Embedded newform data - 7.12.c.a.4.4

Formats: - HTML - YAML - JSON - 2024-05-01T10:30:59.618296

• 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': 1008, 'analytic_conductor': 5.378402263917122, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 7, 'char_degree': 2, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 3, 'char_parity': 1, 'char_values': [7, 3, [3], [1]], 'cm_discs': [], 'conrey_index': 2, 'conrey_indexes': [2, 4], 'dim': 12, 'field_disc': 65018542124990601617876038719539424077468870351376, 'field_disc_factorization': [[2, 4], [3, 6], [13, 2], [805799, 2], [12824209, 2], [555768841, 2]], 'field_poly': [4089842896896, 5939576563968, 7281700309008, 1967575859568, 456730004116, 8299724444, 1247863105, 11305015, 2735534, 9475, 1846, -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': [], 'hecke_orbit': 1, 'hecke_orbit_code': 137640280071, 'hecke_ring_generator_nbound': 4, 'hecke_ring_index': 3330825781248, 'hecke_ring_index_factorization': [[2, 20], [3, 3], [7, 6]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 7, 3, 1, 3, 0]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '7.12.c.a', 'level': 7, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [7], 'level_radical': 7, 'minimal_twist': '7.12.c.a', 'prim_orbit_index': 3, 'qexp_display': 'q+(4-\\beta _{1}-4\\beta _{2})q^{2}+(\\beta _{1}-40\\beta _{2}+\\beta _{3}+\\cdots)q^{3}+\\cdots', 'related_objects': [], 'relative_dim': 6, 'rm_discs': [], 'sato_tate_group': '11.2.3.c3', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '7.12.c', 'trace_display': [22, -244, -8782, -504], 'trace_hash': 75876717706294210, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '11.091', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '543.467', 'prec': 24}, {'__RealLiteral__': 0, 'data': '244.368', 'prec': 24}, {'__RealLiteral__': 0, 'data': '52815.896', 'prec': 30}], 'trace_zratio': 0, 'traces': [12, 22, -244, -2556, -8782, 38140, -504, 97008, -172348, 111546, -1001572, -173684, 3864504, -1302994, -1286512, 39120, -6704802, 3768052, 4192212, -17646776, 44745358, -8505684, -33871872, -15734760, 13695456, 29350300, 73859384, 181285692, -255125224, -336068498, -331783920, 163252640, -80899438, 1853334396, 1407354844, -2197352048, -833082774, -2086458338, 737605904, -1219023432, 3104076808, 5982095000, -1722177552, -5105122436, -7406493484, 3435559326, -1327587552, 14535793696, 11976558636, -12237094384, -13921261140, -17237001432, 6725755626, -1674595226, 26323921200, 28163516640, -16884487756, -20073189204, -26237179548, 13611677716, -14411013726, 46185665964, 45955779184, -46365999744, -16224702172, 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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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137640280071, 'label': '7.12.c.a.4.4', 'level': 7, 'weight': 12}
• 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': 1008, 'analytic_conductor': 5.378402263917122, 'char_conductor': 7, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 3, 'char_parity': 1, 'char_values': [7, 3, [3], [1]], 'conrey_index': 2, 'cusp_dim': 12, 'dim': 12, 'eis_dim': 4, 'eis_new_dim': 4, 'hecke_cutter_primes': [], 'hecke_orbit_code': 137640280071, 'hecke_orbit_dims': [12], 'label': '7.12.c', 'level': 7, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [7], 'level_radical': 7, 'mf_dim': 16, 'mf_new_dim': 16, 'num_forms': 1, 'prim_orbit_index': 3, 'relative_dim': 6, 'sturm_bound': 8, 'trace_bound': 0, 'trace_display': [22, -244, -8782, -504], 'traces': [12, 22, -244, -2556, -8782, 38140, -504, 97008, -172348, 111546, -1001572, -173684, 3864504, -1302994, -1286512, 39120, -6704802, 3768052, 4192212, -17646776, 44745358, -8505684, -33871872, -15734760, 13695456, 29350300, 73859384, 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• 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: 1637187
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 4, 'source_dim': 12, 'source_embedding_index': 4, 'source_hecke_orbit_code': 137640280071, 'source_is_minimal': True, 'source_label': '7.12.c.a.4.4', 'source_level': 7, 'target_conrey_index': 4, 'target_dim': 12, 'target_embedding_index': 4, 'target_hecke_orbit_code': 137640280071, 'target_is_minimal': True, 'target_label': '7.12.c.a.4.4', 'target_level': 7, 'twist_class_label': '7.12.c.a.2.4', 'twist_class_level': 7, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 12}
  • id: 1637188
