Embedded newform data - 192.9.g.a.127.2

Formats: - HTML - YAML - JSON - 2024-04-25T03:48:00.494789

• 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': 15552, 'analytic_conductor': 78.21669313173642, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 4, 'char_degree': 1, 'char_is_minimal': False, 'char_is_real': True, 'char_orbit_index': 7, 'char_orbit_label': 'g', 'char_order': 2, 'char_parity': -1, 'char_values': [192, 2, [127, 133, 65], [1, 2, 2]], 'cm_discs': [], 'conrey_index': 127, 'conrey_indexes': [127], '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': [[5, [726, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 412467855552, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 18, 'hecke_ring_index_factorization': [[2, 1], [3, 2]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 4, 2, -1, 2, 0]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '192.9.g.a', 'level': 192, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'minimal_twist': '48.9.g.b', 'nf_label': '2.0.3.1', 'prim_orbit_index': 2, 'qexp_display': 'q+3\\zeta_{6}q^{3}-726q^{5}-14^{2}\\zeta_{6}q^{7}-3^{7}q^{9}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '8.2.3.c2', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '192.9.g', 'trace_display': [0, 0, -1452, 0], 'trace_hash': 817744396768033172, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.921', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '15.463', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '156.240', 'prec': 24}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.505', 'prec': 17}, 'traces': [2, 0, 0, 0, -1452, 0, 0, 0, -4374, 0, 0, 0, -78068, 0, 0, 0, -131628, 0, 0, 0, 285768, 0, 0, 0, 272902, 0, 0, 0, -404124, 0, 0, 0, 1242216, 0, 0, 0, 3752060, 0, 0, 0, 6182100, 0, 0, 0, 3175524, 0, 0, 0, -7140574, 0, 0, 0, 2132964, 0, 0, 0, -12183048, 0, 0, 0, -34308388, 0, 0, 0, 56677368, 0, 0, 0, 46959264, 0, 0, 0, -106572028, 0, 0, 0, -81158112, 0, 0, 0, 9565938, 0, 0, 0, 95561928, 0, 0, 0, 173334468, 0, 0, 0, 111828600, 0, 0, 0, -147803644, 0, 0, 0, -382620636, 0, 0, 0, -207467568, 0, 0, 0, -137216660, 0, 0, 0, 66166116, 0, 0, 0, 170734716, 0, 0, 0, 75928418, 0, 0, 0, 369060648, 0, 0, 0, -211742424, 0, 0, 0, 795959136, 0, 0, 0, 1280631540, 0, 0, 0, -594549072, 0, 0, 0, 293394024, 0, 0, 0, 162224148, 0, 0, 0, 287870436, 0, 0, 0, 42956732, 0, 0, 0, -3068005248, 0, 0, 0, -901848816, 0, 0, 0, 1415844870, 0, 0, 0, 127014420, 0, 0, 0, -539069256, 0, 0, 0, -1712720084, 0, 0, 0, -2723995560, 0, 0, 0, -624974616, 0, 0, 0, 1753415620, 0, 0, 0, 5535237828, 0, 0, 0, 2565316008, 0, 0, 0, -4488204600, 0, 0, 0, 3459985632, 0, 0, 0, -3725668224, 0, 0, 0, -7306135200, 0, 0, 0, 5137967352, 0, 0, 0, -596836674, 0, 0, 0, 1980351628, 0, 0, 0, 4474180740, 0, 0, 0, 1708770168, 0, 0, 0, -1239302044, 0, 0, 0, 5184056724, 0, 0, 0, -728515944, 0, 0, 0, -13336430976, 0, 0, 0, 7915125252, 0, 0, 0, 883819188, 0, 0, 0, -1548531864, 0, 0, 0, -2347338396, 0, 0, 0, -11154668112, 0, 0, 0, 10075045996, 0, 0, 0, 13326336996, 0, 0, 0, 8844892848, 0, 0, 0, -5288549690, 0, 0, 0, -13347800220, 0, 0, 0, -2716726392, 0, 0, 0, 13833838368, 0, 0, 0, 24907889688, 0, 0, 0, -15225001704, 0, 0, 0, -31643311004, 0, 0, 0, 19216719492, 0, 0, 0, -18781938504, 0, 0, 0, -10652456668, 0, 0, 0, 38843872704, 