Embedded newform data - 15.10.e.a.2.9

Formats: - HTML - YAML - JSON - 2024-05-31T15:14:29.674832

• 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': 1500, 'analytic_conductor': 7.725537542458097, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 15, 'char_degree': 2, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 5, 'char_orbit_label': 'e', 'char_order': 4, 'char_parity': 1, 'char_values': [15, 4, [11, 7], [2, 1]], 'cm_discs': [], 'conrey_index': 2, 'dim': 32, 'has_non_self_twist': 1, 'hecke_cutters': [], 'hecke_orbit': 1, 'hecke_orbit_code': 275045679119, 'inner_twist_count': 4, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 3, 2, -1, 2, 0], [1, 1, 5, 3, -1, 4, 0], [1, 1, 15, 5, 1, 4, 0]], 'is_cm': False, 'is_largest': True, 'is_maximal': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '15.10.e.a', 'level': 15, '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': True, 'level_primes': [3, 5], 'level_radical': 15, 'minimal_twist': '15.10.e.a', 'prim_orbit_index': 5, 'related_objects': [], 'relative_dim': 16, 'rm_discs': [], 'sato_tate_group': '9.2.3.c4', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '15.10.e', 'trace_display': [0, -150, 0, -9760], 'traces': [32, 0, -150, 0, 0, -4548, -9760, 0, 0, -39820, 0, 191940, 114260, 0, -40230, -1494724, 0, 994800, 0, 0, 592212, 308260, 0, 0, 5808020, 0, 4786830, -12953300, 0, -17343060, 16124104, 0, 19638120, 0, 0, -48943956, -35578660, 0, 0, 144132840, 0, 46648260, -118721020, 0, -129688380, 3145024, 0, 275395140, 0, 0, -64226868, -157103680, 0, 0, 144539740, 0, 48163500, -209634300, 0, -140815620, 63607744, 0, 89858580, 0, 0, 358931400, 153311540, 0, 0, 420519420, 0, -1534046760, 628070360, 0, 138090210, -2457023472, 0, -403337880, 0, 0, 2250542952, 4138031440, 0, 0, 108907340, 0, -2878139760, -595851300, 0, 693868920, -4369040216, 0, -293672640, 0, 0, 7291125636, 3987642200, 0, 0, -215866620, 0, -8899641600, -4813078720, 0, -5283452820, -10169084096, 0, 10814976540, 0, 0, 12407792172, 18752487620, 0, 0, 13846396820, 0, -15218145240, -18685802700, 0, -29185693380, -12209356488, 0, 19252240680, 0, 0, 27498372000, 23799011000, 0, 0, 36146090080, 0, -40195310700, -32265974520, 0, -29537402310, -50817810312, 0, 50293893960, 0, 0, 44376124092, 59268821320, 0, 0, 43848620820, 0, -57217839330, -64719650120, 0, -64683820200, -74541085136, 0, 46681263660, 0, 0, 138038365152, 85056534500, 0, 0, 87992636540, 0, -152041394160, -71216652820, 0, -50657988780, -186381247616, 0, 90989483460, 0, 0, 124048417824, 222555004520, 0, 0, 38022081080, 0, -153657681420, -48344679000, 0, -83081902920, -167791754096, 0, 49990495380, 0, 0, 210135815544, 193714538320, 0, 0, 165370620240, 0, -320684429700, -33606418000, 0, -65739887580, -349993286564, 0, 141545896500, 0, 0, 257579797932, 245044008100, 0, 0, 93196830160, 0, -253884540180, -300038091520, 0, -220182835440, -95734703456, 0, 135759074340, 0, 0, 415862476884, 241480020520, 0, 0, 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0, 0, -4080429296500, 0, -15885596679660, -35548666150500, 0, -28700071343640, -14596559578016, 0, -2147856229380, 0, 0, 7813601250000, 15041948770220, 0, 0, 