Newform data - 11.13.b.b

Formats: - HTML - YAML - JSON - 2024-04-24T08:23:45.642249

• mf_newforms •

  Column	Type
  Nk2	integer
  analytic_conductor	double precision
  analytic_rank	smallint
  analytic_rank_proved	boolean
  artin_degree	integer
  artin_field	numeric[]
  artin_field_label	text
  artin_image	text
  atkin_lehner_eigenvals	integer[]
  atkin_lehner_string	text
  char_conductor	integer
  char_degree	integer
  char_is_minimal	boolean
  char_is_real	boolean
  char_orbit_index	smallint
  char_orbit_label	text
  char_order	integer
  char_parity	smallint
  char_values	jsonb
  cm_discs	integer[]
  conrey_index	integer
  conrey_indexes	integer[]
  dim	integer
  embedded_related_objects	text[]
  field_disc	numeric
  field_disc_factorization	numeric[]
  field_poly	numeric[]
  field_poly_is_cyclotomic	boolean
  field_poly_is_real_cyclotomic	boolean
  field_poly_root_of_unity	integer
  fricke_eigenval	smallint
  has_non_self_twist	smallint
  hecke_cutters	jsonb
  hecke_orbit	integer
  hecke_orbit_code	bigint
  hecke_ring_generator_nbound	integer
  hecke_ring_index	numeric
  hecke_ring_index_factorization	numeric[]
  hecke_ring_index_proved	boolean
  inner_twist_count	integer
  inner_twists	integer[]
  is_cm	boolean
  is_polredabs	boolean
  is_rm	boolean
  is_self_dual	boolean
  is_self_twist	boolean
  is_twist_minimal	boolean
  label	text
  level	integer
  level_is_prime	boolean
  level_is_prime_power	boolean
  level_is_square	boolean
  level_is_squarefree	boolean
  level_primes	integer[]
  level_radical	integer
  minimal_twist	text
  nf_label	text
  prim_orbit_index	smallint
  projective_field	numeric[]
  projective_field_label	text
  projective_image	text
  projective_image_type	text
  qexp_display	text
  related_objects	text[]
  relative_dim	integer
  rm_discs	integer[]
  sato_tate_group	text
  self_twist_discs	integer[]
  self_twist_type	smallint
  space_label	text
  trace_display	numeric[]
  trace_hash	bigint
  trace_moments	numeric[]
  trace_zratio	numeric
  traces	numeric[]
  weight	smallint
  weight_parity	smallint

  
  {'Nk2': 1859, 'analytic_conductor': 10.05393199003914, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 11, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': -1, 'char_values': [11, 2, [2], [1]], 'cm_discs': [], 'conrey_index': 10, 'conrey_indexes': [10], 'dim': 10, 'field_disc': -139273445923059062113024597532728011162615363539910633292250073600000, 'field_disc_factorization': [[-1, 1], [2, 12], [3, 6], [5, 5], [7, 1], [1481, 2], [109793, 2], [426011, 1], [509129981, 2], [854569921, 2]], 'field_poly': [957721368231936000, 0, 2049564619929600, 0, 1305642637440, 0, 318945120, 0, 30654, 0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'has_non_self_twist': 1, 'hecke_cutters': [[2, [957721368231936000, 0, 2049564619929600, 0, 1305642637440, 0, 318945120, 0, 30654, 0, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503668564951051, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 2355167232, 'hecke_ring_index_factorization': [[2, 16], [3, 3], [11, 3]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 11, 2, -1, 2, 0]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '11.13.b.b', 'level': 11, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [11], 'level_radical': 11, 'minimal_twist': '11.13.b.b', 'prim_orbit_index': 2, 'qexp_display': 'q+\\beta _{1}q^{2}+(244+\\beta _{3})q^{3}+(-2035+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 10, 'rm_discs': [], 'sato_tate_group': '12.2.3.c2', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '11.13.b', 'trace_display': [0, 2436, 26492, 0], 'trace_hash': 840236024418875289, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.029', 'prec': 17}, {'__RealLiteral__': 0, 'data': '8.626', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.249', 'prec': 17}, {'__RealLiteral__': 0, 'data': '379.677', 'prec': 24}, {'__RealLiteral__': 0, 'data': '54.938', 'prec': 20}, {'__RealLiteral__': 0, 'data': '23674.995', 'prec': 30}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.502', 'prec': 17}, 'traces': [10, 0, 2436, -20348, 26492, 0, 0, 0, 756294, 0, -1716374, -8491644, 0, -15139368, 9632184, 17974408, 0, 0, 0, -125399668, 0, 83533560, 330297476, 0, -438477018, -372191832, 1665774072, 0, 0, 0, -1921955548, 0, -2301728484, 7677299352, 0, -14333366928, 1788323996, 11254769640, 0, 0, 0, -32091748680, 0, 6124969708, 43304121996, 0, -24975510124, 32578826856, -6325710998, 0, 0, 0, -16325502124, 0, 14298843812, 82892128176, 0, -84518430720, 62339390564, -286034518116, 0, 0, 0, 95192926864, 0, 322939363560, -90035301244, 0, 346118875824, -382808641560, -359910119740, 0, 0, 0, 14209300764, 0, 425991883680, 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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

  
