Embedded newform data - 588.6.a.p.1.4

Formats: - HTML - YAML - JSON - 2024-12-14T17:37:12.261650

• 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': 21168, 'analytic_conductor': 94.3056860500326, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [3, -1], [7, -1]], 'atkin_lehner_string': '---', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [588, 1, [295, 197, 493], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 4, 'field_disc': 71560568444, 'field_disc_factorization': [[2, 2], [3229, 1], [5540459, 1]], 'field_poly': [59664, -686, -699, -2, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': -1, 'has_non_self_twist': 0, 'hecke_cutters': [[5, [10763676, -82500, -8977, 0, 1]]], 'hecke_orbit': 16, 'hecke_orbit_code': 67553994511221324, 'hecke_ring_generator_nbound': 11, 'hecke_ring_index': 504, 'hecke_ring_index_factorization': [[2, 3], [3, 2], [7, 1]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': True, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '588.6.a.p', 'level': 588, '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': '84.6.i.c', 'prim_orbit_index': 1, 'qexp_display': 'q+9q^{3}+\\beta _{2}q^{5}+3^{4}q^{9}+(116+\\beta _{1}+\\cdots)q^{11}+\\cdots', 'related_objects': [], 'relative_dim': 4, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '588.6.a', 'trace_display': [0, 36, 0, 0], 'trace_hash': 2278456898772083865, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.055', 'prec': 17}, {'__RealLiteral__': 0, 'data': '3.722', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.607', 'prec': 17}, {'__RealLiteral__': 0, 'data': '37.526', 'prec': 20}, {'__RealLiteral__': 0, 'data': '8.346', 'prec': 17}, {'__RealLiteral__': 0, 'data': '566.041', 'prec': 24}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.003', 'prec': 17}, 'traces': [4, 0, 36, 0, 0, 0, 0, 0, 324, 0, 462, 0, 602, 0, 0, 0, 228, 0, 358, 0, 0, 0, 2148, 0, 5454, 0, 2916, 0, -5532, 0, 830, 0, 4158, 0, 0, 0, 3914, 0, 5418, 0, 8316, 0, -14518, 0, 0, 0, 41700, 0, 0, 0, 2052, 0, -22164, 0, -3892, 0, 3222, 0, 32886, 0, 83732, 0, 0, 0, 93192, 0, 80034, 0, 19332, 0, 44772, 0, -22470, 0, 49086, 0, 0, 0, 75286, 0, 26244, 0, 17418, 0, 139252, 0, -49788, 0, 28944, 0, 0, 0, 7470, 0, 144120, 0, 216678, 0, 37422, 0, -273852, 0, 120562, 0, 0, 0, 245622, 0, -80898, 0, 35226, 0, 493476, 0, -578908, 0, 48762, 0, 0, 0, 320238, 0, 74844, 0, 247500, 0, 801346, 0, -130662, 0, 21426, 0, 0, 0, 0, 0, -297504, 0, 169794, 0, 375300, 0, -1291728, 0, 303658, 0, 0, 0, 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• 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

  
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-0.3695528634173726, -0.16987526311900814, -0.20245293396069375, -0.1588410714166739, -0.3357003693615819, -0.131605128332787, -0.26356696124280293, -0.3005844568729665, -0.30017742361982164, -0.3540617243200906, -0.324340234713105, -0.3081639974366017, -0.41355572126325746, -0.19233995205556392, -0.4139359932578201, -0.12306326503738228, -0.1090910621862585, -0.3413067481576929, -0.13700004781650987, -0.18497292451881822, -0.14666600808124952, -0.2851326854707019, -0.08552431829193759, -0.27377941239603343, -0.2226904695103729, -0.19871280331437385, -0.24116392541956913, -0.427234359937585, -0.16823693980847676, -0.24491080629645193, -0.21428553441340317, -0.20735196594374863, -0.265612633229696, -0.19603323944731152, -0.28233159746314906, -0.2907808798559067, -0.26176491382590295, -0.39343314792486506, -0.09075521362751263, -0.24550637723694113, -0.24221548281329547, -0.3256553253306188, -0.2396131511930309, -0.25772822249751864, -0.25251858211280975, -0.3226563788501678, 