113220755396900, 6025919250630, 1], 1]], 'hecke_orbit_code': 4503737301205090, 'p': 89}
  • id: 292649
    {'charpoly_factorization': [[[11302818199190, 1], 2]], 'hecke_orbit_code': 4503737301205090, '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': 3, 'hecke_orbit': 2, 'label': '98.14.c.b', 'level': 98, 'portrait': 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', 'weight': 14}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 21326257
    {'hecke_orbit_code': 4503737301205090, 'n': 1, 'trace_an': 2}
  • id: 21326258
    {'hecke_orbit_code': 4503737301205090, 'n': 2, 'trace_an': -64}
  • id: 21326259
    {'hecke_orbit_code': 4503737301205090, 'n': 3, 'trace_an': -1026}
  • id: 21326260
    {'hecke_orbit_code': 4503737301205090, 'n': 4, 'trace_an': -4096}
  • id: 21326261
    {'hecke_orbit_code': 4503737301205090, 'n': 5, 'trace_an': 4320}
  • id: 21326262
    {'hecke_orbit_code': 4503737301205090, 'n': 6, 'trace_an': 131328}
  • id: 21326263
    {'hecke_orbit_code': 4503737301205090, 'n': 7, 'trace_an': 0}
  • id: 21326264
    {'hecke_orbit_code': 4503737301205090, 'n': 8, 'trace_an': 524288}
  • id: 21326265
    {'hecke_orbit_code': 4503737301205090, 'n': 9, 'trace_an': 541647}
  • id: 21326266
    {'hecke_orbit_code': 4503737301205090, 'n': 10, 'trace_an': 276480}
  • id: 21326267
    {'hecke_orbit_code': 4503737301205090, 'n': 11, 'trace_an': 8787312}
  • id: 21326268
    {'hecke_orbit_code': 4503737301205090, 'n': 12, 'trace_an': -4202496}
  • id: 21326269
    {'hecke_orbit_code': 4503737301205090, 'n': 13, 'trace_an': 40841864}
  • id: 21326270
    {'hecke_orbit_code': 4503737301205090, 'n': 14, 'trace_an': 0}
  • id: 21326271
    {'hecke_orbit_code': 4503737301205090, 'n': 15, 'trace_an': -8864640}
  • id: 21326272
    {'hecke_orbit_code': 4503737301205090, 'n': 16, 'trace_an': -16777216}
  • id: 21326273
    {'hecke_orbit_code': 4503737301205090, 'n': 17, 'trace_an': 1719462}
  • id: 21326274
    {'hecke_orbit_code': 4503737301205090, 'n': 18, 'trace_an': 34665408}
  • id: 21326275
    {'hecke_orbit_code': 4503737301205090, 'n': 19, 'trace_an': -109702942}
  • id: 21326276
    {'hecke_orbit_code': 4503737301205090, 'n': 20, 'trace_an': -35389440}
  • id: 21326277
    {'hecke_orbit_code': 4503737301205090, 'n': 21, 'trace_an': 0}
  • id: 21326278
    {'hecke_orbit_code': 4503737301205090, 'n': 22, 'trace_an': -1124775936}
  • id: 21326279
    {'hecke_orbit_code': 4503737301205090, 'n': 23, 'trace_an': 646760160}
  • id: 21326280
    {'hecke_orbit_code': 4503737301205090, 'n': 24, 'trace_an': -268959744}
  • id: 21326281
    {'hecke_orbit_code': 4503737301205090, 'n': 25, 'trace_an': 1202040725}
  • id: 21326282
    {'hecke_orbit_code': 4503737301205090, 'n': 26, 'trace_an': -1306939648}
  • id: 21326283
    {'hecke_orbit_code': 4503737301205090, 'n': 27, 'trace_an': -4383010440}
  • id: 21326284
    {'hecke_orbit_code': 4503737301205090, 'n': 28, 'trace_an': 0}
  • id: 21326285
    {'hecke_orbit_code': 4503737301205090, 'n': 29, 'trace_an': 1457734548}
  • id: 21326286
    {'hecke_orbit_code': 4503737301205090, 'n': 30, 'trace_an': 283668480}
  • id: 21326287
    {'hecke_orbit_code': 4503737301205090, 'n': 31, 'trace_an': 1028049116}
  • id: 21326288
    {'hecke_orbit_code': 4503737301205090, 'n': 32, 'trace_an': -1073741824}
  • id: 21326289
    {'hecke_orbit_code': 4503737301205090, 'n': 33, 'trace_an': 9015782112}
  • id: 21326290
    {'hecke_orbit_code': 4503737301205090, 'n': 34, 'trace_an': -220091136}
  • id: 21326291
    {'hecke_orbit_code': 4503737301205090, 'n': 35, 'trace_an': 0}
  • id: 21326292
    {'hecke_orbit_code': 4503737301205090, 'n': 36, 'trace_an': -4437172224}
  • id: 21326293
    {'hecke_orbit_code': 4503737301205090, 'n': 37, 'trace_an': -14229390962}
  • id: 21326294
    {'hecke_orbit_code': 4503737301205090, 'n': 38, 'trace_an': -7020988288}
  • id: 21326295
    {'hecke_orbit_code': 4503737301205090, 'n': 39, 'trace_an': -20951876232}
  • id: 21326296
    {'hecke_orbit_code': 4503737301205090, 'n': 40, 'trace_an': 1132462080}
  • id: 21326297
    {'hecke_orbit_code': 4503737301205090, 'n': 41, 'trace_an': -89088916812}
  • id: 21326298
    {'hecke_orbit_code': 4503737301205090, 'n': 42, 'trace_an': 0}
  • id: 21326299
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