Embedded newform data - 252.9.d.d.181.7

Formats: - HTML - YAML - JSON - 2024-06-06T20:58:22.186729

• 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': 20412, 'analytic_conductor': 102.65940973540405, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 7, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 2, 'char_parity': -1, 'char_values': [252, 2, [127, 29, 73], [2, 2, 1]], 'cm_discs': [], 'conrey_index': 181, 'dim': 10, 'field_disc': -1507766058468693951043759433655550796869632, 'field_disc_factorization': [[-1, 1], [2, 12], [3, 5], [1230789749252718587, 2]], 'field_poly': [391152460437174276, -21704094932515380, 1218271024906002, -17126006720262, 496509566533, -875537263, 170123918, -30343, 14312, -1, 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': [[5, [872481206079627301140480000, 0, 28603877879900863872000, 0, 316199300854863168, 0, 1366627233924, 0, 2105124, 0, 1]]], 'hecke_orbit': 4, 'hecke_orbit_code': 13511005191536892, 'hecke_ring_generator_nbound': 13, 'hecke_ring_index': 18062626367471616, 'hecke_ring_index_factorization': [[2, 19], [3, 15], [7, 4]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 7, 2, -1, 2, 0]], 'is_cm': False, 'is_largest': True, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '252.9.d.d', 'level': 252, '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, 3, 7], 'level_radical': 42, 'minimal_twist': '84.9.d.a', 'prim_orbit_index': 2, 'qexp_display': 'q+(\\beta _{1}+\\beta _{6})q^{5}+(-234-2\\beta _{1}+\\beta _{7}+\\cdots)q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 10, 'rm_discs': [], 'sato_tate_group': '8.2.3.c2', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '252.9.d', 'trace_display': [0, 0, 0, -2338], 'trace_hash': 1174408942123253649, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.072', 'prec': 17}, {'__RealLiteral__': 0, 'data': '8.458', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.389', 'prec': 17}, {'__RealLiteral__': 0, 'data': '423.938', 'prec': 24}, {'__RealLiteral__': 0, 'data': '126.200', 'prec': 24}, {'__RealLiteral__': 0, 'data': '32569.482', 'prec': 30}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.506', 'prec': 17}, 'traces': [10, 0, 0, 0, 0, 0, -2338, 0, 0, 0, 37596, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 22380, 0, -303998, 0, 0, 0, 308892, 0, 0, 0, 0, 0, 1480584, 0, -5471108, 0, 0, 0, 0, 0, 1177324, 0, 0, 0, 0, 0, -6064142, 0, 0, 0, 129132, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 106801008, 0, -5722372, 0, 0, 0, -26985540, 0, 0, 0, 0, 0, -48770148, 0, -181197556, 0, 0, 0, 0, 0, 337759224, 0, 0, 0, 0, 0, 67638816, 0, 0, 0, -103302096, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 740461836, 0, -257068700, 0, 0, 0, -511118532, 0, 0, 0, 0, 0, -863542680, 0, -955275898, 0, 0, 0, 0, 0, 1694418956, 0, 0, 0, 0, 0, 1207546200, 0, 0, 0, 1373455740, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 2940392412, 0, -963185060, 0, 0, 0, -718052544, 0, 0, 0, 0, 0, -937080564, 0, -1207967140, 0, 0, 0, 0, 0, -540819254, 0, 0, 0, 0, 0, 1157477678, 0, 0, 0, 2979984732, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -2275063860, 0, 241248892, 0, 0, 0, 2980882668, 0, 0, 0, 0, 0, 4045279812, 0, 462145368, 0, 0, 0, 0, 0, -4003397396, 0, 0, 0, 0, 0, -1432262160, 0, 0, 0, -5019077424, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -5045768916, 0, 16495537344, 0, 0, 0, 1473657900, 0, 0, 0, 0, 0, 6128970960, 0, 21655943712, 0, 0, 0, 0, 0, -15099369984, 0, 0, 0, 0, 0, -18039999796, 0, 0, 0, -4901563236, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -38965645716, 0, 1298518508, 0, 0, 0, 18748191804, 0, 0, 0, 0, 0, 16019668392, 0, 3681671074, 0, 0, 0, 0, 0, 5122203744, 0, 0, 0, 0, 0, 1857220988, 0, 0, 0, -10100278176, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 3581817372, 0, -33090983640, 0, 0, 0, 158664144, 0, 0, 0, 0, 0, -42237933360, 