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 4, 'source_dim': 12, 'source_embedding_index': 4, 'source_hecke_orbit_code': 137640280071, 'source_is_minimal': True, 'source_label': '7.12.c.a.4.4', 'source_level': 7, 'target_conrey_index': 46, 'target_dim': 12, 'target_embedding_index': 3, 'target_hecke_orbit_code': 4503874706604095, 'target_is_minimal': False, 'target_label': '63.12.e.b.46.3', 'target_level': 63, 'twist_class_label': '7.12.c.a.2.4', 'twist_class_level': 7, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 12}
  • id: 1637189
    {'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 4, 'source_dim': 12, 'source_embedding_index': 4, 'source_hecke_orbit_code': 137640280071, 'source_is_minimal': True, 'source_label': '7.12.c.a.4.4', 'source_level': 7, 'target_conrey_index': 81, 'target_dim': 12, 'target_embedding_index': 3, 'target_hecke_orbit_code': 9007749211881584, 'target_is_minimal': False, 'target_label': '112.12.i.c.81.3', 'target_level': 112, 'twist_class_label': '7.12.c.a.2.4', 'twist_class_level': 7, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 12}
  • id: 1637190
    {'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 4, 'source_dim': 12, 'source_embedding_index': 4, 'source_hecke_orbit_code': 137640280071, 'source_is_minimal': True, 'source_label': '7.12.c.a.4.4', 'source_level': 7, 'target_conrey_index': 2, 'target_dim': 12, 'target_embedding_index': 4, 'target_hecke_orbit_code': 137640280071, 'target_is_minimal': True, 'target_label': '7.12.c.a.2.4', 'target_level': 7, 'twist_class_label': '7.12.c.a.2.4', 'twist_class_level': 7, 'twisting_char_label': '7.2', 'twisting_conrey_index': 2, 'weight': 12}
  • id: 1637191
    {'conductor': 7, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 4, 'source_dim': 12, 'source_embedding_index': 4, 'source_hecke_orbit_code': 137640280071, 'source_is_minimal': True, 'source_label': '7.12.c.a.4.4', 'source_level': 7, 'target_conrey_index': 1, 'target_dim': 6, 'target_embedding_index': 3, 'target_hecke_orbit_code': 22517998338179121, 'target_is_minimal': False, 'target_label': '49.12.a.f.1.3', 'target_level': 49, 'twist_class_label': '7.12.c.a.2.4', 'twist_class_level': 7, 'twisting_char_label': '7.3', 'twisting_conrey_index': 3, 'weight': 12}
  • id: 1637192
    {'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 4, 'source_dim': 12, 'source_embedding_index': 4, 'source_hecke_orbit_code': 137640280071, 'source_is_minimal': True, 'source_label': '7.12.c.a.4.4', 'source_level': 7, 'target_conrey_index': 1, 'target_dim': 6, 'target_embedding_index': 3, 'target_hecke_orbit_code': 27021597965549617, 'target_is_minimal': False, 'target_label': '49.12.a.g.1.3', 'target_level': 49, 'twist_class_label': '7.12.c.a.2.4', 'twist_class_level': 7, 'twisting_char_label': '7.4', 'twisting_conrey_index': 4, 'weight': 12}
  • id: 1637193
    {'conductor': 7, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 4, 'source_dim': 12, 'source_embedding_index': 4, 'source_hecke_orbit_code': 137640280071, 'source_is_minimal': True, 'source_label': '7.12.c.a.4.4', 'source_level': 7, 'target_conrey_index': 30, 'target_dim': 12, 'target_embedding_index': 4, 'target_hecke_orbit_code': 36028934659244081, 'target_is_minimal': False, 'target_label': '49.12.c.i.30.4', 'target_level': 49, 'twist_class_label': '7.12.c.a.2.4', 'twist_class_level': 7, 'twisting_char_label': '7.5', 'twisting_conrey_index': 5, 'weight': 12}
  • id: 1637194
    {'conductor': 7, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 4, 'source_dim': 12, 'source_embedding_index': 4, 'source_hecke_orbit_code': 137640280071, 'source_is_minimal': True, 'source_label': '7.12.c.a.4.4', 'source_level': 7, 'target_conrey_index': 18, 'target_dim': 12, 'target_embedding_index': 4, 'target_hecke_orbit_code': 36028934659244081, 'target_is_minimal': False, 'target_label': '49.12.c.i.18.4', 'target_level': 49, 'twist_class_label': '7.12.c.a.2.4', 'twist_class_level': 7, 'twisting_char_label': '7.6', 'twisting_conrey_index': 6, 'weight': 12}
  • id: 1637195
    {'conductor': 21, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 4, 'source_dim': 12, 'source_embedding_index': 4, 'source_hecke_orbit_code': 137640280071, 'source_is_minimal': True, 'source_label': '7.12.c.a.4.4', 'source_level': 7, 'target_conrey_index': 37, 'target_dim': 12, 'target_embedding_index': 3, 'target_hecke_orbit_code': 4503874706604095, 'target_is_minimal': False, 'target_label': '63.12.e.b.37.3', 'target_level': 63, 'twist_class_label': '7.12.c.a.2.4', 'twist_class_level': 7, 'twisting_char_label': '21.2', 'twisting_conrey_index': 2, 'weight': 12}
