Embedded newform data - 75.18.b.h.49.5

Formats: - HTML - YAML - JSON - 2026-08-11T09:07:44.656332

• 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': 24300, 'analytic_conductor': 137.41656550841975, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 5, 'char_degree': 1, 'char_is_minimal': False, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': 1, 'char_values': [75, 2, [26, 52], [2, 1]], 'cm_discs': [], 'conrey_index': 49, 'dim': 12, 'field_disc': 920229987782876853124333508919042583532786011492692274139161063468257435566274575840219136, 'field_disc_factorization': [[2, 12], [3, 2], [41, 2], [139, 2], [876694546731751852620662648341844211707, 2]], 'field_poly': [190104295970246377089169096704, 0, 146799099735033284098785280, 0, 7271956138400762528768, 0, 95919805136391040, 0, 508533387652, 0, 1179680, 0, 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': [[2, [190104295970246377089169096704, 0, 146799099735033284098785280, 0, 7271956138400762528768, 0, 95919805136391040, 0, 508533387652, 0, 1179680, 0, 1]]], 'hecke_orbit': 8, 'hecke_orbit_code': 31525266413060171, 'hecke_ring_generator_nbound': 11, 'hecke_ring_index': 24186470400000000000000, 'hecke_ring_index_factorization': [[2, 26], [3, 10], [5, 14]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 5, 2, 1, 2, 0]], 'is_cm': False, 'is_largest': True, 'is_maximal': False, 'is_polredabs': False, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '75.18.b.h', 'level': 75, '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': [3, 5], 'level_radical': 15, 'minimal_twist': '75.18.a.i', 'prim_orbit_index': 2, 'qexp_display': 'q+(-56\\beta _{6}+\\beta _{7})q^{2}-3^{8}\\beta _{6}q^{3}+(-65542+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 12, 'rm_discs': [], 'sato_tate_group': '17.2.3.c2', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '75.18.b', 'trace_display': [0, 0, 0, 0], 'trace_hash': 1617177081348261907, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.083', 'prec': 7}, {'__RealLiteral__': 0, 'data': '10.908', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.161', 'prec': 14}, {'__RealLiteral__': 0, 'data': '625.714', 'prec': 20}, {'__RealLiteral__': 0, 'data': '182.935', 'prec': 20}, {'__RealLiteral__': 0, 'data': '52225.346', 'prec': 27}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.508', 'prec': 10}, 'traces': [12, 0, 0, -786496, 0, -4435236, 0, 0, -516560652, 0, 171814648, 0, 0, -9924933204, 0, 27576582640, 0, 0, -54387440804, 0, 275559296868, 0, 0, -331235444232, 0, 1222667429284, 0, 0, 1372433615272, 0, -3746463764708, 0, 0, -1825630342792, 0, 33856073879616, 0, 0, -4522485463956, 0, 443760459608192, 0, 0, 83912744536192, 0, 1305639073868952, 0, 0, 203381706787240, 0, 639596274635016, 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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

  
  {'an_normalized': [[1.0, 0.0], [0.0, -0.4656258009107658], [0.0, -0.5773502691896257], [0.783192613526208, 0.0], [0.0, 0.0], [-0.2688291814974657, 0.0], [0.0, 0.16181168980983068], [0.0, -0.8303004888513021], [-0.3333333333333333, 0.0], [0.0, 0.0], [-1.2921429656894612, 0.0], [0.0, -0.4521764662466827], [0.0, 1.9007715187143912], [0.07534369766442682, 0.0], [0.0, 0.0], [0.39658328340822, 0.0], [0.0, 0.6595585027529449], [0.0, 0.1552086003035886], [1.4509480023191383, 0.0], [0.0, 0.0], [0.09342202266973398, 0.0], [0.0, 0.6016551032903674], [0.0, -1.645346984858121], [-0.47937421074657716, 0.0], [0.0, 0.0], [0.885048260749761, 0.0], [0.0, 0.19245008972987526], [0.0, 0.12672972024125337], [0.12062195399776511, 0.0], [0.0, 0.0], [-1.6150773790700168, 0.0], [0.0, -1.0149598978160759], [0.0, 0.7460190890722918], [0.3071074560918455, 0.0], [0.0, 0.0], [-0.26106420450873596, 0.0], [0.0, 0.5468156164783071], [0.0, -0.6755988256597244], [1.0974109479977274, 0.0], [0.0, 0.0], [0.2479736249541668, 0.0], [0.0, -0.0434997041282986], [0.0, -0.8278778898948763], [-1.0119968263478343, 