28615780215100, 0, -15022088631120, 3897405621360, 0, 1362721559880, -2154022792992, 0, 36938383933200, 0, 0, 17822731791000, -1922775922520, 0, 0, 2167774134980, 0, -20281035781080, -21411380064600, 0, -36526845739680, -32691598950176, 0, -10877098207020, 0, 0, 19005083853828, 23263461698720, 0, 0, 16883110303380, 0, 2898701674020, 4728139429240, 0, 10885893424620, 6059509962544, 0, 25955892436500, 0, 0, 12473197579092, 4884058457960, 0, 0, -21114524813040, 0, -18069859035900, -28686125072240, 0, -11775629798100, -22169100923936, 0, -21211712561640, 0, 0, -13131156678600, 21892934776640, 0, 0, 33561535513960, 0, 6345763581360, 30704310416300, 0, 35115523863480, 3042156544200, 0, 26966445263100, 0, 0, 24284117922012, -21292174951640, 0, 0, -34749992399800, 0, -14623596763560, -20132006054720, 0, -24947711870820, 171682833304, 0, -42530152607760, 0, 0, -28818337131984, 580193718620, 0, 0, -17084753552520, 0, 38779812005160, 51121220885420, 0, 38683629947220, 39004887008448, 0, -12615385856400, 0, 0, 21151782687264, 4684823400560, 0, 0, -40902369286580, 0, -13273635597180, -11262326836240, 0, -2716213941720, -5911372681856, 0, -48055147420620, 0, 0, -67673377758000, -3797557049880, 0, 0, 25264289783520, 0, 43123105657980, 36211220921840, 0, 58558077015390, 41819818969796, 0, 26218513050480, 0, 0, 2910281620452, -87384211307080, 0, 0, -70635851842180, 0, 5687992668000, 23391385785320, 0, -29131648260600, 41087547886384, 0, -60599917552440, 0, 0, -68963887506600, 13791996286480, 0, 0, 30073511171020, 0, 98037135606600, 72318830036760, 0, 63582162404880, 25364215788904, 0, 6803745954420, 0, 0, -43495256708856, -129437728867080, 0, 0, -67653390953960, 0, 20622018291720, -52947976960800, 0, 18591013338120, 33358810772224, 0, -67295917748460, 0, 0, -87858435766068, -54474181569400, 0, 0, 25832851136380, 0, 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171887109542780, 0, -88024268926860, -69171842846700, 0, -234433506448920, -219163088934792, 0, 55595191409220, 0, 0, -11420493854400, 219102524164040, 0, 0, 6641876273440, 0, -119681640995640, -210303349730000, 0, -89671576310640, -242367442817200, 0, 236458509247560, 0, 0, 206882256357132, 31607419975560, 0, 0, 41282673072760, 0, -169519980755040, -93989948412600, 0, -217315450196220, 96933786761616, 0, 107175193498020, 0, 0, 51208646214000, 201293326693040, 0, 0, 589980518434620, 0, -144045744704820, -38265418355400, 0, -51986900677440, -558234146066408, 0, 222216045394920, 0, 0, 216125298968904, 199539446491540, 0, 0, -73520295538540, 0, -159622102843380, -552895164590400, 0, -180576470204400, -161753701938416, 0, 156579915210720, 0, 0, 315368216417136, 81107094579620, 0, 0, 213105193578900], 'weight': 10, '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], [0.17795835311179004, -0.17795835311179004], [0.9279386151225909, -0.3727330500027708], [0.0, 0.9366616491154789], [-0.15456768226580314, 0.9879822020658964], [0.09880346800722391, -0.23146538746487905], [0.0027202139098670354, 0.0027202139098670354], [0.344645117611354, 0.344645117611354], [0.7221401468712639, -0.6917467804599812], [0.14831307540307792, 0.20332629576373545], [0.0, 