  • id: 1637196
    {'conductor': 28, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 4, 'source_dim': 12, 'source_embedding_index': 4, 'source_hecke_orbit_code': 137640280071, 'source_is_minimal': True, 'source_label': '7.12.c.a.4.4', 'source_level': 7, 'target_conrey_index': 65, 'target_dim': 12, 'target_embedding_index': 3, 'target_hecke_orbit_code': 9007749211881584, 'target_is_minimal': False, 'target_label': '112.12.i.c.65.3', 'target_level': 112, 'twist_class_label': '7.12.c.a.2.4', 'twist_class_level': 7, 'twisting_char_label': '28.23', 'twisting_conrey_index': 23, 'weight': 12}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 28900
    {'charpoly_factorization': [[[451154710200582144, -118021982224121856, 24451477337014272, -1878602336575488, 122209099938816, -1126163407104, 87935147968, -815009824, 45237824, -137320, 7664, -22, 1], 1]], 'hecke_orbit_code': 137640280071, 'p': 2}
  • id: 28901
    {'charpoly_factorization': [[[226848746508077885583792628809, 6365354485806402640272174708, 148907056317335462073446631, 935566070274247806998100, 5601557881844608743486, 9146225143308073716, 45834790556281707, 45918292237236, 309342730734, 70867572, 647383, 244, 1], 1]], 'hecke_orbit_code': 137640280071, 'p': 3}
  • id: 28902
    {'charpoly_factorization': [[[59283388821624981244412021014416416015625, 760807787269369236255466464482964843750, 9262218746080445274477729030209765625, 6777679218314867817254079008906250, 6457360690286708937317210906250, -809729998580276466611231250, 672353428274075909355625, 37777862854776673750, 14310629491473050, 513942810130, 178198409, 8782, 1], 1]], 'hecke_orbit_code': 137640280071, 'p': 5}
  • id: 28903
    {'charpoly_factorization': [[[59768263894155949306790119265585619217025149412430681649, 15234308193774628197916514048712864692884333939272, -91539091701445397422046004761874155042617136310, -218441736706997549185123041587381804924328, 57533497551489145476312047265819376623, 95040365358859580798050220916048, -26310959435202039303859508852, 48065078619563069753136, 14715122977902185727, -28255324558104, -5988152310, 504, 1], 1]], 'hecke_orbit_code': 137640280071, 'p': 7}
  • id: 28904
    {'charpoly_factorization': [[[14014657695264515716794423194664214220736583097930559029489853515625, 164425836744350221805180988200400452502319628586209702406562500, 1969158197890674011671660900617958847221155847984519344375, 3384033901363807243790084160026962518591306513992100, 24192354524969612884768774284222694352349412926, 43757279188958284545210021795214209451332, 224236674232070667496625198398054555, 267515069010836495634435017764, 680495132033009697093806, 636067140116834404, 1395911375015, 1001572, 1], 1]], 'hecke_orbit_code': 137640280071, 'p': 11}
  • id: 28905
    {'charpoly_factorization': [[[3255551682982349859232440869096769344, -6407257105379733381310480815552, -2906931103188458030196624, 11828842913973729504, -4770168255636, -1932252, 1], 2]], 'hecke_orbit_code': 137640280071, 'p': 13}
  • id: 28906
    {'charpoly_factorization': [[[29507958085742896072349350972478638462359397551246291240020769786450141076512369, -44793350568702990425289697156885215775093424702772100024971079560795324174, 50157154695680565479299691147808638277598252404212393218295586636189, -25037441117333073620294996667787410442957126691024546772101370, 9741590566972263945033763221121619691623957405046840666, -2120903840099024148107966601599968617801651698118, 408124682124733978261482939696728933156613, -34726511934508185303136486723339542, 6693053578855784242691783994, -249835896350594734986, 138314994583677, 6704802, 1], 1]], 'hecke_orbit_code': 137640280071, 'p': 17}
  • id: 28907
    {'charpoly_factorization': [[[410659676068270382683207725598684915797367764994859378973275688468851946399345721, -494168068875413213700178066225000716149822639691869745244247695912065241812, 508369579843271403033698780749450284397266809606608222538093095610943, -155950605671136073299520598149745504976776339860873802150103252, 54121900800330345509994565147385404809406051452651588990, -5763209463675567312603346934803541642437508176788, 2565513287604385497217031199715115888216947, -282748312514088695412804467304013908, 53431946873292271628020505550, -1612999708147566417972, 246265283784783, -4192212, 1], 1]], 'hecke_orbit_code': 137640280071, 'p': 19}