0.0], [0.0, 0.0], [-0.7661160076006762, 0.0], [0.0, -1.810186004839634], [0.0, -0.22896746543184146], [0.9738169770408871, 0.0], [0.0, 0.0], [0.3807962791107193, 0.0], [0.0, 1.4886702134581034], [0.0, -1.2617796710925229], [0.0896097271658219, 0.0], [0.0, 0.0], [0.13435232515095769, 0.0], [0.0, -0.8377052197191043], [0.0, -0.056164693937630926], [1.1698643341535813, 0.0], [0.0, 0.0], [0.06727552237920816, 0.0], [0.0, 0.752021698162337], [0.0, -0.05393722993661023], [-0.07600823190469927, 0.0], [0.0, 0.0], [0.34736573584400576, 0.0], [0.0, -0.5522782155806499], [0.0, 0.5165613475445116], [-0.9499415246181754, 0.0], [0.0, 0.0], [0.919284377216498, 0.0], [0.0, 0.2767668296171007], [0.0, 0.3413221702088219], [0.2546114593732259, 0.0], [0.0, 0.0], [1.1363717580269563, 0.0], [0.0, -0.20908383675409778], [0.0, -0.5109828515896846], [1.5349379788990567, 0.0], [0.0, 0.0], [0.1111111111111111, 0.0], [0.0, -0.11546291772402976], [0.0, -0.5316772982487543], [0.0731674380956136, 0.0], [0.0, 0.0], [-0.38548130553861654, 0.0], [0.0, -0.06964111761078834], [0.0, 1.072866936077731], [-1.1407127639177885, 0.0], [0.0, 0.0], [-0.3075670513855739, 0.0], [0.0, -1.2886236052284978], [0.0, 0.9324653595681494], [-0.8428693083009139, 0.0], [0.0, 0.0], [-0.5859873702207864, 0.0], [0.0, -1.2063711793004175], [0.0, -0.45343430987516387], [0.43071432189648706, 0.0], [0.0, 0.0]], 'angles': [-0.46260351186666876, None, None, 0.012890654491038935, -0.36179460884923215, 0.1996556819040178, 0.053487159724728776, -0.12081029602022143, -0.34624076923598385, -0.24039538121345383, -0.3996004085798874, 0.044075423275249874, -0.2302159742928476, -0.4320763484710879, -0.31990052268168057, -0.3913449901596482, -0.15056056091259, -0.24464537391588717, -0.45547247486296916, -0.17398883055938952, 0.027295161541853484, -0.11075792450005233, -0.45717557940851206, -0.3465974474743106, -0.3969489138545767, -0.19350787167417935, -0.47095901767335363, 0.02697365330748372, -0.30728705551747365, 0.020816078340562694, -0.4740996210516996, -0.14298318128695633, 0.08751757594146767, -0.2409130287372927, -0.4408268876687596, -0.3189330432635704, 0.014031260316645538, -0.3835063488595547, -0.4311767688866003, 0.08687374608581357, -0.29636774913162783, -0.09238611544335956, -0.12353912718168913, -0.3654371112308864, -0.40580457635501727, -0.20341130300081933, -0.1889811465074326, -0.384509593927895, 0.002517238807219254, -0.31700259687951465, -0.4519051501731287, -0.1829596224407204, -0.25656556339311204, -0.3790059096197978, 0.05610129307839941, -0.47775460987961293, -0.2423811075940844, -0.09252443041020132, 0.023570049578467367, -0.2766999128725359, 0.04413443123154993, -0.4434376143416582, 0.054784132025353885, -0.2696308567330247, 0.043204690811464455, -0.49962672444965694, -0.44007500493932145, 0.05765159147135842, -0.419100878946491, -0.202711043773265, -0.39297992411809823, -0.36162342917805546, -0.327750330454555, -0.42280636972441804, -0.40482921259675836, 0.13142980524888145, -0.1846005541803891, 0.07889395513069888, -0.2292467321835408, -0.271422057369318, -0.40103020669993705, -0.3330404857569442, -0.07613884963234534, 0.10136200014094685, -0.16381311671653065, -0.4531940923384858, -0.09301627642284493, -0.49448569758165517, -0.15918903640805757, 0.0014293943520208257, -0.4848457780915779, -0.11663909599468922, 0.08608696657281448, -0.2727888706231356, -0.28193471598367187, 0.05697181497256548, -0.07789038971368602, -0.1689947006185371, 0.01712580593596475, -0.25757258266373645], 'char_orbit_index': 2, 'conrey_index': 49, 'dual_conrey_index': 49, 'dual_embedding_index': 8, 'dual_embedding_m': 8, 'embedding_index': 5, 'embedding_m': 5, 'embedding_root_imag': -168.57454659554293, 'embedding_root_real': 0.0, 'hecke_orbit': 8, 'hecke_orbit_code': 31525266413060171, 'label': '75.18.b.h.49.5', 'level': 75, 'weight': 18}
• mf_newspaces •

  Column	Type
  ALdims	integer[]
  ALdims_eis_new	integer[]
  ALdims_eis_old	integer[]