0, 0, 0, -8205755220, 0, 0, 0, 6787652708, 0, 0, 0, -31759322400, 0, 0, 0, -34092425664, 0, 0, 0, -22642555492, 0, 0, 0, -28529946396, 0, 0, 0, -18807535152, 0, 0, 0, 33276386, 0, 0, 0, 77371292328, 0, 0, 0, -13520252700, 0, 0, 0, 15427165916, 0, 0, 0, 15774576216, 0, 0, 0, -25297367256, 0, 0, 0, 58920789312, 0, 0, 0, 59859210708, 0, 0, 0, 28325866536, 0, 0, 0, -26431208932, 0, 0, 0, 50327477940, 0, 0, 0, -6944870988, 0, 0, 0, -75694566940, 0, 0, 0, 35219191392, 0, 0, 0, 45896831064, 0, 0, 0, -12091106132, 0, 0, 0, -17960772228, 0, 0, 0, -48488659344, 0, 0, 0, 3713082916, 0, 0, 0, 130797203328, 0, 0, 0, 15616435338, 0, 0, 0, -125840823768, 0, 0, 0, -67594068972, 0, 0, 0, -16585385688, 0, 0, 0, -40273195996, 0, 0, 0, 50831042580, 0, 0, 0, -81187563600, 0, 0, 0, -167600645856, 0, 0, 0, 60134848416, 0, 0, 0, -4664792268, 0, 0, 0, -146457910040, 0, 0, 0, 107305445544, 0, 0, 0, -22655926152, 0, 0, 0, 26597016936, 0, 0, 0, 243410323968, 0, 0, 0, -36384576624, 0, 0, 0, 277782581736, 0, 0, 0, -28433061180, 0, 0, 0, 26644325976, 0, 0, 0, 168851936448, 0, 0, 0, -136322863020, 0, 0, 0, 38993329368, 0, 0, 0, -347532687742, 0, 0, 0, -241312091400, 0, 0, 0, -49910716728, 0, 0, 0, 152295647404, 0, 0, 0, 99619295160, 0, 0, 0, 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1652761327392, 0, 0, 0, -1656017348544, 0, 0, 0, -1833007910976, 0, 0, 0, -140378892696, 0, 0, 0, 1243434780984, 0, 0, 0, 836791330932, 0, 0, 0, 206898528096, 0, 0, 0, -1850623280352, 0, 0, 0, 60771778632, 0, 0, 0, 511972339060, 0, 0, 0, 1994358143220, 0, 0, 0, -37209548016, 0, 0, 0, 686412212260, 0, 0, 0, -344619843756, 0, 0, 0, 453731571216, 0, 0, 0, 4159932540952, 0, 0, 0, -2866977511980, 0, 0, 0, -251004649392, 0, 0, 0, -1153302465118, 0, 0, 0, -1272979740120, 0, 0, 0, 801815121072, 0, 0, 0, -2998592962848, 0, 0, 0, 919630019700, 0, 0, 0, 300092835420, 0, 0, 0, -4018582663128, 0, 0, 0, 2273266664064, 0, 0, 0, -1328052734856, 0, 0, 0, -100582580836, 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, 0.5773502691896257], [0.0, 0.0], [-1.1616, 0.0], [0.0, 0.0], [0.0, -1.2725271239281548], [0.0, 0.0], [-0.3333333333333333, 0.0], [0.0, 0.0], [0.0, -0.907135140525794], [0.0, 0.0], [-1.366688841427121, 0.0], [0.0, 0.0], [0.0, -0.6706500726906693], [0.0, 0.0], [-0.7879934387758767, 0.0], [0.0, 0.0], [0.0, 0.9995100477467933], [0.0, 0.0], [0.7346938775510204, 0.0], [0.0, 0.0], [0.0, -1.7941367837150581], [0.0, 0.0], [0.34931456, 0.0], [0.0, 0.0], [0.0, -0.19245008972987526], [0.0, 0.0], [-0.28568843217900664, 0.0], [0.0, 0.0], [0.0, -1.2946480615652443], [0.0, 0.0], [0.5237347175739362, 0.0], [0.0, 0.0], [0.0, 1.4781675071549445], [0.0, 0.0], [1.0009972462344483, 0.0], [0.0, 0.0], [0.0, -0.789058170496406], [0.0, 0.0], [1.0938823205501103, 0.0], [0.0, 0.0], [0.0, 0.6621855065955919], [0.0, 0.0], [0.3872, 0.0], [0.0, 0.0], [0.0, 1.3026924216199796], [0.0, 0.0], [-0.6193252811328613, 0.0], [0.0, 0.0], [0.0, -0.4549482239969113], [0.0, 0.0], [0.1351605814651857, 0.0], [0.0, 0.0], [0.0, 1.0537281792347624], [0.0, 0.0], [-0.5770673951243468, 0.0], [0.0, 0.0], [0.0, 0.47564411777915216], [0.0, 0.0], [-1.2389420043173975, 0.0], [0.0, 0.0], [0.0, 0.4241757079760516], [0.0, 0.0], [1.5875457582017436, 0.0], [0.0, 0.0], [0.0, -1.3610913477360649], [0.0, 0.0], [1.0358453550408981, 