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[-38632171883244460, 0, -10782617159096, -52419913242647, 0, 0, -106301638952, -1817063719652, 0, 0], [0, 358697540766260, 0, 0, 93545452420, 1083283066185, 0, 0, -786819204290, -40596187375], [43137937336656710, 0, -1049363145532, 145146223049333, 0, 0, -1033312151476, 3220847424299, 0, 0], [-37578664770055925, 0, -12342553613137, 116896521716868, 0, 0, 528543932109, 4920639881654, 0, 0], [-28436252827754659, 0, -4265424692439, -150155148953802, 0, 0, -606148045893, -3853923192018, 0, 0], [0, 1090905601088270, 0, 0, -137941986882, -221138759042, 0, 0, 142465726550, -118382198556], [0, 1110472390821812, 0, 0, 206266389314, 1460576893938, 0, 0, -317550709292, -78262559566], [0, -165040494919428, 0, 0, -247570607572, -1738902663336, 0, 0, 1005780825764, 174802779796], [94126785134701181, 0, -5213227016703, 135219076908894, 0, 0, 1142693372739, 8575092433074, 0, 0], [-40600247946210170, 0, 28304357603468, -89271536284868, 0, 0, -56115861084, 4834207656396, 0, 0], [0, -964036438469706, 0, 0, -32838574114, -395951044119, 0, 0, 38126373092, 129832739491], [0, -1139001058548350, 0, 0, -20589432034, 1233503535755, 0, 0, -625606571068, 46142631441], [-43420029942268574, 0, 24409469863696, -152982024931792, 0, 0, -2403393572048, -3474835354128, 0, 0], [0, -411464136727852, 0, 0, 592604895858, -1557817320538, 0, 0, -755537652164, 149868969334], [51962979710789236, 0, 28793756711386, 127479339281363, 0, 0, -4689020367218, -2793375089253, 0, 0], [0, 262364847296110, 0, 0, -446362642822, -865455553265, 0, 0, 1005258957136, -30708046927], [0, -429089579646372, 0, 0, -292593528810, -2208586758598, 0, 0, 1147223549860, 156271669610], [0, 2113784569308566, 0, 0, -142427832790, 2429365662154, 0, 0, -2112329858210, -190080614560], [174357903665472111, 0, -32284557688389, 60689096929168, 0, 0, 1267064732657, -12899837868358, 0, 0], [0, -3293367163372179, 0, 0, -239445695478, 761759199711, 0, 0, 110948650251, -322242503154], [61006149747319672, 0, 5855901539014, -175508314876785, 0, 0, -58615920814, 14687551362671, 0, 0], [-163328632452482351, 0, -38087985799643, 25891838049890, 0, 0, -1650284939601, 16562441168786, 0, 0], [0, -1001987118353574, 0, 0, 150432335870, 1715898114588, 0, 0, 1308186709102, -281390459010], [0, -1592549287650896, 0, 0, -867151324968, 4410550625742, 0, 0, -354097957380, -167460646458], [-96625280021552710, 0, -2643622880522, 170860327600543, 0, 0, 1059371419234, -15156739296836, 0, 0], [117698830804643356, 0, -12992428493594, -431389459512202, 0, 0, -1830586400078, -6451217768838, 0, 0], [0, 72331547277120, 0, 0, -123363433568, -1964700699525, 0, 0, 929650800422, -262519144617], [131299765242951139, 0, -89685214691399, -80494177586218, 0, 0, -2338880982613, -2509689989363, 0, 0], [-99954568257747416, 0, 49481469910170, 624046253687786, 0, 0, 5290360438990, 4387807896670, 0, 0], [0, -331465096276218, 0, 0, -477358426252, 2630143237286, 0, 0, -3415342709118, 106184018856], [-124291946632558284, 0, -31359085645714, -317292548339922, 0, 0, -2297681972918, 357732557602, 0, 0], [113449179087747556, 0, 44277318666974, 104356961183502, 0, 0, -2532082655590, -20778104688878, 0, 0], [0, 2297145049307888, 0, 0, -500422283476, -7080476495168, 0, 0, -1296789454152, 298556647224], [80779077230238526, 0, 6396315625188, 358280126257492, 0, 0, 6224368634796, 18374278842308, 0, 0], [0, 3859245796215714, 0, 0, 798415961394, -1722802718609, 0, 0, 44232299108, 39983415805], [0, -3908382232056806, 0, 0, 1504255197202, -2305443326564, 0, 0, -567083051226, -342666941418], [329883493200060604, 0, -72080863861560, 543490415537161, 0, 0, -8213524369320, 12446750840720, 0, 0], [0, -1960538424504726, 0, 0, -701375190630, -8179246423009, 0, 0, -857433844196, 354606570869], [0, 3950621220041360, 0, 0, -624796393356, -3844026551560, 0, 0, 336728487544, -715240867040], [87644267780677120, 0, -117639818479364, 436918414104701, 0, 0, -8230619400716, -250449294384, 0, 0], [-51103558880016263, 0, -96089777040361, 275324330772204, 0, 0, 13291893572293, 5664625351053, 0, 0], [-669604759022969339, 0, 85970944025721, 263404677043558, 0, 0, 4560399238827, -20372418248038, 0, 0], [391422918541568708, 0, 106927439456510, 155573216909294, 0, 0, 2559174349562, 15916138275314, 0, 0], [0, -88718288124432, 0, 0, -2816571263152, -8237153827667, 0, 0, -5938812168390, 448410528673]], 'char_orbit_index': 2, 'field_poly': [957721368231936000, 