0, -4662818516, 0, 0, 0, 0, 0, -15038016476, 0, 0, 0, 0, 0, -33959090242, 0, 0, 0, 59547161532, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 15284355324, 0, -17760180230, 0, 0, 0, -4761248496, 0, 0, 0, 0, 0, -42267444156, 0, -63164073388, 0, 0, 0, 0, 0, 117059143852, 0, 0, 0, 0, 0, 103469900184, 0, 0, 0, -14016003252, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 51506331036, 0, 1968502464, 0, 0, 0, -138336897048, 0, 0, 0, 0, 0, -123316613616, 0, -131518818816, 0, 0, 0, 0, 0, 3310607948, 0, 0, 0, 0, 0, -34728044400, 0, 0, 0, 168624362892, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 29635102476, 0, 173687580360, 0, 0, 0, 13647395004, 0, 0, 0, 0, 0, 74962955424, 0, -119873494364, 0, 0, 0, 0, 0, 117761214380, 0, 0, 0, 0, 0, 104754994540, 0, 0, 0, -53071472040, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -50443919472, 0, 58396961788, 0, 0, 0, -6546819636, 0, 0, 0, 0, 0, -140182590660, 0, -6403154036, 0, 0, 0, 0, 0, -365899423896, 0, 0, 0, 0, 0, -257199688368, 0, 0, 0, 545322703872, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -332561368512, 0, 277358926214, 0, 0, 0, 510596401872, 0, 0, 0, 0, 0, 69310227756, 0, 255405758444, 0, 0, 0, 0, 0, 209947164860, 0, 0, 0, 0, 0, -199210860212, 0, 0, 0, 135983183196, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -579740585268, 0, 68245976732, 0, 0, 0, 181272854364, 0, 0, 0, 0, 0, -131043547488, 0, 271188642600, 0, 0, 0, 0, 0, -402170160096, 0, 0, 0, 0, 0, -318089283792, 0, 0, 0, 785035556508, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -984643180608, 0, 267667225796, 0, 0, 0, 933773376060, 0, 0, 0, 0, 0, -338664013128, 0, -11420293694, 0, 0, 0, 0, 0, 572886491084, 0, 0, 0, 0, 0, -317098714464, 0, 0, 0, 426752445900, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1188262197204, 0, 360951978240, 0, 0, 0, -535963339092, 0, 0, 0, 0, 0, -997967100144, 0, -175735256760, 0, 0, 0, 0, 0, -152196151172, 0, 0, 0, 0, 0, -397387774224, 0, 0, 0, 1221277740012, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 374069828352, 0, 922852012728, 0, 0, 0, -166029765444, 0, 0, 0, 0, 0, -928577717928, 0, -1549894363724, 0, 0, 0, 0, 0, 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-6833354674800, 0, 3749434465228, 0, 0, 0, 3556595237052, 0, 0, 0, 0, 0, -2488883088384, 0, -130142756420, 0, 0, 0, 0, 0, 4127026278748, 0, 0, 0, 0, 0, -1036320915168, 0, 0, 0, 6043156283088, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -6875756915268, 0, 1546877959200, 0, 0, 0, 3030247784412, 0, 0, 0, 0, 0, -1268261087772, 0, 1869911234890, 0, 0, 0, 0, 0, -3285522894772, 0, 0, 0, 0, 0, -5963829102000, 0, 0, 0, 7117843992828, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -8265855561096, 0, 6934267837756, 0, 0, 0, 9484456002000, 0, 0, 0, 0, 0], 'weight': 9, 'weight_parity': -1}
• mf_hecke_cc •

  Column	Type
  an_normalized	double precision[]
  angles	double precision[]
  char_orbit_index	smallint
  conrey_index	integer
  dual_conrey_index	integer
  dual_embedding_index	integer
  dual_embedding_m	integer
  embedding_index	integer
  embedding_m	integer
  embedding_root_imag	double precision
  embedding_root_real	double precision
  hecke_orbit	integer
  hecke_orbit_code	bigint
  label	text
  level	integer
  weight	smallint

  
  {'an_normalized': [[1.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.491454845177404], [0.0, 0.0], [0.09254004465589825, 0.9957089635707235], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [-0.3675828984059028, 0.0], [0.0, 0.0], [0.0, -1.714873558274071], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.6634108284695281], [0.0, 0.0], [0.0, 0.5202417348119753], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [1.2312963998864577, 0.0], [0.0, 0.0], [0.7584721351516539, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [1.6599901148252563, 0.0], [0.0, 0.0], [0.0, 