1.8219370665045862], [0.3491247532954375, 0.8691645135186596], [1.0373707182245626, -1.0373707182245626], [0.0009681695750234418, 0.0], [0.2248242985000373, 0.9743993199935878], [-0.8139966940392074, 0.0], [0.6419986145985946, -0.6419986145985946], [0.005408753432075087, -0.2516129890741575], [0.0, 0.24306512985288362], [-0.9254050386837848, -0.14477762017104454], [0.0035381051556439276, 0.001510277901074523], [0.32422891982848207, 0.32422891982848207], [-0.8205923690803751, -0.8205923690803751], [0.44827013900088597, 0.1913488872891987], [-0.9522176631979554, 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[0.916431686653881, 0.0], [-0.37996390024719395, 0.37996390024719395], [0.9494264382868507, -0.38136424794561813], [0.0, 0.00016678655085326454], [1.6075348069013395, 0.25149534955668446], [-0.02373375114412177, 0.05560069919982473], [-0.13742775227021317, -0.13742775227021317], [-0.20681220573236364, -0.20681220573236364], [0.46474552128422236, -0.17517542312706982], [0.462685326680358, -0.15324099536801009]], 'angles': [-0.35491941454175935, None, None, -0.1246938681904183, 0.18233205734535438, -0.24393526071403138, -0.3000051668006215, 0.0193904430823259, -0.223521880533268, -0.3121262750914472, -0.18656364755990443, -0.08505882910486506, -0.4555999269852379, -0.3671208206846784, -0.3123885887288183, -0.1521298854001747, -0.18449452024621288, -0.14873820709187396, -0.07205425320665472, 0.013725817557284664, -0.422664635473802, -0.4283630537798197, -0.11986299038357796, -0.3517263257818296, -0.1460554801937361, 0.05709564931881233, -0.3277138068624025, 0.28319263357908236, 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-0.17424433631170397, -0.14049050147383668], 'char_orbit_index': 5, 'conrey_index': 2, 'dual_conrey_index': 8, 'dual_embedding_index': 9, 'dual_embedding_m': 25, 'embedding_index': 9, 'embedding_m': 9, 'hecke_orbit': 1, 'hecke_orbit_code': 275045679119, 'label': '15.10.e.a.2.9', 'level': 15, 'weight': 10}
• 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': 1500, 'analytic_conductor': 7.725537542458097, 'char_conductor': 15, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 5, 'char_orbit_label': 'e', 'char_order': 4, 'char_parity': 1, 'char_values': [15, 4, [11, 7], [2, 1]], 'conrey_index': 2, 'cusp_dim': 32, 'dim': 32, 'eis_dim': 8, 'eis_new_dim': 8, 'hecke_cutter_primes': [], 'hecke_orbit_code': 275045679119, 'hecke_orbit_dims': [32], 'label': '15.10.e', 'level': 15, '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': True, 'level_primes': [3, 5], 'level_radical': 15, 'mf_dim': 40, 'mf_new_dim': 40, 'num_forms': 1, 'prim_orbit_index': 5, 'relative_dim': 16, 'sturm_bound': 20, 'trace_bound': 0, 'trace_display': [0, -150, 0, -9760], 'traces': [32, 0, -150, 0, 0, -4548, -9760, 0, 0, -39820, 0, 191940, 114260, 0, -40230, -1494724, 0, 994800, 0, 0, 592212, 308260, 0, 0, 5808020, 0, 4786830, -12953300, 0, 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0, 58558077015390, 41819818969796, 0, 26218513050480, 0, 0, 2910281620452, -87384211307080, 0, 0, -70635851842180, 0, 5687992668000, 23391385785320, 0, -29131648260600, 41087547886384, 0, -60599917552440, 0, 