0, 2049564619929600, 0, 1305642637440, 0, 318945120, 0, 30654, 0, 1], 'hecke_orbit_code': 4503668564951051, 'hecke_ring_character_values': [[2, [-1, 0, 0, 0, 0, 0, 0, 0, 0, 0]]], 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1, 568951057152000, 568951057152000, 568951057152000, 568951057152000, 853426585728000, 853426585728000, 1365482537164800, 6827412685824000], 'hecke_ring_inverse_denominators': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1], 'hecke_ring_inverse_numerators': [[1, 0, 0, 0, 0, 0, 0, 0, 0, 0], [0, 1, 0, 0, 0, 0, 0, 0, 0, 0], [-6131, 0, 1, -1, 0, 0, 0, 0, 0, 0], [0, -9844, 0, 0, 1, 1, 0, 0, 0, 0], [60360303, 0, -13297, 18023, 0, 0, 119, -526, 0, 0], [0, 110601102, 0, 0, -14418, -16250, 0, 0, -1378, 526], [-678206513082, 0, 160166598, -249635562, 0, 0, -1689786, 9564084, 0, 0], [0, -1288838972148, 0, 0, 178179612, 234933900, 0, 0, 17472492, -9564084], [7903416621225708, 0, -1901174467092, 3298338354828, 0, 0, 18519545964, -132767433816, 0, 0], [0, 15191793162084312, 0, 0, -2126539630728, -3276952323240, 0, 0, -163545301608, 132767433816]], 'hecke_ring_numerators': [[1, 0, 0, 0, 0, 0, 0, 0, 0, 0], [0, 1, 0, 0, 0, 0, 0, 0, 0, 0], [5315607214094131200, 0, 3108085633397760, 0, 910996482960, 0, 116860406, 0, 4809, 0], [1827368282695219200, 0, 2539134576245760, 0, 910996482960, 0, 116860406, 0, 4809, 0], [0, 7395692279041843200, 0, 3108085633397760, 0, 910996482960, 0, 116860406, 0, 4809], [0, -1794938072437555200, 0, -2539134576245760, 0, -910996482960, 0, -116860406, 0, -4809], [166378027871026022400, 0, 175377952024715520, 0, 42940625799120, 0, 3109065762, 0, 53843, 0], [27930830359808102400, 0, 52322980972475520, 0, 20369889642720, 0, 2278331262, 0, 76993, 0], [0, -32134018270260787200, 0, -33961056325683840, 0, -10033340422560, 0, -1047127134, 0, -35681], [0, -89282474368119244800, 0, -363829613125357440, 0, -156520246211040, 0, -18600313914, 0, -668371]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 10, 'label': '11.13.b.b', 'level': 11, 'maxp': 997, 'weight': 13}
• mf_newspaces •

  Column	Type
  AL_dims	jsonb
  ALdims	integer[]
  Nk2	integer
  a4_dim	integer
  a5_dim	integer
  analytic_conductor	double precision
  char_conductor	integer
  char_degree	integer
  char_is_real	boolean
  char_orbit_index	smallint
  char_orbit_label	text
  char_order	integer
  char_parity	smallint
  char_values	jsonb
  conrey_index	integer
  cusp_dim	integer
  dihedral_dim	integer
  dim	integer
  eis_dim	integer
  eis_new_dim	integer
  hecke_cutter_primes	integer[]
  hecke_orbit_code	bigint
  hecke_orbit_dims	integer[]
  label	text
  level	integer
  level_is_prime	boolean
  level_is_prime_power	boolean
  level_is_square	boolean
  level_is_squarefree	boolean
  level_primes	integer[]
  level_radical	integer
  mf_dim	integer
  mf_new_dim	integer
  num_forms	smallint
  plus_dim	integer
  prim_orbit_index	smallint
  relative_dim	integer
  s4_dim	integer
  sturm_bound	integer
  trace_bound	integer
  trace_display	numeric[]
  traces	numeric[]
  weight	smallint
  weight_parity	smallint

  
  {'Nk2': 1859, 'analytic_conductor': 10.05393199003914, 'char_conductor': 11, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': -1, 'char_values': [11, 2, [2], [1]], 'conrey_index': 10, 'cusp_dim': 11, 'dim': 11, 'eis_dim': 2, 'eis_new_dim': 2, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 68937580555, 'hecke_orbit_dims': [1, 10], 'label': '11.13.b', 'level': 11, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [11], 'level_radical': 11, 'mf_dim': 13, 'mf_new_dim': 13, 'num_forms': 2, 'prim_orbit_index': 2, 'relative_dim': 11, 'sturm_bound': 13, 'trace_bound': 1, 'trace_display': [0, 1078, 718, 0], 'traces': [11, 0, 1078, -16252, 718, 0, 0, 0, 2069017, 0, 55187, -14054012, 0, -15139368, 44633276, 34751624, 0, 0, 0, -230969972, 0, 83533560, 194754598, 0, -18318567, -372191832, 604793116, 0, 0, 0, -558946586, 0, -4707508322, 7677299352, 0, -8956453520, 4234573678, 11254769640, 0, 0, 0, -32091748680, 0, 13381283564, 9469999394, 0, -3953618282, 9795367528, 7515576203, 0, 0, 0, 300447718, 0, -31361369402, 82892128176, 0, -84518430720, -10434876554, -142670045284, 0, 0, 0, 163912403600, 0, 322939363560, -87365524682, 0, 530186104148, -382808641560, -499640014298, 0, 0, 0, -556365875694, 0, 425991883680, -483427126680, 0, 715352833528, 227635214599, 625030365960, 0, 0, 0, -1219447545552, 0, 134692485840, 1615639304734, 0, 1356772643808, -3736850161052, 77330788916, 0, 0, 0, -4588979538722, 0, 923150273881, 4721171918928, 0, 10848368927160, -5920522575722, 1967808597264, 0, 0, 0, -21601917843524, 0, 7883243252280, 