0.13602873804201102], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [-0.48934599453340333, 0.04547925331907453], [0.0, 0.0], [-0.3918851296563145, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.4209835723974885], [0.0, 0.0], [-1.1242375225446093, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, -0.9897993968225082], [0.0, 0.0], [-0.9828726802701687, 0.18428590390622585], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [1.518285947881413, 0.0], [0.0, 0.0], [0.0, -0.1806503964259344], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 1.5716520426990002], [0.0, 0.0], [0.0, -0.8022421569627913], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.8427829190804076, 0.0], [0.0, 0.0], [-1.4535834382377832, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [-0.10997384794971089, 0.0], [0.0, 0.0], [0.0, 1.1771489143615221], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [-0.03401613783322675, -0.366005586798064], [0.0, 0.0], [-0.1273863224478376, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.70195680142427], [0.0, 0.0], [-0.32603646599450525, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, -0.4928793304912399], [0.0, 0.0], [1.7075149733639141, -0.15869447566190167], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [-0.25567532123684344, 0.0], [0.0, 0.0], [0.0, 0.5707729575234812], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 1.8343943987567195], [0.0, 0.0], [0.0, -0.04014592494927141], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [-0.8548613292784294, 0.0], [0.0, 0.0], [1.1106494125391548, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [-1.2137696484819704, 0.0], [0.0, 0.0], [0.0, 0.6051265815736939], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [-0.6605641084369889, 0.06139206769177658], [0.0, 0.0], [-0.8648828127995157, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.8642096509297351], [0.0, 0.0], [1.6092274985828197, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.9499935044734872], [0.0, 0.0], [-0.5180093585758672, 0.04814319337136218], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.19670420897529142, 0.0], [0.0, 0.0], [0.0, 1.2261208476455676], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.6303581929500269], [0.0, 0.0], [0.0, 0.8158101848774675], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [1.480789569664723, 0.0], [0.0, 0.0], [-0.42450080995997197, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [-0.06685198239411416, 0.0], [0.0, 0.0], [0.0, -0.7524853528111833], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.11394422383013954, 1.2260128621793078], [0.0, 0.0], [-0.22441065771533833, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], 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[0.4268164827573606, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [-0.04315434408725001, 0.0], [0.0, 0.0], [0.0, 1.2813059402535092], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0]], 'angles': [None, None, 0.03951340613040102, None, -0.27941855391916354, -0.3360278017039494, 0.053811999779514556, 0.041881205854383104, -0.1444471256627159, -0.0941715825463549, 0.01083318630863275, -0.2813883079458282, 0.03375326033571328, -0.3450068089231785, -0.4176023984574176, -0.11280915969874711, 0.14388094389995745, -0.434310329908525, -0.37949472924420996, -0.2587558568542208, 0.10015531246323811, -0.2601439480431839, 0.057075472632529434, -0.4603696404480404, 0.046060976828512415, 0.18477697534813062, -0.4968050742232138, -0.3202905939743359, -0.15629699262798374, -0.3537905408876579, -0.10118619598045336, 0.07877538490793166, -0.2343214299594062, 0.10503089451848964, -0.11731928876462389, -0.28403962337075794, -0.438607948149854, -0.26789571884508423, 0.05811807452062558, 0.14693982478915982, 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-0.311185649047675, -0.2959465535293765, -0.3855959542549984, -0.41457920519421765, -0.44659743361167403, 