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-0.41093981655853296, -0.16345549968239614, -0.3884413561468869, -0.07855836231959312, -0.27053055593220743, -0.20347354997672198, -0.18076456666402663, -0.19754211492662746, -0.30043266184292955, -0.16690359498143129, -0.23348007952115837, -0.33360100140262233, -0.3204274901943942, -0.289766304228393, -0.09413233948935848, -0.394482609640566, -0.26960292672670044, -0.38441119822843, -0.23428569512141798], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 4, 'dual_embedding_m': 4, 'embedding_index': 4, 'embedding_m': 4, 'embedding_root_imag': 0.0, 'embedding_root_real': -22.483104247793413, 'hecke_orbit': 16, 'hecke_orbit_code': 67553994511221324, 'label': '588.6.a.p.1.4', 'level': 588, 'weight': 6}
• 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

  
  {'ALdims': [0, 0, 0, 0, 8, 9, 7, 10], 'Nk2': 21168, 'analytic_conductor': 94.3056860500326, 'char_conductor': 1, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [588, 1, [295, 197, 493], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 536, 'dim': 34, 'eis_dim': 48, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 100663884, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 4, 4, 4, 4], 'label': '588.6.a', 'level': 588, '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': 584, 'mf_new_dim': 34, 'num_forms': 16, 'plus_dim': 16, 'prim_orbit_index': 1, 'relative_dim': 34, 'sturm_bound': 672, 'trace_bound': 11, 'trace_display': [0, 0, -44, 0], 'traces': [34, 0, 0, 0, -44, 0, 0, 0, 2754, 0, 356, 0, 396, 0, 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0, -35866656, 0, 0, 0, -4347612, 0, -63743288, 0, -30754776, 0, 18068994, 0, -10777904, 0, 28892988, 0, 0, 0, 13834748, 0, -27675794, 0, 11528640, 0, -22364628, 0, -5137560, 0, 10325232, 0, 0, 0, 1367126, 0, -11454984, 0, 9972064, 0, 18179132, 0, -5697504, 0, -25610548, 0, 0, 0, 23187384, 0, 4362040, 0, 17280324, 0, 11201724, 0, 20669620, 0, -11891832, 0, 0, 0, 113792100, 0, -2126376, 0, 3913272, 0, 11297152, 0, -58496784, 0, 27378216, 0, 0, 0, 10755140, 0, -27779472, 0, -44825292, 0, -84641648, 0, -12094596, 0, 7271432, 0, 0, 0, -35537148, 0, -11282100, 0, -15167088, 0, 16469568, 0, 22667360, 0, -11574432, 0, 0, 0, 33328100, 0, 70414800, 0, 26642664, 0, 65319708, 0, 17871660, 0, -13063680, 0, 0, 0, -94619848, 0, -4567914, 0, 16305128, 0, 61630878, 0, -17956440, 0, -88372, 0, 0, 0, 119214, 0, 161339520, 0, -672084, 0, 6656580, 0, -30411540, 0, 40545240, 0, 0, 0, 2248188, 0, -55546776, 0, -12685104, 0, -136010980, 0, -15955872, 0, -8830620, 0, 0, 0, -6246820, 0, 8735040, 0, -17033076, 0, 64633658, 0, 24959808, 0, -83663928, 0, 0, 0, 2335716, 0, 99519628, 0, 51258888, 0, -72943200, 0, 24609552, 0, -15529512, 0, 0, 0, -13466356, 0, -41682294, 0, 4156596, 0, 25032448, 0, 47390208, 0, 1314360, 0, 0, 0, 93460146, 0, 101695050, 0, 138907176, 0, 14094526, 0, 923400, 0, 49215276, 0, 0, 0, -19013652, 0, 15215952, 0, 74445780, 0, 50569074, 0, 7061620, 0, -31031832, 0, 0, 0, -334251004, 0, -29612938, 0, -25445232, 0, -25735824, 0, -35513880, 0, -66329856, 0, 0, 0, 261230320, 0, 1214352, 0, 16866008, 0, -61048310, 0, 79670448, 0, 70818192, 0, 0, 0, 67319298, 0, -69491308, 0, 6631368, 0, -23751306, 0, -8700192, 0, -80522328, 0, 0, 0, 45051600, 0, 94384958, 0, 10476432, 0, 16926176, 0, 4448556, 0, -8817984, 0], 'weight': 6, '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: 47951419