4736818354268, 0, 6286249406878, -6451064631000, 2532426614876, 0, 0, 0, -12655570115808, 0, 16073213273051, 11399847526800, 0, 31888660620868, -27273763563052, -28535739581952, 0, 0, 0, -47308768033800, 0, 44033252974348, 22819429843680, 0, 70385835516392, -58980050881104, -21318503700962, 0, 0, 0, -79547123532772, 0, 42984349024320, 67370544695104, 0, 99325332763128, -78634972988522, -22183686405332, 0, 0, 0, -153528928383600, 0, 98218292661192, 38978616902396, 0, 86607670914958, -98173094464800, -11580232131412, 0, 0, 0, -172305240182522, 0, 73724302294676, 56539415639808, 0, 264216345734640, -83328107103877, 64439930482920, 0, 0, 0, -421173998219040, 0, 101660417765720, 227942165942036, 0, 239089210813654, -383644563046336, -27352130719346, 0, 0, 0, -215552638329484, 0, 44455971642720, 191553431860888, 0, 282444858644280, -194544761152826, 7536103785808, 0, 0, 0, -188371184310748, 0, 310698556953840, -64693004529674, 0, 139541897856308, 94907273891160, -253198451220480, 0, 0, 0, 72269502974594, 0, 14661933232320, -352166677433400, 0, 31435650156328, -73820419974124, -185470856297208, 0, 0, 0, 85594167575280, 0, 100734755937508, 163218361769568, 0, 58726570510918, 216584452807776, 261187360672539, 0, 0, 0, 226557448917166, 0, -9451017296160, 120290651173440, 0, -1189354843590048, 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0, 25066210590822306, 296841362186013568, 97161604951201918, 0, 0, 0, 15109300559029248, 0, -154153488874132682, 2615714325260784, 0, -390420064502935032, 53857802140800838, -81960965755979612, 0, 0, 0, 44426171069050168, 0, 157225403524563000, -66126814328220960, 0, 301189391500316636, 37329802027504680, 169804045598027254, 0, 0, 0, -22051613067526606, 0, -109362852963487442, 601387350606185880, 0, -263264739422968800, -296636511913184640, -195226236742301040, 0, 0, 0, -275892545880186408, 0, -1736254506255984, -205071378381331562, 0, 500167065779952694, -126618095936098084, 354297791630891216, 0, 0, 0, -109548246871698137, 0, -174928974178131360, 536514144706747948, 0, -428926827151419840, -38182566189548858, -137305001150925120, 0, 0, 0, -445534112832659032, 0, 625847072800847040, -416874724695617086, 0, 542653580451950494, -78409498910611320, 54004037709326998, 0, 0, 0, -112064576686980122, 0, -192201315020047586, 444723257266705440, 0, 160514221693792408, -240095586516479282, 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0, -394161530704166280, -651634019534628724, 0, -417688502172627840, -950546765712387600, -645709552832469888, 0, 0, 0, 2340194714885128678, 0, -1251764557938203694, -1372431963998087304, 0, -3607608023165218816, 1259166846423598414, -14418983340084960, 0, 0, 0, 2033706999829705320, 0, -172049295818521440, -1635081295292223568, 0, -1853352521261961914, 2997006909273181200, -894305265652014949, 0, 0, 0, 2318289197401694158, 0, -1459577093960504640, -653273752408544432, 0, -1741915013720613120, 316682027576739068, 1670129051094659156, 0, 0, 0, 1874374864643316816, 0, -224624737073189640, -228112274188573226, 0, 155554918128023520, 3284755760389255800, 1129095912016877398, 0, 0, 0, -613597490069671082, 0, -660175872840887040, -3299854421120710560, 0, -1854727518637018080, 789512881752548114, 655610532571547880, 0, 0, 0, 3616713981140905440, 0, -2220427566340491992, 408770719927552222, 0, -1549210902306270362, -1698836397161291424, -603812582094463568, 0, 0, 0, 1169094164183506272, 0, 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4822581057245123040, 1484238773276471520, 0, -746465619654155306, -804303674872276256, -2214686256734679840, 0, 0, 0, 536292307117391038, 0, 3243814387738450966, -1427692765212559892, 0, 10574367345935542080, -5990471215370528762, -5605006305753426480, 0, 0, 0, -5131070999840621280, 0, 2130304779950228640, 2511354023402420374, 0, 322855615414608116, 484448416947734904, 2227719241362210476, 0, 0, 0, -5127213997161580984, 0], 'weight': 13, '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: 7689
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 2, 'source_dim': 10, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '11.13.b.b', 'source_level': 11, 'target_char_orbit': 2, 'target_dim': 10, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '11.13.b.b', 'target_level': 11, 'twist_class_label': '11.13.b.b', 'twist_class_level': 11, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 13}
  • id: 7690
    {'conductor': 11, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 10, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '11.13.b.b', 'source_level': 11, 'target_char_orbit': 2, 'target_dim': 10, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '11.13.b.b', 'target_level': 11, 'twist_class_label': '11.13.b.b', 'twist_class_level': 11, 'twisting_char_label': '11.b', 'twisting_char_orbit': 2, 'weight': 13}