0.024134764571782097, 0.08171903099674632, -0.22586747274731414, 0.09374806165505523, -0.3711790823338858, -0.2658833348088349, -0.32596498082126046, -0.4366543421440436, 0.16778952656209328, -0.3803073656591226, 0.018993943198596385, -0.3963860710138266, -0.22968994607517518, -0.07348270448778337, 0.014719615527175118, -0.2424817496215005, 0.03026141849010186, -0.05230313852687009, -0.1569058602737382, -0.40143756448250395, 0.052374193185353676, 0.0033613607311192644, 0.09819041033530214, -0.4166069888702467, -0.2735695619831213, -0.4369471461176416, 0.08692491576656396, -0.10033589083562242, -0.4438115103616863, -0.21577178037587713, 0.11066813079366798], 'char_orbit_index': 4, 'conrey_index': 181, 'dual_conrey_index': 181, 'dual_embedding_index': 4, 'dual_embedding_m': 4, 'embedding_index': 7, 'embedding_m': 7, 'embedding_root_imag': 18.977859953556475, 'embedding_root_real': 10.95687255282885, 'hecke_orbit': 4, 'hecke_orbit_code': 13511005191536892, 'label': '252.9.d.d.181.7', 'level': 252, 'weight': 9}
• mf_newspaces •

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

  
  {'Nk2': 20412, 'analytic_conductor': 102.65940973540405, 'char_conductor': 7, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 2, 'char_parity': -1, 'char_values': [252, 2, [127, 29, 73], [2, 2, 1]], 'conrey_index': 181, 'cusp_dim': 372, 'dim': 26, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 206309425404, 'hecke_orbit_dims': [2, 6, 8, 10], 'label': '252.9.d', 'level': 252, '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, 3, 7], 'level_radical': 42, 'mf_dim': 396, 'mf_new_dim': 26, 'num_forms': 4, 'prim_orbit_index': 2, 'relative_dim': 26, 'sturm_bound': 432, 'trace_bound': 1, 'trace_display': [0, 0, 0, 1870], 'traces': [26, 0, 0, 0, 0, 0, 1870, 0, 0, 0, 13104, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 33984, 0, -2355862, 0, 0, 0, -955440, 0, 0, 0, 0, 0, 2795400, 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0, 0, 0, 0, 0, 529383856486, 0, 0, 0, 0, 0, 1162091433266, 0, 0, 0, 6066469618128, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -4440934471104, 0, -3955943688624, 0, 0, 0, 904591145808, 0, 0, 0, 0, 0, -4484668399776, 0, 1532033528980, 0, 0, 0, 0, 0, -95852958436, 0, 0, 0, 0, 0, 1328882474540, 0, 0, 0, 9470085203808, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -7513455069936, 0, -2886681400900, 0, 0, 0, 1429558976016, 0, 0, 0, 0, 0, -5878173222720, 0, 3483412194428, 0, 0, 0, 0, 0, 21090214364, 0, 0, 0, 0, 0, 3557663040096, 0, 0, 0, 13190788793808, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -8207562661488, 0, -3821976969696, 0, 0, 0, 3792650341968, 0, 0, 0, 0, 0, -6445901209608, 0, 4822076024282, 0, 0, 0, 0, 0, 660888379396, 0, 0, 0, 0, 0, 3713518371024, 0, 0, 0, 10938675034224, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -8139308998176, 0, -6843907086148, 0, 0, 0, 5467395930192, 0, 0, 0, 0, 0], 'weight': 9, 'weight_parity': -1}
• mf_twists_cc •

  Column	Type
  conductor	integer
  degree	integer
  order	integer
  parity	smallint
  source_conrey_index	integer
  source_dim	integer
  source_embedding_index	integer
  source_hecke_orbit_code	bigint
  source_is_minimal	boolean
  source_label	text
  source_level	integer
  target_conrey_index	integer
  target_dim	integer
  target_embedding_index	integer
  target_hecke_orbit_code	bigint
  target_is_minimal	boolean
  target_label	text
  target_level	integer
  twist_class_label	text
  twist_class_level	integer
  twisting_char_label	text
  twisting_conrey_index	integer
  weight	smallint

  
  
  • id: 43162618