0.0], [0.0, 0.0], [0.0, 1.5675319288806702], [0.0, 0.0], [-1.8763843154933435, 0.0], [0.0, 0.0], [0.0, 0.20167685524785567], [0.0, 0.0], [-1.1543540713874512, 0.0], [0.0, 0.0], [0.0, -0.4690519016997024], [0.0, 0.0], [0.1111111111111111, 0.0], [0.0, 0.0], [0.0, 0.16412407986887972], [0.0, 0.0], [0.9153331784820584, 0.0], [0.0, 0.0], [0.0, -0.16494229322291162], [0.0, 0.0], [1.3813219390745064, 0.0], [0.0, 0.0], [0.0, 1.739148620685956], [0.0, 0.0], [0.747465406850521, 0.0], [0.0, 0.0], [0.0, -1.1610308714626751], [0.0, 0.0], [-0.8347726443186634, 0.0], [0.0, 0.0], [0.0, 0.3023783801752647], [0.0, 0.0], [-1.8384545529475713, 0.0], [0.0, 0.0], [0.0, 1.4462856058419302], [0.0, 0.0], [-0.8534204081632653, 0.0], [0.0, 0.0], [0.0, 1.531972312506759], [0.0, 0.0], [-0.48603870661080656, 0.0], [0.0, 0.0], [0.0, 0.5779260295715328], [0.0, 0.0], [0.2029045904030302, 0.0], [0.0, 0.0], [0.0, 2.0840692879634117], [0.0, 0.0], [0.4555629471423736, 0.0], [0.0, 0.0], [0.0, 1.0027430243197228], [0.0, 0.0], [0.17710583682324782, 0.0], [0.0, 0.0], [0.0, 0.6315532522313786], [0.0, 0.0], [0.755836207104, 0.0], [0.0, 0.0], [0.0, 1.039695237668188], [0.0, 0.0], [-0.3823129804864337, 0.0], [0.0, 0.0], [0.0, -1.0283563514152807], [0.0, 0.0], [1.2719036463965194, 0.0], [0.0, 0.0], [0.0, 0.2235500242302231], [0.0, 0.0], [1.8176569833960088, 0.0], [0.0, 0.0], [0.0, -1.314525794713722], [0.0, 0.0], [-0.7521098202935806, 0.0], [0.0, 0.0], [0.0, 1.239771474223026], [0.0, 0.0], [0.33185568281913413, 0.0], [0.0, 0.0], [0.0, -0.3575676177779981], [0.0, 0.0], [0.16456612105279428, 0.0], [0.0, 0.0], [0.0, 0.34108561124052506], [0.0, 0.0], [0.26266447959195893, 0.0], 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-0.3144539352791795, 0.08328831620271208, -0.32284623145881985, -0.2728123954941347, -0.3879440339334108, -0.16657501631525656, -0.15789606720946706, 0.05370865162584805, 0.11289771516685472, -0.2392360587221318, 0.03821675579500215, -0.3563264292553605, -0.38087139262968844, 0.14335191299502006, -0.44375037790048205, -0.46232310873517257, 0.013075282607949686, -0.1286598524127935, -0.318526901968507, -0.4355927088729508, 0.12865158167678223, 0.13887445777438248, -0.2890689272899488, -0.23382553826066904, 0.08700564062773852, -0.41404850301460894, -0.06848900974471317, -0.3858570601315742, -0.2368894215056988, 0.027276056700891952, -0.24718670430497253, 0.02744234713955474, 0.040227335143515196, -0.24435687384704025, 0.04184391591235019, -0.31531163525820716, -0.47139885052261177, -0.19884117780552593, -0.06458797516591898, -0.4246926926678722, 0.018579878105115466, 0.12064725335165849, -0.33755472656199176, -0.22119055902002732, -0.1880452979387, -0.43383944451758255, 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0.016371658579998002, -0.23673012098021604, -0.38193737976777403, 0.11145717079483693, 0.040610828560391464, -0.16327037783471748, -0.28303939407544415, 0.04553444355523336, -0.4811843120707606, -0.3778590678994957, 0.04999748204594506, 0.16281411836191367, -0.1332774140746101, -0.21426933521491268, -0.26752345560742274, 0.091553143056208, -0.4176010160279811, -0.329278712507508, -0.4740218968269631, -0.2094010023888861, -0.4736760299177501, -0.40316552043274917, -0.25405087809728083], 'char_orbit_index': 7, 'conrey_index': 127, 'dual_conrey_index': 127, 'dual_embedding_index': 1, 'dual_embedding_m': 1, 'embedding_index': 2, 'embedding_m': 2, 'embedding_root_imag': 0.8660254037844386, 'embedding_root_real': 0.5, 'hecke_orbit': 1, 'hecke_orbit_code': 412467855552, 'label': '192.9.g.a.127.2', 'level': 192, 'weight': 9}