0, -68963887506600, 13791996286480, 0, 0, 30073511171020, 0, 98037135606600, 72318830036760, 0, 63582162404880, 25364215788904, 0, 6803745954420, 0, 0, -43495256708856, -129437728867080, 0, 0, -67653390953960, 0, 20622018291720, -52947976960800, 0, 18591013338120, 33358810772224, 0, -67295917748460, 0, 0, -87858435766068, -54474181569400, 0, 0, 25832851136380, 0, 119847943923240, 61585764063980, 0, 71722023835590, 174775373099632, 0, 49920820597200, 0, 0, -31306607233416, -74610753505280, 0, 0, -58814202125700, 0, 21239468596140, 20544795258200, 0, -60651909320100, -49110424432136, 0, -69859135186800, 0, 0, -108675780628248, -20222904898660, 0, 0, 3305398378320, 0, 115008623840940, 44432259813720, 0, 74188086342360, 177404761663984, 0, -3608296845060, 0, 0, -9845739947988, 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51208646214000, 201293326693040, 0, 0, 589980518434620, 0, -144045744704820, -38265418355400, 0, -51986900677440, -558234146066408, 0, 222216045394920, 0, 0, 216125298968904, 199539446491540, 0, 0, -73520295538540, 0, -159622102843380, -552895164590400, 0, -180576470204400, -161753701938416, 0, 156579915210720, 0, 0, 315368216417136, 81107094579620, 0, 0, 213105193578900], 'weight': 10, '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: 3067039
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 2, 'source_dim': 32, 'source_embedding_index': 9, 'source_hecke_orbit_code': 275045679119, 'source_is_minimal': True, 'source_label': '15.10.e.a.2.9', 'source_level': 15, 'target_conrey_index': 2, 'target_dim': 32, 'target_embedding_index': 9, 'target_hecke_orbit_code': 275045679119, 'target_is_minimal': True, 'target_label': '15.10.e.a.2.9', 'target_level': 15, 'twist_class_label': '15.10.e.a.2.8', 'twist_class_level': 15, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 10}
  • id: 3067040
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 2, 'source_dim': 32, 'source_embedding_index': 9, 'source_hecke_orbit_code': 275045679119, 'source_is_minimal': True, 'source_label': '15.10.e.a.2.9', 'source_level': 15, 'target_conrey_index': 2, 'target_dim': 32, 'target_embedding_index': 8, 'target_hecke_orbit_code': 275045679119, 'target_is_minimal': True, 'target_label': '15.10.e.a.2.8', 'target_level': 15, 'twist_class_label': '15.10.e.a.2.8', 'twist_class_level': 15, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 10}
  • id: 3067041
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 2, 'source_dim': 32, 'source_embedding_index': 9, 'source_hecke_orbit_code': 275045679119, 'source_is_minimal': True, 'source_label': '15.10.e.a.2.9', 'source_level': 15, 'target_conrey_index': 68, 'target_dim': 32, 'target_embedding_index': 9, 'target_hecke_orbit_code': 22518273182531659, 'target_is_minimal': False, 'target_label': '75.10.e.f.68.9', 'target_level': 75, 'twist_class_label': '15.10.e.a.2.8', 'twist_class_level': 15, 'twisting_char_label': '5.2', 'twisting_conrey_index': 2, 'weight': 10}
  • id: 3067042