  • id: 7691
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 10, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '11.13.b.b', 'source_level': 11, 'target_char_orbit': 3, 'target_dim': 10, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '99.13.c.b', 'target_level': 99, 'twist_class_label': '11.13.b.b', 'twist_class_level': 11, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 13}
  • id: 7692
    {'conductor': 33, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 10, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '11.13.b.b', 'source_level': 11, 'target_char_orbit': 3, 'target_dim': 10, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '99.13.c.b', 'target_level': 99, 'twist_class_label': '11.13.b.b', 'twist_class_level': 11, 'twisting_char_label': '33.d', 'twisting_char_orbit': 4, 'weight': 13}
  • id: 7693
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 10, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '11.13.b.b', 'source_level': 11, 'target_char_orbit': 8, 'target_dim': 10, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '176.13.h.c', 'target_level': 176, 'twist_class_label': '11.13.b.b', 'twist_class_level': 11, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 13}
  • id: 7694
    {'conductor': 44, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 10, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '11.13.b.b', 'source_level': 11, 'target_char_orbit': 8, 'target_dim': 10, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '176.13.h.c', 'target_level': 176, 'twist_class_label': '11.13.b.b', 'twist_class_level': 11, 'twisting_char_label': '44.c', 'twisting_char_orbit': 3, 'weight': 13}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 50500
    {'charpoly_factorization': [[[957721368231936000, 0, 2049564619929600, 0, 1305642637440, 0, 318945120, 0, 30654, 0, 1], 1]], 'hecke_orbit_code': 4503668564951051, 'p': 2}
  • id: 50501
    {'charpoly_factorization': [[[-120422340866250, 189020241225, 838214892, -775914, -1218, 1], 2]], 'hecke_orbit_code': 4503668564951051, 'p': 3}
  • id: 50502
    {'charpoly_factorization': [[[12308222362848968750, -32298230888024375, 7878939523400, -413004050, -13246, 1], 2]], 'hecke_orbit_code': 4503668564951051, 'p': 5}
  • id: 50503
    {'charpoly_factorization': [[[23187441850664232142842389272548747887247360000000, 0, 37709819138673185762480264655566929920000, 0, 12964051646785030759215833088000, 0, 1579588871009845139520, 0, 72369291504, 0, 1], 1]], 'hecke_orbit_code': 4503668564951051, 'p': 7}
  • id: 50504
    {'charpoly_factorization': [[[304481639541418099574449295360278774639038415066698088621947601, 166517857620276172870920000321450637212355809770304067094, -154390990101490425572546167000024804217973090346947, -173257711639452957045346920259093589727648728, 31727198003835879739014533210352488546, 72984937773469603522418811006468, 10109263043620626849877826, -17590092781400994008, -4994422594227, 1716374, 1], 1]], 'hecke_orbit_code': 4503668564951051, 'p': 11}
  • id: 50505
    {'charpoly_factorization': [[[4222486569639981315977088413629723171790294905771515287961600000, 0, 1125447410079000991538216754228563992930538911059148800, 0, 186484966248982338723850147262980906813440, 0, 9181844327218276059224193600, 0, 169803521725584, 0, 1], 1]], 'hecke_orbit_code': 4503668564951051, 'p': 13}
  • id: 50506
    {'charpoly_factorization': [[[11900291536786621795492260353287644265047753223390230401005474245771264000, 0, 530542206033156395705701984546047818595347548045664845824000, 0, 3131659874778951983080287071468966325686231040, 0, 5962932755331712569062483296320, 0, 4299544360804464, 0, 1], 1]], 'hecke_orbit_code': 4503668564951051, 'p': 17}
  • id: 50507
    {'charpoly_factorization': [[[3503891024694812116391279056244202956552091508526375974166554214400000000000, 0, 175870122625753152057056672231086913385867157652242526208000000, 0, 243680987841006205982168442275785254908209612800, 0, 101818821868380546591648587895360, 0, 17016007835759760, 0, 1], 1]], 'hecke_orbit_code': 4503668564951051, 'p': 19}
  • id: 50508
    {'charpoly_factorization': [[[-965897597503442090337852454739046250, 11003581800350798404906415564425, 1484387240905286169274892, -9482410810042154, -165148738, 1], 2]], 'hecke_orbit_code': 4503668564951051, 'p': 23}
  • id: 50509