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 181, 'source_dim': 10, 'source_embedding_index': 7, 'source_hecke_orbit_code': 13511005191536892, 'source_is_minimal': False, 'source_label': '252.9.d.d.181.7', 'source_level': 252, 'target_conrey_index': 181, 'target_dim': 10, 'target_embedding_index': 7, 'target_hecke_orbit_code': 13511005191536892, 'target_is_minimal': False, 'target_label': '252.9.d.d.181.7', 'target_level': 252, 'twist_class_label': '84.9.d.a.13.2', 'twist_class_level': 84, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 9}
  • id: 43162619
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 181, 'source_dim': 10, 'source_embedding_index': 7, 'source_hecke_orbit_code': 13511005191536892, 'source_is_minimal': False, 'source_label': '252.9.d.d.181.7', 'source_level': 252, 'target_conrey_index': 13, 'target_dim': 10, 'target_embedding_index': 2, 'target_hecke_orbit_code': 206309425236, 'target_is_minimal': True, 'target_label': '84.9.d.a.13.2', 'target_level': 84, 'twist_class_label': '84.9.d.a.13.2', 'twist_class_level': 84, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 9}
  • id: 43162620
    {'conductor': 7, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 181, 'source_dim': 10, 'source_embedding_index': 7, 'source_hecke_orbit_code': 13511005191536892, 'source_is_minimal': False, 'source_label': '252.9.d.d.181.7', 'source_level': 252, 'target_conrey_index': 181, 'target_dim': 10, 'target_embedding_index': 4, 'target_hecke_orbit_code': 13511005191536892, 'target_is_minimal': False, 'target_label': '252.9.d.d.181.4', 'target_level': 252, 'twist_class_label': '84.9.d.a.13.2', 'twist_class_level': 84, 'twisting_char_label': '7.6', 'twisting_conrey_index': 6, 'weight': 9}
  • id: 43162621
    {'conductor': 12, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 181, 'source_dim': 10, 'source_embedding_index': 7, 'source_hecke_orbit_code': 13511005191536892, 'source_is_minimal': False, 'source_label': '252.9.d.d.181.7', 'source_level': 252, 'target_conrey_index': 97, 'target_dim': 10, 'target_embedding_index': 7, 'target_hecke_orbit_code': 343748378960, 'target_is_minimal': False, 'target_label': '336.9.f.a.97.7', 'target_level': 336, 'twist_class_label': '84.9.d.a.13.2', 'twist_class_level': 84, 'twisting_char_label': '12.11', 'twisting_conrey_index': 11, 'weight': 9}
  • id: 43162622
    {'conductor': 21, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 181, 'source_dim': 10, 'source_embedding_index': 7, 'source_hecke_orbit_code': 13511005191536892, 'source_is_minimal': False, 'source_label': '252.9.d.d.181.7', 'source_level': 252, 'target_conrey_index': 13, 'target_dim': 10, 'target_embedding_index': 9, 'target_hecke_orbit_code': 206309425236, 'target_is_minimal': True, 'target_label': '84.9.d.a.13.9', 'target_level': 84, 'twist_class_label': '84.9.d.a.13.2', 'twist_class_level': 84, 'twisting_char_label': '21.20', 'twisting_conrey_index': 20, 'weight': 9}
  • id: 43162623
    {'conductor': 84, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 181, 'source_dim': 10, 'source_embedding_index': 7, 'source_hecke_orbit_code': 13511005191536892, 'source_is_minimal': False, 'source_label': '252.9.d.d.181.7', 'source_level': 252, 'target_conrey_index': 97, 'target_dim': 10, 'target_embedding_index': 4, 'target_hecke_orbit_code': 343748378960, 'target_is_minimal': False, 'target_label': '336.9.f.a.97.4', 'target_level': 336, 'twist_class_label': '84.9.d.a.13.2', 'twist_class_level': 84, 'twisting_char_label': '84.83', 'twisting_conrey_index': 83, 'weight': 9}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 589675
    {'charpoly_factorization': [[[0, 1], 10]], 'hecke_orbit_code': 13511005191536892, 'p': 2}
  • id: 589676
    {'charpoly_factorization': [[[0, 1], 10]], 'hecke_orbit_code': 13511005191536892, 'p': 3}
  • id: 589677
    {'charpoly_factorization': [[[872481206079627301140480000, 0, 28603877879900863872000, 0, 316199300854863168, 0, 1366627233924, 0, 2105124, 0, 1], 1]], 'hecke_orbit_code': 13511005191536892, 'p': 5}
  • id: 589678