  • id: 28908
    {'charpoly_factorization': [[[77969527905040169252477767505464050458961725022661354541468339148359888473007409, -1208563005825501387210190416003156184991280711242322408255995126028772979880, 18280108019053903284978047942999543786660360972173848533927996743059891, -6978400938733911891533665927902128472505327687314759722846444952, 2283400872298713823485525794244578221023298805726053462494, -292043856423608973984141761986817638377997051250280, 41215394088654201954154315591799839058934783, -2104415404147027748383824014379975168, 374126518624591143917027656542, -14480608851603467084016, 1728210046724979, 33871872, 1], 1]], 'hecke_orbit_code': 137640280071, 'p': 23}
  • id: 28909
    {'charpoly_factorization': [[[28426338255754827367857751220489371768628961600, 1471378205596420797977844263045076068160, -118016990681981243704782498373776, -4596363205608648103807904, -28698289207444468, 127562612, 1], 2]], 'hecke_orbit_code': 137640280071, 'p': 29}
  • id: 28910
    {'charpoly_factorization': [[[183555003222345294203359384386033425402235748633213951215531390102340187652094260102312376970039601, 2441606992101695482384422752244837191767751295202927466608848367582498868642621104290388152, 45492453218984102969397718749840008222128252127229050604185476981619850802488561843, 360282817227791248241620843824672829620991972325967046927670731453789427880, 4939297964458413983703332068230671049187421377842263446773439207518, 35879766587741079478954880863612461764313242786485434531192, 321566870106085366971598331810280202680310283552383, 1498962629796155069969452674804011242332144, 8689738136978917606355514560302302, 27887498893101370508975072, 144690629338301811, 331783920, 1], 1]], 'hecke_orbit_code': 137640280071, 'p': 31}
  • id: 28911
    {'charpoly_factorization': [[[1447996522782204569509840694137160458643643917480726184315004474006046721046614517382124633684125625, -68679100083892299350802026022419904719958933887053673420456953853699102340205976956492253250, 4878378136331449029993607914731821958049567630800036667277717822471303209349764060225, 90966392988657791968674407402222256176985981370990742041598068195024043277090, 1482527433747788732800092618502141506485003619790133194779594149964234, 7712564128710241752422906298850590515364785319608859408680838, 33438766744192821450412767657588213860221229488357153, 79596617350453059716044755174495535157476062, 199968201541773385771930122383227194, 323244852497031964166458202, 750371440612342065, 833082774, 1], 1]], 'hecke_orbit_code': 137640280071, 'p': 37}
  • id: 28912
    {'charpoly_factorization': [[[-9579862425978718451037616339400752005147352216900800, -94219369403633575573364958970237301781180480, -42307671516333706393316561769209232, 663035017454314115960586272, 46146344331288236, -1552038404, 1], 2]], 'hecke_orbit_code': 137640280071, 'p': 41}
  • id: 28913
    {'charpoly_factorization': [[[-2477800627534259904725400144295197309894283644858368, 264933230162056082570932307159434268331706368, 683572568777826493168868974599282432, -1359128371003296124698329344, -1862211619355805840, 861088776, 1], 2]], 'hecke_orbit_code': 137640280071, 'p': 43}
  • id: 28914
    {'charpoly_factorization': [[[5909120748966368083587948443369564984821769142265957320739927512998881145749726100552648403025683785244140625, -18963014347638645868188731821857176195471908425432837497269057476778057959150085048058219297998125000, 84447948469383258350521036067294600783057179964122994449018217364359151406133128673607511875, 43489205966122484573393165278558381666033640314654024976167453280790814553116278600, 130920125857730064743077676931883291065062977286641944978547907491111090974, 28646880269083272940426231995156035694513606640920142190895845880, 88566385381702372613029837225642540396490808482414100975, 22903137467831302250432458860945600910079794272, 37118385086779431542724266150699414238, 5070186665028862859435364720, 7928892454657325379, 1327587552, 1], 1]], 'hecke_orbit_code': 137640280071, 'p': 47}
  • id: 28915