• 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': 15552, 'analytic_conductor': 78.21669313173642, 'char_conductor': 4, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 7, 'char_orbit_label': 'g', 'char_order': 2, 'char_parity': -1, 'char_values': [192, 2, [127, 133, 65], [1, 2, 2]], 'conrey_index': 127, 'cusp_dim': 244, 'dim': 32, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 412467855552, 'hecke_orbit_dims': [2, 2, 4, 8, 8, 8], 'label': '192.9.g', 'level': 192, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'mf_dim': 268, 'mf_new_dim': 32, 'num_forms': 6, 'prim_orbit_index': 2, 'relative_dim': 32, 'sturm_bound': 288, 'trace_bound': 5, 'trace_display': [0, 0, 0, 0], 'traces': [32, 0, 0, 0, 0, 0, 0, 0, -69984, 0, 0, 0, 51392, 0, 0, 0, 154560, 0, 0, 0, 243648, 0, 0, 0, 3208288, 0, 0, 0, -2132352, 0, 0, 0, 0, 0, 0, 0, -431552, 0, 0, 0, 4374720, 0, 0, 0, 0, 0, 0, 0, -26353376, 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-583697750464, 0, 0, 0, 36527849472, 0, 0, 0, 300509336448, 0, 0, 0, -398645860480, 0, 0, 0, 2079884839104, 0, 0, 0, 349056449280, 0, 0, 0, -2883183721184, 0, 0, 0, 336394833408, 0, 0, 0, 2395740436992, 0, 0, 0, 1600556542208, 0, 0, 0, 3642657202368, 0, 0, 0, 922177628352, 0, 0, 0, -5052612394112, 0, 0, 0, 566815385088, 0, 0, 0, -483242848128, 0, 0, 0, -7119540515008, 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: 5256029
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 127, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 412467855552, 'source_is_minimal': False, 'source_label': '192.9.g.a.127.2', 'source_level': 192, 'target_conrey_index': 127, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 412467855552, 'target_is_minimal': False, 'target_label': '192.9.g.a.127.2', 'target_level': 192, 'twist_class_label': '48.9.g.b.31.1', 'twist_class_level': 48, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 9}
  • id: 5256030
    {'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 127, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 412467855552, 'source_is_minimal': False, 'source_label': '192.9.g.a.127.2', 'source_level': 192, 'target_conrey_index': 127, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 412467855552, 'target_is_minimal': False, 'target_label': '192.9.g.a.127.1', 'target_level': 192, 'twist_class_label': '48.9.g.b.31.1', 'twist_class_level': 48, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 9}
  • id: 5256031
    {'conductor': 8, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 127, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 412467855552, 'source_is_minimal': False, 'source_label': '192.9.g.a.127.2', 'source_level': 192, 'target_conrey_index': 31, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 4504012095225904, 'target_is_minimal': True, 'target_label': '48.9.g.b.31.2', 'target_level': 48, 'twist_class_label': '48.9.g.b.31.1', 'twist_class_level': 48, 'twisting_char_label': '8.3', 'twisting_conrey_index': 3, 'weight': 9}