    {'charpoly_factorization': [[[6366805760909027985741435139224001, 2582151902382286471061789531938, 1104502774086621828339744393, 682560919377423721642224, 150924637220213108406, 48744189974570076, 26180372439606, 20538691824, 5765193, 2338, 1], 1]], 'hecke_orbit_code': 13511005191536892, 'p': 7}
  • id: 589679
    {'charpoly_factorization': [[[18689723376907771728, 12724758338896728, 1771518821940, -120395826, -18798, 1], 2]], 'hecke_orbit_code': 13511005191536892, 'p': 11}
  • id: 589680
    {'charpoly_factorization': [[[1647186238877044717653004768695049683468288, 0, 79141928199992488888460168973041664, 0, 1095888617867930012526449664, 0, 5121446888629021248, 0, 4349063232, 0, 1], 1]], 'hecke_orbit_code': 13511005191536892, 'p': 13}
  • id: 589681
    {'charpoly_factorization': [[[5256682283244633980696139826565920383720140832768, 0, 5515861237634583651096180919143346507776, 0, 2169463716158611095770970721536, 0, 395099498036293086852, 0, 33037951668, 0, 1], 1]], 'hecke_orbit_code': 13511005191536892, 'p': 17}
  • id: 589682
    {'charpoly_factorization': [[[1714788206241259719401335144904827622897294180352, 0, 97944645433785576597841834145384043098112, 0, 32717868286112919603122265614592, 0, 2909920221898803506448, 0, 93797905320, 0, 1], 1]], 'hecke_orbit_code': 13511005191536892, 'p': 19}
  • id: 589683
    {'charpoly_factorization': [[[-995240850621274105166227248, 17340969338748377256600, 9804207125002068, -265054586706, -11190, 1], 2]], 'hecke_orbit_code': 13511005191536892, 'p': 23}
  • id: 589684
    {'charpoly_factorization': [[[7668902095728557814628326432, 325257097340100423322512, -88506331549109712, -1362442041576, -154446, 1], 2]], 'hecke_orbit_code': 13511005191536892, 'p': 29}
  • id: 589685
    {'charpoly_factorization': [[[21072364955370865351425881428939681913044270626889531392, 0, 2893350340547170724159004294633214346170466304, 0, 121467662592100927200182104067063808, 0, 1493125996007655842211072, 0, 3329499569760, 0, 1], 1]], 'hecke_orbit_code': 13511005191536892, 'p': 31}
  • id: 589686
    {'charpoly_factorization': [[[-8839260782708338241719435849600, -29534216636561528912604160, -30552823185723122248, -7689283819892, 2735554, 1], 2]], 'hecke_orbit_code': 13511005191536892, 'p': 37}
  • id: 589687
    {'charpoly_factorization': [[[2520386414712393015898434178017105146513698676370081809714380800, 0, 5961571927238678944267513609338214813955093856866304, 0, 3835712352216020943473267871090640025088, 0, 685531400103681403833959364, 0, 45642885508500, 0, 1], 1]], 'hecke_orbit_code': 13511005191536892, 'p': 41}
  • id: 589688
    {'charpoly_factorization': [[[-155369334792541684777847443625152, 195807832851272197005811232, 5028899381236620584, -31717906384028, -588662, 1], 2]], 'hecke_orbit_code': 13511005191536892, 'p': 43}
  • id: 589689
    {'charpoly_factorization': [[[76596132229955463744990022216079207673624106764374001865916940288, 0, 1829858742748256530724865960207407869480511562162634752, 0, 276768920071589166055625193901341349576704, 0, 12569490345797919187507116288, 0, 197441545003296, 0, 1], 1]], 'hecke_orbit_code': 13511005191536892, 'p': 47}
  • id: 589690
    {'charpoly_factorization': [[[6802594491051203005274580316369440, 9443478037016181364970653008, -132755053030385415984, -201420882958104, -64566, 1], 2]], 'hecke_orbit_code': 13511005191536892, 'p': 53}
  • id: 589691
    {'charpoly_factorization': [[[1270281105218474026616289817749802845588558842042823248706614363947008, 0, 686920641468278739973715311040590424687466870500314644480, 0, 19213695567050700085813199104430356047273984, 0, 187693553375086467300969309696, 0, 748454294068656, 0, 1], 1]], 'hecke_orbit_code': 13511005191536892, 'p': 59}
  • id: 589692
    {'charpoly_factorization': [[[6221068181685370500264938330325475663561287770829594164076482770501632, 0, 1185731983835261236938823025895399195459227454944817512448, 0, 32486220901207422248077661272529508997816320, 0, 301501669749099696521960845824, 0, 1037467907874288, 0, 1], 1]], 'hecke_orbit_code': 13511005191536892, 'p': 61}