    {'charpoly_factorization': [[[224516865766018440347990132712820702817291438144263907779815414216349283695940392282351615683298902896383705401, -54977352375818268329384219840196769576418292578663144099243737448711616407332912513644795463548558786, 1743618383022163702857050360331357401403954455242016925091218566026769211938921342758721190657, -1965956424146284809578712352510356168209587849510193168654988548779369649284192996830, 13668687406437988652258788985578376380236045167280932627559995420040762017610, -9329344509186715165728632956118207435300539200605627596803696870906, 6029965133704634914103727416437445212605903804739115484129, -1787354171426188239484097200753109188367375295906, 660130662703510012811366297633088981690, -140040005710791586820667448230, 48126057887102886897, -6725755626, 1], 1]], 'hecke_orbit_code': 137640280071, 'p': 53}
  • id: 28916
    {'charpoly_factorization': [[[246736421599324790730103186913580473849416259522225055191073815299259895368964023047218026187403048437483213008705625, 188978433580115502694223805166036165425717683893938452698091736816751963877800117073058108884375576138779500, 116752995574475941364340982185358714756001265018796180124461076773079535447022775066204632197046575, 41357232099129838160809668485339328080689085684490040988079338648762290095276214368115020, 14463841445569980537813998803822549731486257090889651669202814341068041844323934, 4064896269009744807768477603231573012796352017859112193153010257790508, 1101524514746423152975066203434555574946008003978947039958627, 229227325227966455831392192691952325719815857839516, 39443229591003936105752453752092832987950, 4845590145366441868651955387868, 455368825057902641727, 26237179548, 1], 1]], 'hecke_orbit_code': 137640280071, 'p': 59}
  • id: 28917
    {'charpoly_factorization': [[[1921295608019604355438851733475736671775555251984652567176478833248883529016260680431542700080913594521077344118569, 1817146953479248281372339094548239483913049097944525511413780865602444608917172319316882212108433282666454, 2109172122128685820861995112314066062083620813925441764082517872171790485052721091012070362393833, 622820157458072079639030266672667883673186261674329036791827559425259940658562327895738, 534758148362523354810142734832336576791033214960880727704592057774183889359114, 94671285976051188120245605749429497389457796786968796819673129651422, 114781853065565515779274143191360370313812838353095271246073, 5863174593937635273750404781168815801247003861990, 5538858946614632113223548603640538680154, 859478419192980369728756282466, 197707405119351664569, 14411013726, 1], 1]], 'hecke_orbit_code': 137640280071, 'p': 61}
  • id: 28918
    {'charpoly_factorization': [[[9315676092547380642814001057552465561105136272787591387055652361383423938764727693430141362441785610142821278164355625, 5270739239261602968185509068231557419863761229150522518362007309376446613759789086538323448571102653629122500, 2875968743388407165648732816458157991972771581823391833687422317473570317195582194153519975374842775, 505145689231177652732432076695928737648672986834325577588987925225038148050144567863345700, 151467311595246283808509972332648784802900967571077037646549913007182971958215934, 25424777366497323721178147820849988068061670033297189290995887146312644, 5554918619490931166971521441545237007959999988792427106060731, 626907726386734685843488571630514104394976033866276, 72317068949199036385406960222621101842798, 3541232896246771115828119505508, 270256909275846099015, 4241860068, 1], 1]], 'hecke_orbit_code': 137640280071, 'p': 67}
  • id: 28919
    {'charpoly_factorization': [[[107340348076634813461039304692656305767725034616809265823744, 223694041818454361708113069162510974996090418495488, 55378005742023162492396741006599168753664, -4712587022871073561390191811584, -499329197483118439104, 18667667328, 1], 2]], 'hecke_orbit_code': 137640280071, 'p': 71}
  • id: 28920
    {'charpoly_factorization': [[[1349653237322968120911737482122619407599740039693474906613094513297505562877682977658603672128845140896643896887859832689, 413973026866161878167940528079041509275199233084749305855976712712958590142912827333645061310099164532195111666, 205330714208073968253386899912665394400612487258206845082484417280093932863184867162911462156824720029, -17033680918375029274690404184863671247763898404629687191793400818992002616033387569653892602, 5033348591850516785896384940658229162637919500866279818383024319697472010197359578, -151192374381866249004443134345432629218190325674165441669045961637508294, 38809680690091769779958742807865630505579867113617351048583813, -1073731620295317496609957766306879398081433864025750, 207735804665541288116792093396667124976826, -2980080787518905162214842835466, 543106504075913775741, -6005568990, 1], 1]], 'hecke_orbit_code': 137640280071, 'p': 73}