  • id: 5256032
    {'conductor': 8, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 127, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 412467855552, 'source_is_minimal': False, 'source_label': '192.9.g.a.127.2', 'source_level': 192, 'target_conrey_index': 31, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4504012095225904, 'target_is_minimal': True, 'target_label': '48.9.g.b.31.1', 'target_level': 48, 'twist_class_label': '48.9.g.b.31.1', 'twist_class_level': 48, 'twisting_char_label': '8.5', 'twisting_conrey_index': 5, 'weight': 9}
  • id: 5256033
    {'conductor': 24, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 127, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 412467855552, 'source_is_minimal': False, 'source_label': '192.9.g.a.127.2', 'source_level': 192, 'target_conrey_index': 127, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9007611722596496, 'target_is_minimal': False, 'target_label': '144.9.g.c.127.1', 'target_level': 144, 'twist_class_label': '48.9.g.b.31.1', 'twist_class_level': 48, 'twisting_char_label': '24.5', 'twisting_conrey_index': 5, 'weight': 9}
  • id: 5256034
    {'conductor': 24, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 127, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 412467855552, 'source_is_minimal': False, 'source_label': '192.9.g.a.127.2', 'source_level': 192, 'target_conrey_index': 127, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 9007611722596496, 'target_is_minimal': False, 'target_label': '144.9.g.c.127.2', 'target_level': 144, 'twist_class_label': '48.9.g.b.31.1', 'twist_class_level': 48, 'twisting_char_label': '24.11', 'twisting_conrey_index': 11, 'weight': 9}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 482700
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 412467855552, 'p': 2}
  • id: 482701
    {'charpoly_factorization': [[[2187, 0, 1], 1]], 'hecke_orbit_code': 412467855552, 'p': 3}
  • id: 482702
    {'charpoly_factorization': [[[726, 1], 2]], 'hecke_orbit_code': 412467855552, 'p': 5}
  • id: 482703
    {'charpoly_factorization': [[[9335088, 0, 1], 1]], 'hecke_orbit_code': 412467855552, 'p': 7}
  • id: 482704
    {'charpoly_factorization': [[[176394672, 0, 1], 1]], 'hecke_orbit_code': 412467855552, 'p': 11}
  • id: 482705
    {'charpoly_factorization': [[[39034, 1], 2]], 'hecke_orbit_code': 412467855552, 'p': 13}
  • id: 482706
    {'charpoly_factorization': [[[65814, 1], 2]], 'hecke_orbit_code': 412467855552, 'p': 17}
  • id: 482707
    {'charpoly_factorization': [[[16966924848, 0, 1], 1]], 'hecke_orbit_code': 412467855552, 'p': 19}
  • id: 482708
    {'charpoly_factorization': [[[252077329152, 0, 1], 1]], 'hecke_orbit_code': 412467855552, 'p': 23}
  • id: 482709
    {'charpoly_factorization': [[[202062, 1], 2]], 'hecke_orbit_code': 412467855552, 'p': 29}
  • id: 482710
    {'charpoly_factorization': [[[1429542270000, 0, 1], 1]], 'hecke_orbit_code': 412467855552, 'p': 31}
  • id: 482711
    {'charpoly_factorization': [[[-1876030, 1], 2]], 'hecke_orbit_code': 412467855552, 'p': 37}
  • id: 482712
    {'charpoly_factorization': [[[-3091050, 1], 2]], 'hecke_orbit_code': 412467855552, 'p': 41}
  • id: 482713
    {'charpoly_factorization': [[[5125154792112, 0, 1], 1]], 'hecke_orbit_code': 412467855552, 'p': 43}