  ALdims_old	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': 24300, 'analytic_conductor': 137.41656550841975, 'char_conductor': 5, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': 1, 'char_values': [75, 2, [26, 52], [2, 1]], 'conrey_index': 49, 'cusp_dim': 164, 'dim': 52, 'eis_dim': 12, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 69021466699, 'hecke_orbit_dims': [2, 4, 4, 6, 6, 8, 10, 12], 'label': '75.18.b', 'level': 75, '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': [3, 5], 'level_radical': 15, 'mf_dim': 176, 'mf_new_dim': 52, 'num_forms': 8, 'prim_orbit_index': 2, 'relative_dim': 52, 'sturm_bound': 180, 'trace_bound': 4, 'trace_display': [0, 0, 0, 0], 'traces': [52, 0, 0, -3648556, 0, 1600884, 0, 0, -2238429492, 0, -1334042212, 0, 0, -52886269524, 0, 185795789620, 0, 0, 63473515666, 0, 216718608618, 0, 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46791334069895969831987676, 0, -25286385783190521222206136, 0, 0, 12575029174651135191072672, 0, 13004993283638617407415992, 0, 0, -59675513044787238242354516, 0, -18572737431076166144053312, 0, 0, -25455127887564503915760840, 0, -4635467613264806170326036, 0, 0, 35039968511486754558808512, 0, -27119341158507739165342596, 0, 0, -26115750499377179131029940, 0, -2022559609986435093037666, 0, 0, 106369990047302322815744832, 0, -43861983089191385907936600, 0, 0, 3923457650712790730726598, 0, -31504620165599433332742504, 0, 0, -14513761454863380089445192, 0, -2007184877766370191140280, 0, 0, 41435003616177267484435600, 0, 24168671564707637046674802, 0, 0, 71545940386116146041361904, 0, 49293354650740591997159776, 0, 0, -113038539669399016727082100, 0, -36935026607963784007665044, 0, 0, -64950615254339170509569264, 0, 4269236769535308996716136, 0, 0, 27118306111109575677843474, 0, 109395840374052280622817912, 0, 0, -21777312577052598940588308, 0, -134884118764020013679998656, 0, 0, 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-40585729947079436532188136, 0, -57198382996431650192944416, 0, 0, 63288278130521516841428202, 0, -182232103637817891162972488, 0, 0, -145476166325676638291426584, 0, 183147447511610468960609880, 0, 0, 230108700165391996262935004, 0, -56427785363191271084557020, 0, 0, -30721635188616974354044272, 0, 80990985576416666110898896, 0, 0, -265693613267438033700950364, 0, -150776957484801789538290678, 0, 0, 337965440892280281755921992, 0, -156091670783182019427678504, 0, 0, 100250361368681598307659348, 0, 185773259070328979794092492, 0, 0, 31677635278678744137592148, 0, -224909885152675126807989256, 0, 0, -135508311353818040674335984, 0, -11765804050684273665286566, 0, 0, 86511642842537933694165720, 0, -185553896268424196400787616, 0, 0, 204031700657106478231179084, 0, -32801037757960351902669286, 0, 0, -206259958991374888998338208, 0, -20011764795416005374404640, 0, 0, -20782248610885410919581648, 0], 'weight': 18, '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: 46229921
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 49, 'source_dim': 12, 'source_embedding_index': 5, 'source_hecke_orbit_code': 31525266413060171, 'source_is_minimal': False, 'source_label': '75.18.b.h.49.5', 'source_level': 75, 'target_conrey_index': 49, 'target_dim': 12, 'target_embedding_index': 5, 'target_hecke_orbit_code': 31525266413060171, 'target_is_minimal': False, 'target_label': '75.18.b.h.49.5', 'target_level': 75, 'twist_class_label': '75.18.a.i.1.3', 'twist_class_level': 75, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 18}
  • id: 46229922
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 49, 'source_dim': 12, 'source_embedding_index': 5, 'source_hecke_orbit_code': 31525266413060171, 'source_is_minimal': False, 'source_label': '75.18.b.h.49.5', 'source_level': 75, 'target_conrey_index': 1, 'target_dim': 6, 'target_embedding_index': 4, 'target_hecke_orbit_code': 40532396948324427, 'target_is_minimal': True, 'target_label': '75.18.a.j.1.4', 'target_level': 75, 'twist_class_label': '75.18.a.i.1.3', 'twist_class_level': 75, 'twisting_char_label': '5.2', 'twisting_conrey_index': 2, 'weight': 18}