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 4, 'source_hecke_orbit_code': 67553994511221324, 'source_is_minimal': False, 'source_label': '588.6.a.p.1.4', 'source_level': 588, 'target_conrey_index': 1, 'target_dim': 4, 'target_embedding_index': 4, 'target_hecke_orbit_code': 67553994511221324, 'target_is_minimal': False, 'target_label': '588.6.a.p.1.4', 'target_level': 588, 'twist_class_label': '84.6.i.c.25.4', 'twist_class_level': 84, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 6}
  • id: 47951420
    {'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 4, 'source_hecke_orbit_code': 67553994511221324, 'source_is_minimal': False, 'source_label': '588.6.a.p.1.4', 'source_level': 588, 'target_conrey_index': 361, 'target_dim': 8, 'target_embedding_index': 1, 'target_hecke_orbit_code': 63050944639664716, 'target_is_minimal': False, 'target_label': '588.6.i.o.361.1', 'target_level': 588, 'twist_class_label': '84.6.i.c.25.4', 'twist_class_level': 84, 'twisting_char_label': '7.2', 'twisting_conrey_index': 2, 'weight': 6}
  • id: 47951421
    {'conductor': 7, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 4, 'source_hecke_orbit_code': 67553994511221324, 'source_is_minimal': False, 'source_label': '588.6.a.p.1.4', 'source_level': 588, 'target_conrey_index': 37, 'target_dim': 8, 'target_embedding_index': 4, 'target_hecke_orbit_code': 9007749111218260, 'target_is_minimal': True, 'target_label': '84.6.i.c.37.4', 'target_level': 84, 'twist_class_label': '84.6.i.c.25.4', 'twist_class_level': 84, 'twisting_char_label': '7.3', 'twisting_conrey_index': 3, 'weight': 6}
  • id: 47951422
    {'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 4, 'source_hecke_orbit_code': 67553994511221324, 'source_is_minimal': False, 'source_label': '588.6.a.p.1.4', 'source_level': 588, 'target_conrey_index': 373, 'target_dim': 8, 'target_embedding_index': 1, 'target_hecke_orbit_code': 63050944639664716, 'target_is_minimal': False, 'target_label': '588.6.i.o.373.1', 'target_level': 588, 'twist_class_label': '84.6.i.c.25.4', 'twist_class_level': 84, 'twisting_char_label': '7.4', 'twisting_conrey_index': 4, 'weight': 6}
  • id: 47951423
    {'conductor': 7, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 4, 'source_hecke_orbit_code': 67553994511221324, 'source_is_minimal': False, 'source_label': '588.6.a.p.1.4', 'source_level': 588, 'target_conrey_index': 25, 'target_dim': 8, 'target_embedding_index': 4, 'target_hecke_orbit_code': 9007749111218260, 'target_is_minimal': True, 'target_label': '84.6.i.c.25.4', 'target_level': 84, 'twist_class_label': '84.6.i.c.25.4', 'twist_class_level': 84, 'twisting_char_label': '7.5', 'twisting_conrey_index': 5, 'weight': 6}
  • id: 47951424
    {'conductor': 7, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 4, 'source_hecke_orbit_code': 67553994511221324, 'source_is_minimal': False, 'source_label': '588.6.a.p.1.4', 'source_level': 588, 'target_conrey_index': 1, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 58546795256480332, 'target_is_minimal': False, 'target_label': '588.6.a.n.1.1', 'target_level': 588, 'twist_class_label': '84.6.i.c.25.4', 'twist_class_level': 84, 'twisting_char_label': '7.6', 'twisting_conrey_index': 6, 'weight': 6}