  • id: 589693
    {'charpoly_factorization': [[[-4335978151359931324378663805721748352, 723095114390262908662290147968, 2613849376413487453624, -1700255621008916, 2861186, 1], 2]], 'hecke_orbit_code': 13511005191536892, 'p': 67}
  • id: 589694
    {'charpoly_factorization': [[[229575142412116814792423722754409552, 71018245182381432546385813464, -5806140050374334956332, -622511191807938, 13492770, 1], 2]], 'hecke_orbit_code': 13511005191536892, 'p': 71}
  • id: 589695
    {'charpoly_factorization': [[[86106416353634087964847082191008993432990812442378774159677687070720000, 0, 6559841393004052830881105330807842161131819631571284787200, 0, 129374582707452884478889851483161565994094592, 0, 787133285190531175765502200896, 0, 1722914019623952, 0, 1], 1]], 'hecke_orbit_code': 13511005191536892, 'p': 73}
  • id: 589696
    {'charpoly_factorization': [[[-10779104479622293180309482542950762496, -2811146044523897432081326175488, -128543090280288796950920, 461227617072652, 90598778, 1], 2]], 'hecke_orbit_code': 13511005191536892, 'p': 79}
  • id: 589697
    {'charpoly_factorization': [[[15382379875095189313365425216633444454238942370765954448330956742328320000, 0, 351718254699842007445650683208356943989869122937781747712000, 0, 1863753370639746839521421364176926709689823232, 0, 3773734729929337246378370784000, 0, 3244136671767120, 0, 1], 1]], 'hecke_orbit_code': 13511005191536892, 'p': 83}
  • id: 589698
    {'charpoly_factorization': [[[84356875794517433430917493425525057998367827447076369100942471475200000000, 0, 3456985723552820679295267989779420283727162450688378476646400, 0, 14732555052035476833843194969589515723316567552, 0, 21492562116375422480076046229124, 0, 11173236604151796, 0, 1], 1]], 'hecke_orbit_code': 13511005191536892, 'p': 89}
  • id: 589699
    {'charpoly_factorization': [[[9089331667342830596880911324892273412110844711689451064274746658282012672, 0, 2817740857017343247791539644558290091907269022826279011876864, 0, 15538901664496430058484124914373103191263346688, 0, 20169833087656239616374334263360, 0, 8238372664007376, 0, 1], 1]], 'hecke_orbit_code': 13511005191536892, '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': 4, 'hecke_orbit': 4, 'label': '252.9.d.d', 'level': 252, 'portrait': 'data:image/png;base64,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', 'weight': 9}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 36373591
    {'hecke_orbit_code': 13511005191536892, 'n': 1, 'trace_an': 10}
  • id: 36373592
    {'hecke_orbit_code': 13511005191536892, 'n': 2, 'trace_an': 0}
  • id: 36373593
    {'hecke_orbit_code': 13511005191536892, 'n': 3, 'trace_an': 0}
  • id: 36373594
    {'hecke_orbit_code': 13511005191536892, 'n': 4, 'trace_an': 0}
  • id: 36373595
    {'hecke_orbit_code': 13511005191536892, 'n': 5, 'trace_an': 0}
  • id: 36373596
    {'hecke_orbit_code': 13511005191536892, 'n': 6, 'trace_an': 0}
  • id: 36373597
    {'hecke_orbit_code': 13511005191536892, 'n': 7, 'trace_an': -2338}
  • id: 36373598
    {'hecke_orbit_code': 13511005191536892, 'n': 8, 'trace_an': 0}
  • id: 36373599
    {'hecke_orbit_code': 13511005191536892, 'n': 9, 'trace_an': 0}
  • id: 36373600
    {'hecke_orbit_code': 13511005191536892, 'n': 10, 'trace_an': 0}
  • id: 36373601
    {'hecke_orbit_code': 13511005191536892, 'n': 11, 'trace_an': 37596}
  • id: 36373602
    {'hecke_orbit_code': 13511005191536892, 'n': 12, 'trace_an': 0}
  • id: 36373603
    {'hecke_orbit_code': 13511005191536892, 'n': 13, 'trace_an': 0}
  • id: 36373604
    {'hecke_orbit_code': 13511005191536892, 'n': 14, 'trace_an': 0}
  • id: 36373605
    {'hecke_orbit_code': 13511005191536892, 'n': 15, 'trace_an': 0}
  • id: 36373606
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