  • id: 46229923
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 49, 'source_dim': 12, 'source_embedding_index': 5, 'source_hecke_orbit_code': 31525266413060171, 'source_is_minimal': False, 'source_label': '75.18.b.h.49.5', 'source_level': 75, 'target_conrey_index': 1, 'target_dim': 6, 'target_embedding_index': 3, 'target_hecke_orbit_code': 36028797320953931, 'target_is_minimal': True, 'target_label': '75.18.a.i.1.3', 'target_level': 75, 'twist_class_label': '75.18.a.i.1.3', 'twist_class_level': 75, 'twisting_char_label': '5.3', 'twisting_conrey_index': 3, 'weight': 18}
  • id: 46229924
    {'conductor': 5, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 49, 'source_dim': 12, 'source_embedding_index': 5, 'source_hecke_orbit_code': 31525266413060171, 'source_is_minimal': False, 'source_label': '75.18.b.h.49.5', 'source_level': 75, 'target_conrey_index': 49, 'target_dim': 12, 'target_embedding_index': 8, 'target_hecke_orbit_code': 31525266413060171, 'target_is_minimal': False, 'target_label': '75.18.b.h.49.8', 'target_level': 75, 'twist_class_label': '75.18.a.i.1.3', 'twist_class_level': 75, 'twisting_char_label': '5.4', 'twisting_conrey_index': 4, 'weight': 18}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 238150
    {'charpoly_factorization': [[[190104295970246377089169096704, 0, 146799099735033284098785280, 0, 7271956138400762528768, 0, 95919805136391040, 0, 508533387652, 0, 1179680, 0, 1], 1]], 'hecke_orbit_code': 31525266413060171, 'p': 2}
  • id: 238151
    {'charpoly_factorization': [[[43046721, 0, 1], 6]], 'hecke_orbit_code': 31525266413060171, 'p': 3}
  • id: 238152
    {'charpoly_factorization': [[[0, 1], 12]], 'hecke_orbit_code': 31525266413060171, 'p': 5}
  • id: 238153
    {'charpoly_factorization': [[[51106504384101320527493494668323014958853043602142119300115468912583788128660140625, 0, 17768841001771818132607572959696614846389603193264940560435170348153750, 0, 1941068444941179610126788976667394447655825870537018025775, 0, 68998441082906037453915115041614777231996724, 0, 517422534075929392615273753503, 0, 1294092230529622, 0, 1], 1]], 'hecke_orbit_code': 31525266413060171, 'p': 7}
  • id: 238154
    {'charpoly_factorization': [[[-24913011121301178161909772805682141189046975199657152, -163429031730516593527951720246917656000110016, 620337939798185134268073831032350576, 273111018673299710962798432, -1536432837335599892, -85907324, 1], 2]], 'hecke_orbit_code': 31525266413060171, 'p': 11}
  • id: 238155
    {'charpoly_factorization': [[[22006919508923854393050256428398164200971008150360154392955520740773714481034288223601109224727180985036081455977569, 0, 9124971456224695917168184177246134366304075907209234741821200103155899091550045893230066026557670, 0, 1457981278013128935856713235082472229780116200215138690363613796723981733722063, 0, 117239096209865918501057564893783827722335338752006161698260, 0, 5063675905540874842462408299631378256367, 0, 112180190429373620070, 0, 1], 1]], 'hecke_orbit_code': 31525266413060171, 'p': 13}
  • id: 238156
    {'charpoly_factorization': [[[235557872382274989801720445219019757814373023245111851163394671084359654693856526533248398005348048863278187332132832710656, 0, 10202519768258958859324196951184401030706933584083931881431106639466341365200538058287388961085059282944, 0, 148268303527500492199629532829033778560895428658588769114142256477435876956871991040, 0, 868925293668980438335001501521369798797594219870691530522753280, 0, 2250943397643197370274376650964594499894640, 0, 2517297241067595883064, 0, 1], 1]], 'hecke_orbit_code': 31525266413060171, 'p': 17}
  • id: 238157
    {'charpoly_factorization': [[[-76185646882397650444078733099342202644017214056164733993402972375, -2520642924672221294823602124563558397199414479151055950, 143500552919025035017171379482538337183610015, -110256799751923731742650024551076, -23263464047195031647017, 27193720402, 1], 2]], 'hecke_orbit_code': 31525266413060171, 'p': 19}