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 2, 'source_dim': 32, 'source_embedding_index': 9, 'source_hecke_orbit_code': 275045679119, 'source_is_minimal': True, 'source_label': '15.10.e.a.2.9', 'source_level': 15, 'target_conrey_index': 8, 'target_dim': 32, 'target_embedding_index': 8, 'target_hecke_orbit_code': 275045679119, 'target_is_minimal': True, 'target_label': '15.10.e.a.8.8', 'target_level': 15, 'twist_class_label': '15.10.e.a.2.8', 'twist_class_level': 15, 'twisting_char_label': '5.3', 'twisting_conrey_index': 3, 'weight': 10}
  • id: 3067043
    {'conductor': 5, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 2, 'source_dim': 32, 'source_embedding_index': 9, 'source_hecke_orbit_code': 275045679119, 'source_is_minimal': True, 'source_label': '15.10.e.a.2.9', 'source_level': 15, 'target_conrey_index': 32, 'target_dim': 32, 'target_embedding_index': 8, 'target_hecke_orbit_code': 22518273182531659, 'target_is_minimal': False, 'target_label': '75.10.e.f.32.8', 'target_level': 75, 'twist_class_label': '15.10.e.a.2.8', 'twist_class_level': 15, 'twisting_char_label': '5.4', 'twisting_conrey_index': 4, 'weight': 10}
  • id: 3067044
    {'conductor': 15, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 2, 'source_dim': 32, 'source_embedding_index': 9, 'source_hecke_orbit_code': 275045679119, 'source_is_minimal': True, 'source_label': '15.10.e.a.2.9', 'source_level': 15, 'target_conrey_index': 68, 'target_dim': 32, 'target_embedding_index': 8, 'target_hecke_orbit_code': 22518273182531659, 'target_is_minimal': False, 'target_label': '75.10.e.f.68.8', 'target_level': 75, 'twist_class_label': '15.10.e.a.2.8', 'twist_class_level': 15, 'twisting_char_label': '15.2', 'twisting_conrey_index': 2, 'weight': 10}
  • id: 3067045
    {'conductor': 15, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 2, 'source_dim': 32, 'source_embedding_index': 9, 'source_hecke_orbit_code': 275045679119, 'source_is_minimal': True, 'source_label': '15.10.e.a.2.9', 'source_level': 15, 'target_conrey_index': 8, 'target_dim': 32, 'target_embedding_index': 9, 'target_hecke_orbit_code': 275045679119, 'target_is_minimal': True, 'target_label': '15.10.e.a.8.9', 'target_level': 15, 'twist_class_label': '15.10.e.a.2.8', 'twist_class_level': 15, 'twisting_char_label': '15.8', 'twisting_conrey_index': 8, 'weight': 10}
  • id: 3067046
    {'conductor': 15, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 2, 'source_dim': 32, 'source_embedding_index': 9, 'source_hecke_orbit_code': 275045679119, 'source_is_minimal': True, 'source_label': '15.10.e.a.2.9', 'source_level': 15, 'target_conrey_index': 32, 'target_dim': 32, 'target_embedding_index': 9, 'target_hecke_orbit_code': 22518273182531659, 'target_is_minimal': False, 'target_label': '75.10.e.f.32.9', 'target_level': 75, 'twist_class_label': '15.10.e.a.2.8', 'twist_class_level': 15, 'twisting_char_label': '15.14', 'twisting_conrey_index': 14, 'weight': 10}
• hecke_orbit_code 275045679119 does not appear in mf_hecke_charpolys
• mf_newform_portraits •

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

  
  {'char_orbit_index': 5, 'hecke_orbit': 1, 'label': '15.10.e.a', 'level': 15, 'portrait': 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', 'weight': 10}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 7936662