  • id: 28921
    {'charpoly_factorization': [[[2048215919461734365614664008897036627639712070665165787527966313531466277400149608053304690211615563364234683262178969409, 2792287218721260654972182047126396951146037086573663613566876115072434867557889220670834863200402403610208031728, 3353595033939130149217234073239686513490179198750703405918510671998497136298862428273386762401695491739, 614452426109963192214323409250076253609358899025449909981585643098523511035265224865568269632, 99665877964271553396579079017958073404542205822333844236678269756697447244220851070, 4785823637624038959246741828687457103522918067485786183022741353026313712, 387834924255654984802334569077536271861442556672138506723967511, 8090303013280308509714174062520057229666713806426440, 995942350545126372268190751604899404876958, 11111554059845420253436995416344, 1277093058083722174203, -11712395640, 1], 1]], 'hecke_orbit_code': 137640280071, 'p': 79}
  • id: 28922
    {'charpoly_factorization': [[[-240600240207680916720051759106164013720818180608950101651456, -1109400524436477656134668882084697027868899641366528, -721276310386221072460034525015672801601792, -75240403766964848084431342042368, -1495399917106755833040, 50410890600, 1], 2]], 'hecke_orbit_code': 137640280071, 'p': 83}
  • id: 28923
    {'charpoly_factorization': [[[95094728428545066349577310444273801081398930609994920525543707262353261720232477503566156429977765123977459835487789260238128241, 12156403612515785419500385206250357495888813121046917478104004625365210172326027248851506636763231617502257956849220210, 1353509880601683897993274676877175881182589841730403306231448339195493495349389147159644934439155396321918493, 35646071450494546461264009697587026156789409395021387934725535868741465958635877124443220409155462, 1161424352229907981357891204889896103890852915890297217138267734648626744583689462933466, 15109562525177332070141364589900560096602502193026042373880681110329538521786, 430335828218294167592541518431801910725135540155383740819517748997, 4435723757751079974029855671366146627910284829853599210, 106521926705431804843893699910575214785596090, 535591950485687267260197946211446, 12470097217825259608061, 48633519778, 1], 1]], 'hecke_orbit_code': 137640280071, 'p': 89}
  • id: 28924
    {'charpoly_factorization': [[[-184066785808791363752653123345119409876779148740427166169460304064, -14169567246763349527183144923246781551311148801707720256, -396893153367451010248534707042670931757477264, -4536250962426917888367216599732192, -8311810438198631878164, 200654207964, 1], 2]], 'hecke_orbit_code': 137640280071, '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': 3, 'hecke_orbit': 1, 'label': '7.12.c.a', 'level': 7, 'portrait': 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', 'weight': 12}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 23998000
    {'hecke_orbit_code': 137640280071, 'n': 1, 'trace_an': 12}
  • id: 23998001
    {'hecke_orbit_code': 137640280071, 'n': 2, 'trace_an': 22}
  • id: 23998002
    {'hecke_orbit_code': 137640280071, 'n': 3, 'trace_an': -244}
  • id: 23998003
    {'hecke_orbit_code': 137640280071, 'n': 4, 'trace_an': -2556}
  • id: 23998004
    {'hecke_orbit_code': 137640280071, 'n': 5, 'trace_an': -8782}
  • id: 23998005
    {'hecke_orbit_code': 137640280071, 'n': 6, 'trace_an': 38140}
  • id: 23998006
    {'hecke_orbit_code': 137640280071, 'n': 7, 'trace_an': -504}
  • id: 23998007
    {'hecke_orbit_code': 137640280071, 'n': 8, 'trace_an': 97008}
  • id: 23998008
    {'hecke_orbit_code': 137640280071, 'n': 9, 'trace_an': -172348}
  • id: 23998009
    {'hecke_orbit_code': 137640280071, 'n': 10, 'trace_an': 111546}
  • id: 23998010
    {'hecke_orbit_code': 137640280071, 'n': 11, 'trace_an': -1001572}
  • id: 23998011
    {'hecke_orbit_code': 137640280071, 'n': 12, 'trace_an': -173684}
  • id: 23998012
    {'hecke_orbit_code': 137640280071, 'n': 13, 'trace_an': 3864504}
  • id: 23998013
    {'hecke_orbit_code': 137640280071, 'n': 14, 'trace_an': -1302994}
  • id: 23998014
    {'hecke_orbit_code': 137640280071, 'n': 15, 'trace_an': -1286512}
  • id: 23998015
    {'hecke_orbit_code': 137640280071, 'n': 16, 'trace_an': 39120}
  • id: 23998016
    {'hecke_orbit_code': 137640280071, 'n': 17, 'trace_an': -6704802}
  • id: 23998017
    {'hecke_orbit_code': 137640280071, 'n': 18, 'trace_an': 3768052}