  • id: 47951425
    {'conductor': 21, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 4, 'source_hecke_orbit_code': 67553994511221324, 'source_is_minimal': False, 'source_label': '588.6.a.p.1.4', 'source_level': 588, 'target_conrey_index': 109, 'target_dim': 8, 'target_embedding_index': 1, 'target_hecke_orbit_code': 22518685432283388, 'target_is_minimal': False, 'target_label': '252.6.k.f.109.1', 'target_level': 252, 'twist_class_label': '84.6.i.c.25.4', 'twist_class_level': 84, 'twisting_char_label': '21.5', 'twisting_conrey_index': 5, 'weight': 6}
  • id: 47951426
    {'conductor': 21, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 4, 'source_hecke_orbit_code': 67553994511221324, 'source_is_minimal': False, 'source_label': '588.6.a.p.1.4', 'source_level': 588, 'target_conrey_index': 37, 'target_dim': 8, 'target_embedding_index': 1, 'target_hecke_orbit_code': 22518685432283388, 'target_is_minimal': False, 'target_label': '252.6.k.f.37.1', 'target_level': 252, 'twist_class_label': '84.6.i.c.25.4', 'twist_class_level': 84, 'twisting_char_label': '21.17', 'twisting_conrey_index': 17, 'weight': 6}
  • id: 47951427
    {'conductor': 28, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 4, 'source_hecke_orbit_code': 67553994511221324, 'source_is_minimal': False, 'source_label': '588.6.a.p.1.4', 'source_level': 588, 'target_conrey_index': 289, 'target_dim': 8, 'target_embedding_index': 4, 'target_hecke_orbit_code': 36029896631255376, 'target_is_minimal': False, 'target_label': '336.6.q.i.289.4', 'target_level': 336, 'twist_class_label': '84.6.i.c.25.4', 'twist_class_level': 84, 'twisting_char_label': '28.3', 'twisting_conrey_index': 3, 'weight': 6}
  • id: 47951428
    {'conductor': 28, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 4, 'source_hecke_orbit_code': 67553994511221324, 'source_is_minimal': False, 'source_label': '588.6.a.p.1.4', 'source_level': 588, 'target_conrey_index': 193, 'target_dim': 8, 'target_embedding_index': 4, 'target_hecke_orbit_code': 36029896631255376, 'target_is_minimal': False, 'target_label': '336.6.q.i.193.4', 'target_level': 336, 'twist_class_label': '84.6.i.c.25.4', 'twist_class_level': 84, 'twisting_char_label': '28.19', 'twisting_conrey_index': 19, 'weight': 6}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 1090525
    {'charpoly_factorization': [[[0, 1], 4]], 'hecke_orbit_code': 67553994511221324, 'p': 2}
  • id: 1090526
    {'charpoly_factorization': [[[-9, 1], 4]], 'hecke_orbit_code': 67553994511221324, 'p': 3}
  • id: 1090527
    {'charpoly_factorization': [[[10763676, -82500, -8977, 0, 1], 1]], 'hecke_orbit_code': 67553994511221324, 'p': 5}
  • id: 1090528
    {'charpoly_factorization': [[[0, 1], 4]], 'hecke_orbit_code': 67553994511221324, 'p': 7}
  • id: 1090529
    {'charpoly_factorization': [[[-16028038332, 173087076, -375499, -462, 1], 1]], 'hecke_orbit_code': 67553994511221324, 'p': 11}
  • id: 1090530
    {'charpoly_factorization': [[[755795447424, 524570364, -1649999, -602, 1], 1]], 'hecke_orbit_code': 67553994511221324, 'p': 13}
  • id: 1090531
    {'charpoly_factorization': [[[-15241024512, -376181376, -1810144, -228, 1], 1]], 'hecke_orbit_code': 67553994511221324, 'p': 17}