  • id: 238158
    {'charpoly_factorization': [[[835174950047667743911585940599509674319230626565090838208414630640171836298580699839568384717660748977617060180367218427584751580224000000, 0, 155353979661455763899096559866519030931538229257374118473816858005737872708289472537377441815002678586421594602240000, 0, 5603314885851584759719880407955219434940277348591502220013385711532971788830218776844377849600, 0, 70627990979207636275783278021772305562411688640441994668554879513047296, 0, 398948959647338511323197826904121938902446969968, 0, 1035678018911589458406648, 0, 1], 1]], 'hecke_orbit_code': 31525266413060171, 'p': 23}
  • id: 238159
    {'charpoly_factorization': [[[13946988274597179806245158504103434384815570352943679365941255560946120000, -70226754142128030794280551050350849094158855691965522508270400, 73770234573975006803863578904284881070617681937520, 39960171244030527862396768309866705952, -25675396790286945860028788, -686216807636, 1], 2]], 'hecke_orbit_code': 31525266413060171, 'p': 29}
  • id: 238160
    {'charpoly_factorization': [[[4695528162548295815710296930349261154478434720480910053371323042764015625, 100755307489006959506672691565418616440373057936704715023111250, 169653294494758829189454860593446759679753949428575, 26576607320160734539372233598596197532, -43651639864797183446142153, 1873231882354, 1], 2]], 'hecke_orbit_code': 31525266413060171, 'p': 31}
  • id: 238161
    {'charpoly_factorization': [[[126352717650242704594224344020306284833202328737207849484815536110918419605988032706834635165688364468873497778887151068437522361396938846264326096934464000000, 0, 3576068795705851240710714725176560237969262010336589398354119838025421398237227202823118222435043148123855966878697172649470488320000, 0, 41282199858660672595704261347799403201740475887650644445765458206179210144700989338305277359865610283667200, 0, 248740723974366021355920003286585996975262374464671306222869936840883261167695104, 0, 824541197672764328919007966268504403235223875496176368, 0, 1424292277982280149778476952, 0, 1], 1]], 'hecke_orbit_code': 31525266413060171, 'p': 37}
  • id: 238162
    {'charpoly_factorization': [[[-14628405534069901181828739398751885181837936314396961131112626398490200978079744000, 1835094742304124550475380590440451353282096899359312831841623760486400, -60024743167641380041691313605389945191518582809895244800, 365812012788620272684691883691369302175232, 12918548668042734895809411472, -221880229804096, 1], 2]], 'hecke_orbit_code': 31525266413060171, 'p': 41}
  • id: 238163
    {'charpoly_factorization': [[[113197649821616975060927449634813803027320980463432570548686988957003418536505036998429263955503351002728396531051426588565936281393094398418444377689798766100954348481, 0, 110465305005809441159341419418537446395517489272159510867840904776905102434947253626576918430996710491299343621368050309682823133570081500806, 0, 43142112596587373597533026780271415044612643496936743056689533819015943125357028635813883473405542884836453942415, 0, 8582237354662219864288664968349846391437075366752602469025070490845716688140784307220, 0, 910936389585503844054648704977046393288379761035146648015, 0, 48479876326849461841849130886, 0, 1], 1]], 'hecke_orbit_code': 31525266413060171, 'p': 43}
  • id: 238164
    {'charpoly_factorization': [[[11374979285779536171736628617963915598285485123418954279470002995617161209352053976033341773103668732756147500398864798762650951522515603451705573588904946036838818779136, 0, 46176632341133404597809203415201256179968940687732556254747272589697606955668375036173590280918998332401971037944427785223635566579018525087744, 0, 12201666215398400423507781994324266345751952066265899417577317136117474662616958980402935999682441548573010058039040, 0, 833974542491642601015281782351590983829443884537121096521244015225389742350275469415680, 0, 22512856208237536293103077693291526510192429750943520064240, 0, 253297762750647465555722629784, 0, 1], 1]], 'hecke_orbit_code': 31525266413060171, 'p': 47}