  • id: 23998018
    {'hecke_orbit_code': 137640280071, 'n': 19, 'trace_an': 4192212}
  • id: 23998019
    {'hecke_orbit_code': 137640280071, 'n': 20, 'trace_an': -17646776}
  • id: 23998020
    {'hecke_orbit_code': 137640280071, 'n': 21, 'trace_an': 44745358}
  • id: 23998021
    {'hecke_orbit_code': 137640280071, 'n': 22, 'trace_an': -8505684}
  • id: 23998022
    {'hecke_orbit_code': 137640280071, 'n': 23, 'trace_an': -33871872}
  • id: 23998023
    {'hecke_orbit_code': 137640280071, 'n': 24, 'trace_an': -15734760}
  • id: 23998024
    {'hecke_orbit_code': 137640280071, 'n': 25, 'trace_an': 13695456}
  • id: 23998025
    {'hecke_orbit_code': 137640280071, 'n': 26, 'trace_an': 29350300}
  • id: 23998026
    {'hecke_orbit_code': 137640280071, 'n': 27, 'trace_an': 73859384}
  • id: 23998027
    {'hecke_orbit_code': 137640280071, 'n': 28, 'trace_an': 181285692}
  • id: 23998028
    {'hecke_orbit_code': 137640280071, 'n': 29, 'trace_an': -255125224}
  • id: 23998029
    {'hecke_orbit_code': 137640280071, 'n': 30, 'trace_an': -336068498}
  • id: 23998030
    {'hecke_orbit_code': 137640280071, 'n': 31, 'trace_an': -331783920}
  • id: 23998031
    {'hecke_orbit_code': 137640280071, 'n': 32, 'trace_an': 163252640}
  • id: 23998032
    {'hecke_orbit_code': 137640280071, 'n': 33, 'trace_an': -80899438}
  • id: 23998033
    {'hecke_orbit_code': 137640280071, 'n': 34, 'trace_an': 1853334396}
  • id: 23998034
    {'hecke_orbit_code': 137640280071, 'n': 35, 'trace_an': 1407354844}
  • id: 23998035
    {'hecke_orbit_code': 137640280071, 'n': 36, 'trace_an': -2197352048}
  • id: 23998036
    {'hecke_orbit_code': 137640280071, 'n': 37, 'trace_an': -833082774}
  • id: 23998037
    {'hecke_orbit_code': 137640280071, 'n': 38, 'trace_an': -2086458338}
  • id: 23998038
    {'hecke_orbit_code': 137640280071, 'n': 39, 'trace_an': 737605904}
  • id: 23998039
    {'hecke_orbit_code': 137640280071, 'n': 40, 'trace_an': -1219023432}
  • id: 23998040
    {'hecke_orbit_code': 137640280071, 'n': 41, 'trace_an': 3104076808}
  • id: 23998041
    {'hecke_orbit_code': 137640280071, 'n': 42, 'trace_an': 5982095000}
  • id: 23998042
    {'hecke_orbit_code': 137640280071, 'n': 43, 'trace_an': -1722177552}
  • id: 23998043
    {'hecke_orbit_code': 137640280071, 'n': 44, 'trace_an': -5105122436}
  • id: 23998044
    {'hecke_orbit_code': 137640280071, 'n': 45, 'trace_an': -7406493484}
  • id: 23998045
    {'hecke_orbit_code': 137640280071, 'n': 46, 'trace_an': 3435559326}
  • id: 23998046
    {'hecke_orbit_code': 137640280071, 'n': 47, 'trace_an': -1327587552}
  • id: 23998047
    {'hecke_orbit_code': 137640280071, 'n': 48, 'trace_an': 14535793696}
  • id: 23998048
    {'hecke_orbit_code': 137640280071, 'n': 49, 'trace_an': 11976558636}
  • id: 23998049
    {'hecke_orbit_code': 137640280071, 'n': 50, 'trace_an': -12237094384}
  • id: 23998050
    {'hecke_orbit_code': 137640280071, 'n': 51, 'trace_an': -13921261140}
  • id: 23998051
    {'hecke_orbit_code': 137640280071, 'n': 52, 'trace_an': -17237001432}
  • id: 23998052
    {'hecke_orbit_code': 137640280071, 'n': 53, 'trace_an': 6725755626}
  • id: 23998053
    {'hecke_orbit_code': 137640280071, 'n': 54, 'trace_an': -1674595226}
  • id: 23998054
    {'hecke_orbit_code': 137640280071, 'n': 55, 'trace_an': 26323921200}
  • id: 23998055
    {'hecke_orbit_code': 137640280071, 'n': 56, 'trace_an': 28163516640}
  • id: 23998056
    {'hecke_orbit_code': 137640280071, 'n': 57, 'trace_an': -16884487756}
  • id: 23998057
    {'hecke_orbit_code': 137640280071, 'n': 58, 'trace_an': -20073189204}
  • id: 23998058
    {'hecke_orbit_code': 137640280071, 'n': 59, 'trace_an': -26237179548}
  • id: 23998059
    {'hecke_orbit_code': 137640280071, 'n': 60, 'trace_an': 13611677716}
  • id: 23998060
    {'hecke_orbit_code': 137640280071, 'n': 61, 'trace_an': -14411013726}
  • id: 23998061
    {'hecke_orbit_code': 137640280071, 'n': 62, 'trace_an': 46185665964}
  • id: 23998062
    {'hecke_orbit_code': 137640280071, 'n': 63, 'trace_an': 45955779184}
  • id: 23998063
    {'hecke_orbit_code': 137640280071, 'n': 64, 'trace_an': -46365999744}
  • id: 23998064
    {'hecke_orbit_code': 137640280071, 'n': 65, 'trace_an': -16224702172}
  • id: 23998065
    {'hecke_orbit_code': 137640280071, 'n': 66, 'trace_an': -40938633602}
  • id: 23998066
    {'hecke_orbit_code': 137640280071, 'n': 67, 'trace_an': -4241860068}
  • id: 23998067