  • id: 482714
    {'charpoly_factorization': [[[40407933129408, 0, 1], 1]], 'hecke_orbit_code': 412467855552, 'p': 47}
  • id: 482715
    {'charpoly_factorization': [[[-1066482, 1], 2]], 'hecke_orbit_code': 412467855552, 'p': 53}
  • id: 482716
    {'charpoly_factorization': [[[33218525693232, 0, 1], 1]], 'hecke_orbit_code': 412467855552, 'p': 59}
  • id: 482717
    {'charpoly_factorization': [[[17154194, 1], 2]], 'hecke_orbit_code': 412467855552, 'p': 61}
  • id: 482718
    {'charpoly_factorization': [[[752268658081968, 0, 1], 1]], 'hecke_orbit_code': 412467855552, 'p': 67}
  • id: 482719
    {'charpoly_factorization': [[[1586717388582912, 0, 1], 1]], 'hecke_orbit_code': 412467855552, 'p': 71}
  • id: 482720
    {'charpoly_factorization': [[[53286014, 1], 2]], 'hecke_orbit_code': 412467855552, 'p': 73}
  • id: 482721
    {'charpoly_factorization': [[[333778633635888, 0, 1], 1]], 'hecke_orbit_code': 412467855552, 'p': 79}
  • id: 482722
    {'charpoly_factorization': [[[60669350784432, 0, 1], 1]], 'hecke_orbit_code': 412467855552, 'p': 83}
  • id: 482723
    {'charpoly_factorization': [[[-86667234, 1], 2]], 'hecke_orbit_code': 412467855552, 'p': 89}
  • id: 482724
    {'charpoly_factorization': [[[73901822, 1], 2]], 'hecke_orbit_code': 412467855552, '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': 7, 'hecke_orbit': 1, 'label': '192.9.g.a', 'level': 192, '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: 35443000
    {'hecke_orbit_code': 412467855552, 'n': 1, 'trace_an': 2}
  • id: 35443001
    {'hecke_orbit_code': 412467855552, 'n': 2, 'trace_an': 0}
  • id: 35443002
    {'hecke_orbit_code': 412467855552, 'n': 3, 'trace_an': 0}
  • id: 35443003
    {'hecke_orbit_code': 412467855552, 'n': 4, 'trace_an': 0}
  • id: 35443004
    {'hecke_orbit_code': 412467855552, 'n': 5, 'trace_an': -1452}
  • id: 35443005
    {'hecke_orbit_code': 412467855552, 'n': 6, 'trace_an': 0}
  • id: 35443006
    {'hecke_orbit_code': 412467855552, 'n': 7, 'trace_an': 0}
  • id: 35443007
    {'hecke_orbit_code': 412467855552, 'n': 8, 'trace_an': 0}
  • id: 35443008
    {'hecke_orbit_code': 412467855552, 'n': 9, 'trace_an': -4374}
  • id: 35443009
    {'hecke_orbit_code': 412467855552, 'n': 10, 'trace_an': 0}
  • id: 35443010
    {'hecke_orbit_code': 412467855552, 'n': 11, 'trace_an': 0}
  • id: 35443011
    {'hecke_orbit_code': 412467855552, 'n': 12, 'trace_an': 0}
  • id: 35443012
    {'hecke_orbit_code': 412467855552, 'n': 13, 'trace_an': -78068}
  • id: 35443013
    {'hecke_orbit_code': 412467855552, 'n': 14, 'trace_an': 0}
  • id: 35443014
    {'hecke_orbit_code': 412467855552, 'n': 15, 'trace_an': 0}
  • id: 35443015
    {'hecke_orbit_code': 412467855552, 'n': 16, 'trace_an': 0}
  • id: 35443016
    {'hecke_orbit_code': 412467855552, 'n': 17, 'trace_an': -131628}
  • id: 35443017
    {'hecke_orbit_code': 412467855552, 'n': 18, 'trace_an': 0}
  • id: 35443018
    {'hecke_orbit_code': 412467855552, 'n': 19, 'trace_an': 0}
  • id: 35443019
    {'hecke_orbit_code': 412467855552, 'n': 20, 'trace_an': 0}
  • id: 35443020
    {'hecke_orbit_code': 412467855552, 'n': 21, 'trace_an': 285768}
  • id: 35443021
    {'hecke_orbit_code': 412467855552, 'n': 22, 'trace_an': 0}
  • id: 35443022
    {'hecke_orbit_code': 412467855552, 'n': 23, 'trace_an': 0}