  • id: 1090532
    {'charpoly_factorization': [[[865904533024, -126640300, -2539119, -358, 1], 1]], 'hecke_orbit_code': 67553994511221324, 'p': 19}
  • id: 1090533
    {'charpoly_factorization': [[[-13518157473792, 25414698624, -8892544, -2148, 1], 1]], 'hecke_orbit_code': 67553994511221324, 'p': 23}
  • id: 1090534
    {'charpoly_factorization': [[[-333378202056336, -209001060264, -25333909, 5532, 1], 1]], 'hecke_orbit_code': 67553994511221324, 'p': 29}
  • id: 1090535
    {'charpoly_factorization': [[[100222024781907, 288524003262, -83261012, -830, 1], 1]], 'hecke_orbit_code': 67553994511221324, 'p': 31}
  • id: 1090536
    {'charpoly_factorization': [[[4014541305517696, 105048527476, -195521367, -3914, 1], 1]], 'hecke_orbit_code': 67553994511221324, 'p': 37}
  • id: 1090537
    {'charpoly_factorization': [[[-15183573038258688, 4683718967328, -331705692, -8316, 1], 1]], 'hecke_orbit_code': 67553994511221324, 'p': 41}
  • id: 1090538
    {'charpoly_factorization': [[[-359515701753932, -808429867700, -34227939, 14518, 1], 1]], 'hecke_orbit_code': 67553994511221324, 'p': 43}
  • id: 1090539
    {'charpoly_factorization': [[[-76658470187172624, 6820863325200, 284024448, -41700, 1], 1]], 'hecke_orbit_code': 67553994511221324, 'p': 47}
  • id: 1090540
    {'charpoly_factorization': [[[-297816521843317392, -36961147492848, -1060281261, 22164, 1], 1]], 'hecke_orbit_code': 67553994511221324, 'p': 53}
  • id: 1090541
    {'charpoly_factorization': [[[127898167122221328, 17253212501376, -694424503, -32886, 1], 1]], 'hecke_orbit_code': 67553994511221324, 'p': 59}
  • id: 1090542
    {'charpoly_factorization': [[[-62341839889352784, -1713875329968, 1760461840, -83732, 1], 1]], 'hecke_orbit_code': 67553994511221324, 'p': 61}
  • id: 1090543
    {'charpoly_factorization': [[[-568852087453607204, 45854895766776, 709795933, -80034, 1], 1]], 'hecke_orbit_code': 67553994511221324, 'p': 67}
  • id: 1090544
    {'charpoly_factorization': [[[419909597575926192, 22791022825104, -1613214448, -44772, 1], 1]], 'hecke_orbit_code': 67553994511221324, 'p': 71}
  • id: 1090545
    {'charpoly_factorization': [[[1448710775440911700, -125400145468380, -4559500763, 22470, 1], 1]], 'hecke_orbit_code': 67553994511221324, 'p': 73}
  • id: 1090546
    {'charpoly_factorization': [[[-1857775228708186269, 172947506491974, -2050339220, -75286, 1], 1]], 'hecke_orbit_code': 67553994511221324, 'p': 79}
  • id: 1090547
    {'charpoly_factorization': [[[533388455771927508, -46412554631820, -4093369579, -17418, 1], 1]], 'hecke_orbit_code': 67553994511221324, 'p': 83}
  • id: 1090548
    {'charpoly_factorization': [[[113797506432572928, 349175530734912, -17350983972, -28944, 1], 1]], 'hecke_orbit_code': 67553994511221324, 'p': 89}
  • id: 1090549
    {'charpoly_factorization': [[[-37014257103217414172, 607146557165436, 9253638277, -216678, 1], 1]], 'hecke_orbit_code': 67553994511221324, 'p': 97}
• mf_newform_portraits •

  Column	Type
  char_orbit_index	smallint
  hecke_orbit	integer
  label	text
  level	integer
  portrait	text
  weight	smallint

  
  {'char_orbit_index': 1, 'hecke_orbit': 16, 'label': '588.6.a.p', 'level': 588, 'portrait': 'data:image/png;base64,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', 'weight': 6}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 61124821