  • id: 238165
    {'charpoly_factorization': [[[14156881705654753636290662423771150147304578350881074007903406502734339647540759606809429461029751048306102009816392697320751836092278086202793853714445758573082070482944000000, 0, 709542905276139626106706862164856209202624013931490369741494573459553642186196837547291357907394408523417310680497971484107061152227648397639680000, 0, 13162275107864816400485782207264565293114373105673930367805366122453943848813631121235956419071800113279747469595443200, 0, 115352238259337518059956267427647945118522536710269681269989671056422835256710172833529856, 0, 517092770662694227304472414196668024013021569527142368178688, 0, 1147713027307852156565654777408, 0, 1], 1]], 'hecke_orbit_code': 31525266413060171, 'p': 53}
  • id: 238166
    {'charpoly_factorization': [[[1450666237937529640881112125095233621576378572275286747396954801874000827271242858683880000, -3104900819608336720225978917972275413278537314513736461074603225654829502400, -1277835019333101574683144527043814691370167358349999393590800, 6159795328790613978046638348490271477064621536, -2343164310639423045838581161252, -1863818311706812, 1], 2]], 'hecke_orbit_code': 31525266413060171, 'p': 59}
  • id: 238167
    {'charpoly_factorization': [[[297722077058368536586651227132542407851120577447572531572653877797853395553227897877566721, -2833242609106050335381723205548162845048499034295532795258581234695316884410, -2202325885289399166855626846408529130976681231579439223177457, 10134066778323241718543769859790654321482802580, -3053427441926526036080528968177, -2566675276206010, 1], 2]], 'hecke_orbit_code': 31525266413060171, 'p': 61}
  • id: 238168
    {'charpoly_factorization': [[[84776131286814124547632596998982117704272097302641894752339421701039494798388061023412448486964165725560538783893108194384982017526482094307612912272520641895996467162913805704562464881, 0, 121265699198260528556116122992935731873400694410844581316741372388375230463070119950914997812820238821341654301530530817031550125111029980325462333328202294, 0, 58338479972438383109934697041729063967468567798972859737286658329827370173763822975288101082373987885646163496203428353660015, 0, 12486946023012830674805677242271468862185658351296677251832227000225678096284576398855401227380, 0, 1266177910482433956582057915698246499208864415779939081647831615, 0, 58710101901683699332348691613814, 0, 1], 1]], 'hecke_orbit_code': 31525266413060171, 'p': 67}
  • id: 238169
    {'charpoly_factorization': [[[9286226555345425599958447259445444602222353362643868871892711125496554732289370276452014096384, 8738767285577224405719749965800151477893334861592553395422555723969048313643008, 1655941147379025773053256401835135557500415781619074947047255040, -409949562276503859562384444041813941900574722560, -104560259998712958235958823257840, 2129839058265728, 1], 2]], 'hecke_orbit_code': 31525266413060171, 'p': 71}
  • id: 238170
    {'charpoly_factorization': [[[11090325398013670840038217895375556076185458554264876020713497444238756629860632490339649098022912082871425796971529778169293755496186699992053859148863803888637082811878353403240000000000, 0, 8468973224293158361749860115542384436845842817002639914125493643541358020501827840424917560115328871478642544981884601202136281836080974579879493039292160000, 0, 2121886280591472854779245444348002992824469949347824741873177178984943689097603841618441313016650734838029177535895629614124800, 0, 222612079676855664266649712745004686450270321655307744924133602987743370064984557854755591111936, 0, 10018167194123255915420347895284822997625399661085883490279032048, 0, 173604537135924859783797820299288, 0, 1], 1]], 'hecke_orbit_code': 31525266413060171, 'p': 73}
  • id: 238171