    {'charpoly_factorization': [[[437529890921104715334281636970704683379455783886294747545969927857855528960000000000000, 0, 108014383385181812721424886269990534162624336944764292169778331648000000, 0, 786979292967944651458442796700419337435150963035340800, 0, 2089485961065984088464140428530524160, 0, 2393133940456087200, 0, 1], 1]], 'hecke_orbit_code': 4503668564951051, 'p': 29}
  • id: 50510
    {'charpoly_factorization': [[[-132712208788888926118205695044987045464718218, 720028371735117070863514387998920057, -451187792776710540828307844, -1636811428503369242, 960977774, 1], 2]], 'hecke_orbit_code': 4503668564951051, 'p': 31}
  • id: 50511
    {'charpoly_factorization': [[[1323180580365250202553733530073450566385468750, -7455982680055079793717852959969796775, 13235981621211540214985278072, -7124500319507392994, -894161998, 1], 2]], 'hecke_orbit_code': 4503668564951051, 'p': 37}
  • id: 50512
    {'charpoly_factorization': [[[27351976288035435618531862380410682736081110098726781484669955568105246668334406041600000000000, 0, 33127131810971911174803405033515116129588701562664437176053261661093888000000, 0, 11754671980309715702605145369151409353330482991428768563200, 0, 1520023221139221595939199751116348804160, 0, 69081344247359833200, 0, 1], 1]], 'hecke_orbit_code': 4503668564951051, 'p': 41}
  • id: 50513
    {'charpoly_factorization': [[[873779671923844372154886229576432176112892507373534307668735349691465387526314772387594240000000, 0, 417394919558514562946257764289788786490492909898802864475211406239669944320000, 0, 63911094243200539005070595660622030449600499413299924992000, 0, 4093089454449234583264143039832922987520, 0, 108651096706630545504, 0, 1], 1]], 'hecke_orbit_code': 4503668564951051, 'p': 43}
  • id: 50514
    {'charpoly_factorization': [[[-26380367032340283481832272656642263220808680100000, -20836042565598363138418570192392422793200, -4800896183165528035626717834928, -298786564871535042824, 12487755062, 1], 2]], 'hecke_orbit_code': 4503668564951051, 'p': 47}
  • id: 50515
    {'charpoly_factorization': [[[-27380139900425154330510036563959874763543024340000, 31875918796622261279071413443607860606800, -2187019716755836395412971218128, -428418602047676186264, 8162751062, 1], 2]], 'hecke_orbit_code': 4503668564951051, 'p': 53}
  • id: 50516
    {'charpoly_factorization': [[[-8704664167653851345996939223034555073293729299675562, 437747275915605595085090548868847096518041, 34377166671567497725309933680956, -1497474553344032876858, -31169695282, 1], 2]], 'hecke_orbit_code': 4503668564951051, 'p': 59}
  • id: 50517
    {'charpoly_factorization': [[[139975221210985903205493974987136924126039243918420532203575189564151919698280665097175040000000000000, 0, 35497358641983610302788356687967044403678264658565690304672253776919676059648000000, 0, 1451117522303924905457458923032127041377905727603648223986483200, 0, 13432391391208353190162767650545005885250560, 0, 7355727476010562616160, 0, 1], 1]], 'hecke_orbit_code': 4503668564951051, 'p': 61}
  • id: 50518
    {'charpoly_factorization': [[[5888172584873623662457003747028414130171585488473750, 4647396475273690876952996679678667369315625, -172747406244307787241179286356468, -8339750594363632590794, 45017650622, 1], 2]], 'hecke_orbit_code': 4503668564951051, 'p': 67}
  • id: 50519
    {'charpoly_factorization': [[[7951836986014776171834595481078115666380419286934657878, 23526375001439130399054106118248957293013225, -4625380551069607791744657707031700, -26031855674644875548810, 179955059870, 1], 2]], 'hecke_orbit_code': 4503668564951051, 'p': 71}
  • id: 50520
    {'charpoly_factorization': [[[111573735553807669363606745364137269222161454561308241000440548577062242561859871051843791811091370820501504000, 0, 297058280657585819156485237226370511037366722478881297802456370047139975459232835567616000, 0, 82155813087496407882489829193751185965826382313798463703132768829440, 0, 5508008561454220398110612276679324156740566080, 0, 130605302864129761167984, 0, 1], 1]], 'hecke_orbit_code': 4503668564951051, 'p': 73}
  • id: 50521
    {'charpoly_factorization': [[[15459377471422733562083666959288148406403082801095047780064295907430429116928542557936359834918689177600000000000, 0, 4260517240713961827755121189038532050624693744338773490924377345738961373455290728448000000, 0, 396069426421002888897391384227368043082612117272527520699942489292800, 0, 14383332122690158434703451812269290825119580160, 0, 206702314605189202448640, 0, 1], 1]], 'hecke_orbit_code': 4503668564951051, 'p': 79}
  • id: 50522