  • id: 35443023
    {'hecke_orbit_code': 412467855552, 'n': 24, 'trace_an': 0}
  • id: 35443024
    {'hecke_orbit_code': 412467855552, 'n': 25, 'trace_an': 272902}
  • id: 35443025
    {'hecke_orbit_code': 412467855552, 'n': 26, 'trace_an': 0}
  • id: 35443026
    {'hecke_orbit_code': 412467855552, 'n': 27, 'trace_an': 0}
  • id: 35443027
    {'hecke_orbit_code': 412467855552, 'n': 28, 'trace_an': 0}
  • id: 35443028
    {'hecke_orbit_code': 412467855552, 'n': 29, 'trace_an': -404124}
  • id: 35443029
    {'hecke_orbit_code': 412467855552, 'n': 30, 'trace_an': 0}
  • id: 35443030
    {'hecke_orbit_code': 412467855552, 'n': 31, 'trace_an': 0}
  • id: 35443031
    {'hecke_orbit_code': 412467855552, 'n': 32, 'trace_an': 0}
  • id: 35443032
    {'hecke_orbit_code': 412467855552, 'n': 33, 'trace_an': 1242216}
  • id: 35443033
    {'hecke_orbit_code': 412467855552, 'n': 34, 'trace_an': 0}
  • id: 35443034
    {'hecke_orbit_code': 412467855552, 'n': 35, 'trace_an': 0}
  • id: 35443035
    {'hecke_orbit_code': 412467855552, 'n': 36, 'trace_an': 0}
  • id: 35443036
    {'hecke_orbit_code': 412467855552, 'n': 37, 'trace_an': 3752060}
  • id: 35443037
    {'hecke_orbit_code': 412467855552, 'n': 38, 'trace_an': 0}
  • id: 35443038
    {'hecke_orbit_code': 412467855552, 'n': 39, 'trace_an': 0}
  • id: 35443039
    {'hecke_orbit_code': 412467855552, 'n': 40, 'trace_an': 0}
  • id: 35443040
    {'hecke_orbit_code': 412467855552, 'n': 41, 'trace_an': 6182100}
  • id: 35443041
    {'hecke_orbit_code': 412467855552, 'n': 42, 'trace_an': 0}
  • id: 35443042
    {'hecke_orbit_code': 412467855552, 'n': 43, 'trace_an': 0}
  • id: 35443043
    {'hecke_orbit_code': 412467855552, 'n': 44, 'trace_an': 0}
  • id: 35443044
    {'hecke_orbit_code': 412467855552, 'n': 45, 'trace_an': 3175524}
  • id: 35443045
    {'hecke_orbit_code': 412467855552, 'n': 46, 'trace_an': 0}
  • id: 35443046
    {'hecke_orbit_code': 412467855552, 'n': 47, 'trace_an': 0}
  • id: 35443047
    {'hecke_orbit_code': 412467855552, 'n': 48, 'trace_an': 0}
  • id: 35443048
    {'hecke_orbit_code': 412467855552, 'n': 49, 'trace_an': -7140574}
  • id: 35443049
    {'hecke_orbit_code': 412467855552, 'n': 50, 'trace_an': 0}
  • id: 35443050
    {'hecke_orbit_code': 412467855552, 'n': 51, 'trace_an': 0}
  • id: 35443051
    {'hecke_orbit_code': 412467855552, 'n': 52, 'trace_an': 0}
  • id: 35443052
    {'hecke_orbit_code': 412467855552, 'n': 53, 'trace_an': 2132964}
  • id: 35443053
    {'hecke_orbit_code': 412467855552, 'n': 54, 'trace_an': 0}
  • id: 35443054
    {'hecke_orbit_code': 412467855552, 'n': 55, 'trace_an': 0}
  • id: 35443055
    {'hecke_orbit_code': 412467855552, 'n': 56, 'trace_an': 0}
  • id: 35443056
    {'hecke_orbit_code': 412467855552, 'n': 57, 'trace_an': -12183048}
  • id: 35443057
    {'hecke_orbit_code': 412467855552, 'n': 58, 'trace_an': 0}
  • id: 35443058
    {'hecke_orbit_code': 412467855552, 'n': 59, 'trace_an': 0}
  • id: 35443059
    {'hecke_orbit_code': 412467855552, 'n': 60, 'trace_an': 0}
  • id: 35443060
    {'hecke_orbit_code': 412467855552, 'n': 61, 'trace_an': -34308388}
  • id: 35443061
    {'hecke_orbit_code': 412467855552, 'n': 62, 'trace_an': 0}
  • id: 35443062
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