    {'hecke_orbit_code': 275045679119, 'n': 1, 'trace_an': 32}
  • id: 7936663
    {'hecke_orbit_code': 275045679119, 'n': 2, 'trace_an': 0}
  • id: 7936664
    {'hecke_orbit_code': 275045679119, 'n': 3, 'trace_an': -150}
  • id: 7936665
    {'hecke_orbit_code': 275045679119, 'n': 4, 'trace_an': 0}
  • id: 7936666
    {'hecke_orbit_code': 275045679119, 'n': 5, 'trace_an': 0}
  • id: 7936667
    {'hecke_orbit_code': 275045679119, 'n': 6, 'trace_an': -4548}
  • id: 7936668
    {'hecke_orbit_code': 275045679119, 'n': 7, 'trace_an': -9760}
  • id: 7936669
    {'hecke_orbit_code': 275045679119, 'n': 8, 'trace_an': 0}
  • id: 7936670
    {'hecke_orbit_code': 275045679119, 'n': 9, 'trace_an': 0}
  • id: 7936671
    {'hecke_orbit_code': 275045679119, 'n': 10, 'trace_an': -39820}
  • id: 7936672
    {'hecke_orbit_code': 275045679119, 'n': 11, 'trace_an': 0}
  • id: 7936673
    {'hecke_orbit_code': 275045679119, 'n': 12, 'trace_an': 191940}
  • id: 7936674
    {'hecke_orbit_code': 275045679119, 'n': 13, 'trace_an': 114260}
  • id: 7936675
    {'hecke_orbit_code': 275045679119, 'n': 14, 'trace_an': 0}
  • id: 7936676
    {'hecke_orbit_code': 275045679119, 'n': 15, 'trace_an': -40230}
  • id: 7936677
    {'hecke_orbit_code': 275045679119, 'n': 16, 'trace_an': -1494724}
  • id: 7936678
    {'hecke_orbit_code': 275045679119, 'n': 17, 'trace_an': 0}
  • id: 7936679
    {'hecke_orbit_code': 275045679119, 'n': 18, 'trace_an': 994800}
  • id: 7936680
    {'hecke_orbit_code': 275045679119, 'n': 19, 'trace_an': 0}
  • id: 7936681
    {'hecke_orbit_code': 275045679119, 'n': 20, 'trace_an': 0}
  • id: 7936682
    {'hecke_orbit_code': 275045679119, 'n': 21, 'trace_an': 592212}
  • id: 7936683
    {'hecke_orbit_code': 275045679119, 'n': 22, 'trace_an': 308260}
  • id: 7936684
    {'hecke_orbit_code': 275045679119, 'n': 23, 'trace_an': 0}
  • id: 7936685
    {'hecke_orbit_code': 275045679119, 'n': 24, 'trace_an': 0}
  • id: 7936686
    {'hecke_orbit_code': 275045679119, 'n': 25, 'trace_an': 5808020}
  • id: 7936687
    {'hecke_orbit_code': 275045679119, 'n': 26, 'trace_an': 0}
  • id: 7936688
    {'hecke_orbit_code': 275045679119, 'n': 27, 'trace_an': 4786830}
  • id: 7936689
    {'hecke_orbit_code': 275045679119, 'n': 28, 'trace_an': -12953300}
  • id: 7936690
    {'hecke_orbit_code': 275045679119, 'n': 29, 'trace_an': 0}
  • id: 7936691
    {'hecke_orbit_code': 275045679119, 'n': 30, 'trace_an': -17343060}
  • id: 7936692
    {'hecke_orbit_code': 275045679119, 'n': 31, 'trace_an': 16124104}
  • id: 7936693
    {'hecke_orbit_code': 275045679119, 'n': 32, 'trace_an': 0}
  • id: 7936694
    {'hecke_orbit_code': 275045679119, 'n': 33, 'trace_an': 19638120}
  • id: 7936695
    {'hecke_orbit_code': 275045679119, 'n': 34, 'trace_an': 0}
  • id: 7936696
    {'hecke_orbit_code': 275045679119, 'n': 35, 'trace_an': 0}
  • id: 7936697
    {'hecke_orbit_code': 275045679119, 'n': 36, 'trace_an': -48943956}
  • id: 7936698
    {'hecke_orbit_code': 275045679119, 'n': 37, 'trace_an': -35578660}
  • id: 7936699
    {'hecke_orbit_code': 275045679119, 'n': 38, 'trace_an': 0}
  • id: 7936700
    {'hecke_orbit_code': 275045679119, 'n': 39, 'trace_an': 0}