    {'charpoly_factorization': [[[5776380679788373390072495370611583235606364632809010849720245535352206655898021617187328976902504012442736001024000, 0, 545299555666918143269214565247872213544650560519142732823567424757522098292995818401038336000, 0, 14392626979517732766724002290010602953928674992204994798343141460541440, 0, 151757422793094143994551617790072410157869670400, 0, 666437503412751377613984, 0, 1], 1]], 'hecke_orbit_code': 4503668564951051, 'p': 83}
  • id: 50523
    {'charpoly_factorization': [[[-1143024258294307376033325265657164799968470003780189129698, 4870980029681946696195297595473302645559288217, 59999758600296289342418245811059736, -234411743179799761312802, -335498390206, 1], 2]], 'hecke_orbit_code': 4503668564951051, 'p': 89}
  • id: 50524
    {'charpoly_factorization': [[[-210271579012171029238277668942546490847428796868747190041250, -783393340928277466175753787576791933732389189975, -22475225999310986313525650216886008, 2719315022997834182886286, 3125352342482, 1], 2]], 'hecke_orbit_code': 4503668564951051, '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': 2, 'hecke_orbit': 2, 'label': '11.13.b.b', 'level': 11, 'portrait': 'data:image/png;base64,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', 'weight': 13}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 80394000
    {'hecke_orbit_code': 4503668564951051, 'n': 1, 'trace_an': 10}
  • id: 80394001
    {'hecke_orbit_code': 4503668564951051, 'n': 2, 'trace_an': 0}
  • id: 80394002
    {'hecke_orbit_code': 4503668564951051, 'n': 3, 'trace_an': 2436}
  • id: 80394003
    {'hecke_orbit_code': 4503668564951051, 'n': 4, 'trace_an': -20348}
  • id: 80394004
    {'hecke_orbit_code': 4503668564951051, 'n': 5, 'trace_an': 26492}
  • id: 80394005
    {'hecke_orbit_code': 4503668564951051, 'n': 6, 'trace_an': 0}
  • id: 80394006
    {'hecke_orbit_code': 4503668564951051, 'n': 7, 'trace_an': 0}
  • id: 80394007
    {'hecke_orbit_code': 4503668564951051, 'n': 8, 'trace_an': 0}
  • id: 80394008
    {'hecke_orbit_code': 4503668564951051, 'n': 9, 'trace_an': 756294}
  • id: 80394009
    {'hecke_orbit_code': 4503668564951051, 'n': 10, 'trace_an': 0}
  • id: 80394010
    {'hecke_orbit_code': 4503668564951051, 'n': 11, 'trace_an': -1716374}
  • id: 80394011
    {'hecke_orbit_code': 4503668564951051, 'n': 12, 'trace_an': -8491644}
  • id: 80394012
    {'hecke_orbit_code': 4503668564951051, 'n': 13, 'trace_an': 0}
  • id: 80394013
    {'hecke_orbit_code': 4503668564951051, 'n': 14, 'trace_an': -15139368}
  • id: 80394014
    {'hecke_orbit_code': 4503668564951051, 'n': 15, 'trace_an': 9632184}
  • id: 80394015
    {'hecke_orbit_code': 4503668564951051, 'n': 16, 'trace_an': 17974408}
  • id: 80394016
    {'hecke_orbit_code': 4503668564951051, 'n': 17, 'trace_an': 0}
  • id: 80394017
    {'hecke_orbit_code': 4503668564951051, 'n': 18, 'trace_an': 0}
  • id: 80394018
    {'hecke_orbit_code': 4503668564951051, 'n': 19, 'trace_an': 0}
  • id: 80394019
    {'hecke_orbit_code': 4503668564951051, 'n': 20, 'trace_an': -125399668}
  • id: 80394020
    {'hecke_orbit_code': 4503668564951051, 'n': 21, 'trace_an': 0}
  • id: 80394021
    {'hecke_orbit_code': 4503668564951051, 'n': 22, 'trace_an': 83533560}
  • id: 80394022
    {'hecke_orbit_code': 4503668564951051, 'n': 23, 'trace_an': 330297476}
  • id: 80394023
    {'hecke_orbit_code': 4503668564951051, 'n': 24, 'trace_an': 0}
  • id: 80394024
    {'hecke_orbit_code': 4503668564951051, 'n': 25, 'trace_an': -438477018}
  • id: 80394025
    {'hecke_orbit_code': 4503668564951051, 'n': 26, 'trace_an': -372191832}
  • id: 80394026
    {'hecke_orbit_code': 4503668564951051, 'n': 27, 'trace_an': 1665774072}
  • id: 80394027
    {'hecke_orbit_code': 4503668564951051, 'n': 28, 'trace_an': 0}
  • id: 80394028
    {'hecke_orbit_code': 4503668564951051, 'n': 29, 'trace_an': 0}
  • id: 80394029
    {'hecke_orbit_code': 4503668564951051, 'n': 30, 'trace_an': 0}
  • id: 80394030
    {'hecke_orbit_code': 4503668564951051, 'n': 31, 'trace_an': -1921955548}
  • id: 80394031
    {'hecke_orbit_code': 4503668564951051, 'n': 32, 'trace_an': 0}
  • id: 80394032
    {'hecke_orbit_code': 4503668564951051, 'n': 33, 'trace_an': -2301728484}
  • id: 80394033
    {'hecke_orbit_code': 4503668564951051, 'n': 34, 'trace_an': 7677299352}
  • id: 80394034
    {'hecke_orbit_code': 4503668564951051, 'n': 35, 'trace_an': 0}
  • id: 80394035
    {'hecke_orbit_code': 4503668564951051, 'n': 36, 'trace_an': -14333366928}
  • id: 80394036
    {'hecke_orbit_code': 4503668564951051, 'n': 37, 'trace_an': 1788323996}
  • id: 80394037
    {'hecke_orbit_code': 4503668564951051, 'n': 38, 'trace_an': 11254769640}
  • id: 80394038
    {'hecke_orbit_code': 4503668564951051, 'n': 39, 'trace_an': 0}
  • id: 80394039