    {'charpoly_factorization': [[[-23134646846944709734408403258070080007663904457584733073954673138255327670115742958839922688000000, -501396577564358238858714809160782665697941484956192294506676201179469735526400000, 254409928302093374425748098552907287931404947264852513370275840000, 3223999340710494778683933222763973922378485760000, -905580497118205008844300311955200, -4340635048065760, 1], 2]], 'hecke_orbit_code': 31525266413060171, 'p': 79}
  • id: 238172
    {'charpoly_factorization': [[[1134793908793224845698045639355952996649845302076571564258551472346370965631845878621207917443988085732250804747531258474400635735775835957671405942746224771417837923651496133747643973948084224, 0, 309733585731117763852015716235690059547643842696764760317482237226097045943860161132633901415975620571224996206656376019976595663935407644212121812355742445721600, 0, 14578426789837463566546127549838637574526845154135342509198657951185528584491636723036265181778665686249786736606370123649945923328, 0, 241111190319615210116594441759227586134030890616824739631242665395061779984948390922212481632697600, 0, 1427311483848376335836228219117080241614058400358190760023132505072, 0, 2241251027275580167783697361667800, 0, 1], 1]], 'hecke_orbit_code': 31525266413060171, 'p': 83}
  • id: 238173
    {'charpoly_factorization': [[[660979590922747501069156600703986315297500556214889473592862238748536406411412497816994933899264000, 40653050598109184182256300770706057224164509101183278535409819573470931689301606400, -1658901927129502288658758382561169674839846024294624308729037455360, -114988283091397172521381224745614112559725681115136, 221470035957345967420688458576128, 82066415686814592, 1], 2]], 'hecke_orbit_code': 31525266413060171, 'p': 89}
  • id: 238174
    {'charpoly_factorization': [[[183175885070561795345830877580135653532363231837926622899073700313392877391844042034539281893133862034396204131370929199188255899714726686028940381996267967535759578603942360267977078751061353627684161, 0, 2687471024800881382262055126427680439497966869099746064169169044512716074060289099508839436159506478785571225288135711048924995026113174794541208865183421027996417037894, 0, 4421776915340266858445485798736614015732404226674114365031605691726892650576504243055567683383932105418181502113248882798985115182748815, 0, 2237144732329050910258401116711556174027719443257606772949286078509856859231001529368639813912373394580, 0, 427305491048209303823816557419143302267503844299650229753184789992015, 0, 34506962980682786428313702594142534, 0, 1], 1]], 'hecke_orbit_code': 31525266413060171, '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': 2, 'hecke_orbit': 8, 'label': '75.18.b.h', 'level': 75, 'portrait': 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', 'weight': 18}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  Showing the first 100 of 258 matching records in this table.
  • id: 49770499
    {'hecke_orbit_code': 31525266413060171, 'n': 1, 'trace_an': 12}
  • id: 49770500
    {'hecke_orbit_code': 31525266413060171, 'n': 2, 'trace_an': 0}
  • id: 49770501
    {'hecke_orbit_code': 31525266413060171, 'n': 3, 'trace_an': 0}
  • id: 49770502
    {'hecke_orbit_code': 31525266413060171, 'n': 4, 'trace_an': -786496}
  • id: 49770503
    {'hecke_orbit_code': 31525266413060171, 'n': 5, 'trace_an': 0}
  • id: 49770504
    {'hecke_orbit_code': 31525266413060171, 'n': 6, 'trace_an': -4435236}
  • id: 49770505
    {'hecke_orbit_code': 31525266413060171, 'n': 7, 'trace_an': 0}
  • id: 49770506
    {'hecke_orbit_code': 31525266413060171, 'n': 8, 'trace_an': 0}
  • id: 49770507
    {'hecke_orbit_code': 31525266413060171, 'n': 9, 'trace_an': -516560652}
  • id: 49770508
    {'hecke_orbit_code': 31525266413060171, 'n': 10, 'trace_an': 0}
  • id: 49770509
    {'hecke_orbit_code': 31525266413060171, 'n': 11, 'trace_an': 171814648}
  • id: 49770510
    {'hecke_orbit_code': 31525266413060171, 'n': 12, 'trace_an': 0}
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