    {'hecke_orbit_code': 67553994511221324, 'n': 1, 'trace_an': 4}
  • id: 61124822
    {'hecke_orbit_code': 67553994511221324, 'n': 2, 'trace_an': 0}
  • id: 61124823
    {'hecke_orbit_code': 67553994511221324, 'n': 3, 'trace_an': 36}
  • id: 61124824
    {'hecke_orbit_code': 67553994511221324, 'n': 4, 'trace_an': 0}
  • id: 61124825
    {'hecke_orbit_code': 67553994511221324, 'n': 5, 'trace_an': 0}
  • id: 61124826
    {'hecke_orbit_code': 67553994511221324, 'n': 6, 'trace_an': 0}
  • id: 61124827
    {'hecke_orbit_code': 67553994511221324, 'n': 7, 'trace_an': 0}
  • id: 61124828
    {'hecke_orbit_code': 67553994511221324, 'n': 8, 'trace_an': 0}
  • id: 61124829
    {'hecke_orbit_code': 67553994511221324, 'n': 9, 'trace_an': 324}
  • id: 61124830
    {'hecke_orbit_code': 67553994511221324, 'n': 10, 'trace_an': 0}
  • id: 61124831
    {'hecke_orbit_code': 67553994511221324, 'n': 11, 'trace_an': 462}
  • id: 61124832
    {'hecke_orbit_code': 67553994511221324, 'n': 12, 'trace_an': 0}
  • id: 61124833
    {'hecke_orbit_code': 67553994511221324, 'n': 13, 'trace_an': 602}
  • id: 61124834
    {'hecke_orbit_code': 67553994511221324, 'n': 14, 'trace_an': 0}
  • id: 61124835
    {'hecke_orbit_code': 67553994511221324, 'n': 15, 'trace_an': 0}
  • id: 61124836
    {'hecke_orbit_code': 67553994511221324, 'n': 16, 'trace_an': 0}
  • id: 61124837
    {'hecke_orbit_code': 67553994511221324, 'n': 17, 'trace_an': 228}
  • id: 61124838
    {'hecke_orbit_code': 67553994511221324, 'n': 18, 'trace_an': 0}
  • id: 61124839
    {'hecke_orbit_code': 67553994511221324, 'n': 19, 'trace_an': 358}
  • id: 61124840
    {'hecke_orbit_code': 67553994511221324, 'n': 20, 'trace_an': 0}
  • id: 61124841
    {'hecke_orbit_code': 67553994511221324, 'n': 21, 'trace_an': 0}
  • id: 61124842
    {'hecke_orbit_code': 67553994511221324, 'n': 22, 'trace_an': 0}
  • id: 61124843
    {'hecke_orbit_code': 67553994511221324, 'n': 23, 'trace_an': 2148}
  • id: 61124844
    {'hecke_orbit_code': 67553994511221324, 'n': 24, 'trace_an': 0}
  • id: 61124845
    {'hecke_orbit_code': 67553994511221324, 'n': 25, 'trace_an': 5454}
  • id: 61124846
    {'hecke_orbit_code': 67553994511221324, 'n': 26, 'trace_an': 0}
  • id: 61124847
    {'hecke_orbit_code': 67553994511221324, 'n': 27, 'trace_an': 2916}
  • id: 61124848
    {'hecke_orbit_code': 67553994511221324, 'n': 28, 'trace_an': 0}
  • id: 61124849
    {'hecke_orbit_code': 67553994511221324, 'n': 29, 'trace_an': -5532}
  • id: 61124850
    {'hecke_orbit_code': 67553994511221324, 'n': 30, 'trace_an': 0}
  • id: 61124851
    {'hecke_orbit_code': 67553994511221324, 'n': 31, 'trace_an': 830}
  • id: 61124852
    {'hecke_orbit_code': 67553994511221324, 'n': 32, 'trace_an': 0}
  • id: 61124853
    {'hecke_orbit_code': 67553994511221324, 'n': 33, 'trace_an': 4158}
  • id: 61124854
    {'hecke_orbit_code': 67553994511221324, 'n': 34, 'trace_an': 0}
  • id: 61124855
    {'hecke_orbit_code': 67553994511221324, 'n': 35, 'trace_an': 0}
  • id: 61124856
    {'hecke_orbit_code': 67553994511221324, 'n': 36, 'trace_an': 0}
  • id: 61124857
    {'hecke_orbit_code': 67553994511221324, 'n': 37, 'trace_an': 3914}
  • id: 61124858
    {'hecke_orbit_code': 67553994511221324, 'n': 38, 'trace_an': 0}
  • id: 61124859
    {'hecke_orbit_code': 67553994511221324, 'n': 39, 'trace_an': 5418}
  • id: 61124860
    {'hecke_orbit_code': 67553994511221324, 'n': 40, 'trace_an': 0}