    {'hecke_orbit_code': 4503668564951051, 'n': 40, 'trace_an': 0}
  • id: 80394040
    {'hecke_orbit_code': 4503668564951051, 'n': 41, 'trace_an': 0}
  • id: 80394041
    {'hecke_orbit_code': 4503668564951051, 'n': 42, 'trace_an': -32091748680}
  • id: 80394042
    {'hecke_orbit_code': 4503668564951051, 'n': 43, 'trace_an': 0}
  • id: 80394043
    {'hecke_orbit_code': 4503668564951051, 'n': 44, 'trace_an': 6124969708}
  • id: 80394044
    {'hecke_orbit_code': 4503668564951051, 'n': 45, 'trace_an': 43304121996}
  • id: 80394045
    {'hecke_orbit_code': 4503668564951051, 'n': 46, 'trace_an': 0}
  • id: 80394046
    {'hecke_orbit_code': 4503668564951051, 'n': 47, 'trace_an': -24975510124}
  • id: 80394047
    {'hecke_orbit_code': 4503668564951051, 'n': 48, 'trace_an': 32578826856}
  • id: 80394048
    {'hecke_orbit_code': 4503668564951051, 'n': 49, 'trace_an': -6325710998}
  • id: 80394049
    {'hecke_orbit_code': 4503668564951051, 'n': 50, 'trace_an': 0}
  • id: 80394050
    {'hecke_orbit_code': 4503668564951051, 'n': 51, 'trace_an': 0}
  • id: 80394051
    {'hecke_orbit_code': 4503668564951051, 'n': 52, 'trace_an': 0}
  • id: 80394052
    {'hecke_orbit_code': 4503668564951051, 'n': 53, 'trace_an': -16325502124}
  • id: 80394053
    {'hecke_orbit_code': 4503668564951051, 'n': 54, 'trace_an': 0}
  • id: 80394054
    {'hecke_orbit_code': 4503668564951051, 'n': 55, 'trace_an': 14298843812}
  • id: 80394055
    {'hecke_orbit_code': 4503668564951051, 'n': 56, 'trace_an': 82892128176}
  • id: 80394056
    {'hecke_orbit_code': 4503668564951051, 'n': 57, 'trace_an': 0}
  • id: 80394057
    {'hecke_orbit_code': 4503668564951051, 'n': 58, 'trace_an': -84518430720}
  • id: 80394058
    {'hecke_orbit_code': 4503668564951051, 'n': 59, 'trace_an': 62339390564}
  • id: 80394059
    {'hecke_orbit_code': 4503668564951051, 'n': 60, 'trace_an': -286034518116}
  • id: 80394060
    {'hecke_orbit_code': 4503668564951051, 'n': 61, 'trace_an': 0}
  • id: 80394061
    {'hecke_orbit_code': 4503668564951051, 'n': 62, 'trace_an': 0}
  • id: 80394062
    {'hecke_orbit_code': 4503668564951051, 'n': 63, 'trace_an': 0}
  • id: 80394063
    {'hecke_orbit_code': 4503668564951051, 'n': 64, 'trace_an': 95192926864}
  • id: 80394064
    {'hecke_orbit_code': 4503668564951051, 'n': 65, 'trace_an': 0}
  • id: 80394065
    {'hecke_orbit_code': 4503668564951051, 'n': 66, 'trace_an': 322939363560}
  • id: 80394066
    {'hecke_orbit_code': 4503668564951051, 'n': 67, 'trace_an': -90035301244}
  • id: 80394067
    {'hecke_orbit_code': 4503668564951051, 'n': 68, 'trace_an': 0}
  • id: 80394068
    {'hecke_orbit_code': 4503668564951051, 'n': 69, 'trace_an': 346118875824}
  • id: 80394069
    {'hecke_orbit_code': 4503668564951051, 'n': 70, 'trace_an': -382808641560}
  • id: 80394070
    {'hecke_orbit_code': 4503668564951051, 'n': 71, 'trace_an': -359910119740}
  • id: 80394071
    {'hecke_orbit_code': 4503668564951051, 'n': 72, 'trace_an': 0}
  • id: 80394072
    {'hecke_orbit_code': 4503668564951051, 'n': 73, 'trace_an': 0}
  • id: 80394073
    {'hecke_orbit_code': 4503668564951051, 'n': 74, 'trace_an': 0}
  • id: 80394074
    {'hecke_orbit_code': 4503668564951051, 'n': 75, 'trace_an': 14209300764}
  • id: 80394075
    {'hecke_orbit_code': 4503668564951051, 'n': 76, 'trace_an': 0}
  • id: 80394076
    {'hecke_orbit_code': 4503668564951051, 'n': 77, 'trace_an': 425991883680}
  • id: 80394077
    {'hecke_orbit_code': 4503668564951051, 'n': 78, 'trace_an': -483427126680}
  • id: 80394078
    {'hecke_orbit_code': 4503668564951051, 'n': 79, 'trace_an': 0}
  • id: 80394079
    {'hecke_orbit_code': 4503668564951051, 'n': 80, 'trace_an': 1147768798712}
  • id: 80394080
    {'hecke_orbit_code': 4503668564951051, 'n': 81, 'trace_an': -515542099806}
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    {'hecke_orbit_code': 4503668564951051, 'n': 992, 'trace_an': 0}
  • id: 80394992
    {'hecke_orbit_code': 4503668564951051, 'n': 993, 'trace_an': -3189966962043318288}
  • id: 80394993
    {'hecke_orbit_code': 4503668564951051, 'n': 994, 'trace_an': 484448416947734904}
  • id: 80394994
    {'hecke_orbit_code': 4503668564951051, 'n': 995, 'trace_an': -972154519110049976}
  • id: 80394995
    {'hecke_orbit_code': 4503668564951051, 'n': 996, 'trace_an': 0}
  • id: 80394996
    {'hecke_orbit_code': 4503668564951051, 'n': 997, 'trace_an': 0}
  • id: 80394997
    {'hecke_orbit_code': 4503668564951051, 'n': 998, 'trace_an': 0}
  • id: 80394998
    {'hecke_orbit_code': 4503668564951051, 'n': 999, 'trace_an': -2531789670938524992}
  • id: 80394999
    {'hecke_orbit_code': 4503668564951051, 'n': 1000, 'trace_an': 0}