  • id: 7936701
    {'hecke_orbit_code': 275045679119, 'n': 40, 'trace_an': 144132840}
  • id: 7936702
    {'hecke_orbit_code': 275045679119, 'n': 41, 'trace_an': 0}
  • id: 7936703
    {'hecke_orbit_code': 275045679119, 'n': 42, 'trace_an': 46648260}
  • id: 7936704
    {'hecke_orbit_code': 275045679119, 'n': 43, 'trace_an': -118721020}
  • id: 7936705
    {'hecke_orbit_code': 275045679119, 'n': 44, 'trace_an': 0}
  • id: 7936706
    {'hecke_orbit_code': 275045679119, 'n': 45, 'trace_an': -129688380}
  • id: 7936707
    {'hecke_orbit_code': 275045679119, 'n': 46, 'trace_an': 3145024}
  • id: 7936708
    {'hecke_orbit_code': 275045679119, 'n': 47, 'trace_an': 0}
  • id: 7936709
    {'hecke_orbit_code': 275045679119, 'n': 48, 'trace_an': 275395140}
  • id: 7936710
    {'hecke_orbit_code': 275045679119, 'n': 49, 'trace_an': 0}
  • id: 7936711
    {'hecke_orbit_code': 275045679119, 'n': 50, 'trace_an': 0}
  • id: 7936712
    {'hecke_orbit_code': 275045679119, 'n': 51, 'trace_an': -64226868}
  • id: 7936713
    {'hecke_orbit_code': 275045679119, 'n': 52, 'trace_an': -157103680}
  • id: 7936714
    {'hecke_orbit_code': 275045679119, 'n': 53, 'trace_an': 0}
  • id: 7936715
    {'hecke_orbit_code': 275045679119, 'n': 54, 'trace_an': 0}
  • id: 7936716
    {'hecke_orbit_code': 275045679119, 'n': 55, 'trace_an': 144539740}
  • id: 7936717
    {'hecke_orbit_code': 275045679119, 'n': 56, 'trace_an': 0}
  • id: 7936718
    {'hecke_orbit_code': 275045679119, 'n': 57, 'trace_an': 48163500}
  • id: 7936719
    {'hecke_orbit_code': 275045679119, 'n': 58, 'trace_an': -209634300}
  • id: 7936720
    {'hecke_orbit_code': 275045679119, 'n': 59, 'trace_an': 0}
  • id: 7936721
    {'hecke_orbit_code': 275045679119, 'n': 60, 'trace_an': -140815620}
  • id: 7936722
    {'hecke_orbit_code': 275045679119, 'n': 61, 'trace_an': 63607744}
  • id: 7936723
    {'hecke_orbit_code': 275045679119, 'n': 62, 'trace_an': 0}
  • id: 7936724
    {'hecke_orbit_code': 275045679119, 'n': 63, 'trace_an': 89858580}
  • id: 7936725
    {'hecke_orbit_code': 275045679119, 'n': 64, 'trace_an': 0}
  • id: 7936726
    {'hecke_orbit_code': 275045679119, 'n': 65, 'trace_an': 0}
  • id: 7936727
    {'hecke_orbit_code': 275045679119, 'n': 66, 'trace_an': 358931400}
  • id: 7936728
    {'hecke_orbit_code': 275045679119, 'n': 67, 'trace_an': 153311540}
  • id: 7936729
    {'hecke_orbit_code': 275045679119, 'n': 68, 'trace_an': 0}
  • id: 7936730
    {'hecke_orbit_code': 275045679119, 'n': 69, 'trace_an': 0}
  • id: 7936731
    {'hecke_orbit_code': 275045679119, 'n': 70, 'trace_an': 420519420}
  • id: 7936732
    {'hecke_orbit_code': 275045679119, 'n': 71, 'trace_an': 0}
  • id: 7936733
    {'hecke_orbit_code': 275045679119, 'n': 72, 'trace_an': -1534046760}
  • id: 7936734
    {'hecke_orbit_code': 275045679119, 'n': 73, 'trace_an': 628070360}
  • id: 7936735
    {'hecke_orbit_code': 275045679119, 'n': 74, 'trace_an': 0}
  • id: 7936736
    {'hecke_orbit_code': 275045679119, 'n': 75, 'trace_an': 138090210}
  • id: 7936737
    {'hecke_orbit_code': 275045679119, 'n': 76, 'trace_an': -2457023472}
  • id: 7936738
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