  • id: 61124861
    {'hecke_orbit_code': 67553994511221324, 'n': 41, 'trace_an': 8316}
  • id: 61124862
    {'hecke_orbit_code': 67553994511221324, 'n': 42, 'trace_an': 0}
  • id: 61124863
    {'hecke_orbit_code': 67553994511221324, 'n': 43, 'trace_an': -14518}
  • id: 61124864
    {'hecke_orbit_code': 67553994511221324, 'n': 44, 'trace_an': 0}
  • id: 61124865
    {'hecke_orbit_code': 67553994511221324, 'n': 45, 'trace_an': 0}
  • id: 61124866
    {'hecke_orbit_code': 67553994511221324, 'n': 46, 'trace_an': 0}
  • id: 61124867
    {'hecke_orbit_code': 67553994511221324, 'n': 47, 'trace_an': 41700}
  • id: 61124868
    {'hecke_orbit_code': 67553994511221324, 'n': 48, 'trace_an': 0}
  • id: 61124869
    {'hecke_orbit_code': 67553994511221324, 'n': 49, 'trace_an': 0}
  • id: 61124870
    {'hecke_orbit_code': 67553994511221324, 'n': 50, 'trace_an': 0}
  • id: 61124871
    {'hecke_orbit_code': 67553994511221324, 'n': 51, 'trace_an': 2052}
  • id: 61124872
    {'hecke_orbit_code': 67553994511221324, 'n': 52, 'trace_an': 0}
  • id: 61124873
    {'hecke_orbit_code': 67553994511221324, 'n': 53, 'trace_an': -22164}
  • id: 61124874
    {'hecke_orbit_code': 67553994511221324, 'n': 54, 'trace_an': 0}
  • id: 61124875
    {'hecke_orbit_code': 67553994511221324, 'n': 55, 'trace_an': -3892}
  • id: 61124876
    {'hecke_orbit_code': 67553994511221324, 'n': 56, 'trace_an': 0}
  • id: 61124877
    {'hecke_orbit_code': 67553994511221324, 'n': 57, 'trace_an': 3222}
  • id: 61124878
    {'hecke_orbit_code': 67553994511221324, 'n': 58, 'trace_an': 0}
  • id: 61124879
    {'hecke_orbit_code': 67553994511221324, 'n': 59, 'trace_an': 32886}
  • id: 61124880
    {'hecke_orbit_code': 67553994511221324, 'n': 60, 'trace_an': 0}
  • id: 61124881
    {'hecke_orbit_code': 67553994511221324, 'n': 61, 'trace_an': 83732}
  • id: 61124882
    {'hecke_orbit_code': 67553994511221324, 'n': 62, 'trace_an': 0}
  • id: 61124883
    {'hecke_orbit_code': 67553994511221324, 'n': 63, 'trace_an': 0}
  • id: 61124884
    {'hecke_orbit_code': 67553994511221324, 'n': 64, 'trace_an': 0}
  • id: 61124885
    {'hecke_orbit_code': 67553994511221324, 'n': 65, 'trace_an': 93192}
  • id: 61124886
    {'hecke_orbit_code': 67553994511221324, 'n': 66, 'trace_an': 0}
  • id: 61124887
    {'hecke_orbit_code': 67553994511221324, 'n': 67, 'trace_an': 80034}
  • id: 61124888
    {'hecke_orbit_code': 67553994511221324, 'n': 68, 'trace_an': 0}
  • id: 61124889
    {'hecke_orbit_code': 67553994511221324, 'n': 69, 'trace_an': 19332}
  • id: 61124890
    {'hecke_orbit_code': 67553994511221324, 'n': 70, 'trace_an': 0}
  • id: 61124891
    {'hecke_orbit_code': 67553994511221324, 'n': 71, 'trace_an': 44772}
  • id: 61124892
    {'hecke_orbit_code': 67553994511221324, 'n': 72, 'trace_an': 0}
  • id: 61124893
    {'hecke_orbit_code': 67553994511221324, 'n': 73, 'trace_an': -22470}
  • id: 61124894
    {'hecke_orbit_code': 67553994511221324, 'n': 74, 'trace_an': 0}
  • id: 61124895
    {'hecke_orbit_code': 67553994511221324, 'n': 75, 'trace_an': 49086}
  • id: 61124896
    {'hecke_orbit_code': 67553994511221324, 'n': 76, 'trace_an': 0}
  • id: 61124897
    {'hecke_orbit_code': 67553994511221324, 'n': 77, 'trace_an': 0}
  • id: 61124898
    {'hecke_orbit_code': 67553994511221324, 'n': 78, 'trace_an': 0}
  • id: 61124899
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