    {'hecke_orbit_code': 137640280071, 'n': 68, 'trace_an': -6528332916}
  • id: 23998068
    {'hecke_orbit_code': 137640280071, 'n': 69, 'trace_an': 46750854252}
  • id: 23998069
    {'hecke_orbit_code': 137640280071, 'n': 70, 'trace_an': 55705143270}
  • id: 23998070
    {'hecke_orbit_code': 137640280071, 'n': 71, 'trace_an': -37335334656}
  • id: 23998071
    {'hecke_orbit_code': 137640280071, 'n': 72, 'trace_an': -30237166608}
  • id: 23998072
    {'hecke_orbit_code': 137640280071, 'n': 73, 'trace_an': 6005568990}
  • id: 23998073
    {'hecke_orbit_code': 137640280071, 'n': 74, 'trace_an': 21663581922}
  • id: 23998074
    {'hecke_orbit_code': 137640280071, 'n': 75, 'trace_an': 17116276792}
  • id: 23998075
    {'hecke_orbit_code': 137640280071, 'n': 76, 'trace_an': -28817353320}
  • id: 23998076
    {'hecke_orbit_code': 137640280071, 'n': 77, 'trace_an': -51928077698}
  • id: 23998077
    {'hecke_orbit_code': 137640280071, 'n': 78, 'trace_an': 42636498520}
  • id: 23998078
    {'hecke_orbit_code': 137640280071, 'n': 79, 'trace_an': 11712395640}
  • id: 23998079
    {'hecke_orbit_code': 137640280071, 'n': 80, 'trace_an': 41748525232}
  • id: 23998080
    {'hecke_orbit_code': 137640280071, 'n': 81, 'trace_an': -12455008366}
  • id: 23998081
    {'hecke_orbit_code': 137640280071, 'n': 82, 'trace_an': 52795921668}
  • id: 23998082
    {'hecke_orbit_code': 137640280071, 'n': 83, 'trace_an': -100821781200}
  • id: 23998083
    {'hecke_orbit_code': 137640280071, 'n': 84, 'trace_an': -155783007940}
  • id: 23998084
    {'hecke_orbit_code': 137640280071, 'n': 85, 'trace_an': 138884613396}
  • id: 23998085
    {'hecke_orbit_code': 137640280071, 'n': 86, 'trace_an': 110437384472}
  • id: 23998086
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  • id: 23998099
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  • id: 23998128
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  • id: 23998180
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  • id: 23998184
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  • id: 23998185
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  • id: 23998186
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  • id: 23998188
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  • id: 23998189
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  • id: 23998190
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  • id: 23998191
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  • id: 23998192
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  • id: 23998193
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  • id: 23998194
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  • id: 23998196
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  • id: 23998198
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  • id: 23998200
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  • id: 23998201
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  • id: 23998202
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  • id: 23998203
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  • id: 23998204
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  • id: 23998206
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  • id: 23998207
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  • id: 23998208
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  • id: 23998212
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  • id: 23998215
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  • id: 23998216
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  • id: 23998219
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  • id: 23998220
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  • id: 23998221
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  • id: 23998223
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  • id: 23998224
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  • id: 23998227
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  • id: 23998228
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  • id: 23998229
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  • id: 23998237
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  • id: 23998264
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  • id: 23998272
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  • id: 23998273
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