Embedded newform data - 50.22.b.g.49.5

Formats: - HTML - YAML - JSON - 2026-09-22T12:12:28.413851

• 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': 24200, 'analytic_conductor': 139.73867214353106, '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': [50, 2, [27], [1]], 'cm_discs': [], 'conrey_index': 49, 'dim': 6, 'field_disc': -809744122167363659939940108491967498304, 'field_disc_factorization': [[-1, 1], [2, 6], [3557000408893012369, 2]], 'field_poly': [127494184747700656656, 0, 958456664523288, 0, 61918633, 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': [[3, [536182095566877790016470103361, 0, 804846675395843920323, 0, 56443896963, 0, 1]]], 'hecke_orbit': 7, 'hecke_orbit_code': 27021666852798514, 'hecke_ring_generator_nbound': 11, 'hecke_ring_index': 32400000000, 'hecke_ring_index_factorization': [[2, 10], [3, 4], [5, 8]], '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': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '50.22.b.g', 'level': 50, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 5], 'level_radical': 10, 'minimal_twist': '50.22.a.g', 'prim_orbit_index': 2, 'qexp_display': 'q-2^{10}\\beta _{1}q^{2}+(15461\\beta _{1}+\\beta _{2})q^{3}+\\cdots', 'related_objects': [], 'relative_dim': 6, 'rm_discs': [], 'sato_tate_group': '21.2.3.c2', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '50.22.b', 'trace_display': [0, 0, 0, 0], 'trace_hash': 1069762222757492589, 'trace_moments': [0, {'__RealLiteral__': 0, 'data': '5.360', 'prec': 14}, {'__RealLiteral__': 0, 'data': '0.626', 'prec': 10}, {'__RealLiteral__': 0, 'data': '156.016', 'prec': 20}, {'__RealLiteral__': 0, 'data': '55.319', 'prec': 17}, {'__RealLiteral__': 0, 'data': '6574.401', 'prec': 24}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.508', 'prec': 10}, 'traces': [6, 0, 0, -6291456, 0, 94992384, 0, 0, -50125674708, 0, -155131852698, 0, 0, 1867315679232, 0, 6597069766656, 0, 0, 47919252129450, 0, -452827014956148, 0, 0, -99606734045184, 0, 60018091106304, 0, 0, -6367238193111840, 0, -5901228468678948, 0, 0, 38526077926950912, 0, 52560579482615808, 0, 0, 234207618182373144, 0, -378724910803172658, 0, 0, 162667537574658048, 0, 414314384274837504, 0, 0, -199493824399375662, 0, -734926875748770618, 0, 0, -1454209664123381760, 0, -1958022405666373632, 0, 0, 16078458369162388320, 0, 5247776977583086092, 0, 0, -6917529027641081856, 0, 19782393285185353728, 0, 0, -101140480832326060356, 0, 101231144469807900552, 0, 0, 60968901517307400192, 0, 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-77304599063980259444852913919578, 0, 0, -5041843111373209050787646275584, 0, 32143706781611529167099402133504, 0, 0, 15092463525302949164866926806220, 0, -55554864679273746754096449638850, 0, 0, 35254593240455743525846095224832, 0, 3301744117828159921648746627072, 0, 0, 6454913420985306806351638991604, 0, -64584892323240473000461366150488, 0, 0, 17678451933606387903399009976320, 0, -19993224146383411947938758090752, 0, 0, 47871676902018404845006575507624, 0, -179053414809829887329653381650648, 0, 0, 45809694512187607766474482065408, 0, -7076924594584597792955647918080, 0, 0, -41273882226391617858857042663244, 0, 46566432464689528631865371928798, 0, 0, -70366562665754307963937464778752, 0, -155510888462377647898248483397632, 0, 0, -46805010416431233949428431977350, 0, -94281130796866478860001231349018, 0, 0, -69550729827886351546459802923008, 0, 5769991806827796451300466491392, 0, 0, -3170734692350929904247755156730, 0, 25959153748971829676567769775800, 0, 0, -7783672894358186967270778994688, 0, -121329125942393558669536291553280, 0, 0, -46543771621018153558086528334896, 0, -41277536650964239356390534745548, 0, 0, 88246519384357298618807367942144, 0, -4874956020935094172883871596544, 0, 0, 67965390678570515338243995511020, 0], 'weight': 22, 'weight_parity': 1}
• mf_hecke_cc •

  Column	Type
  an_normalized	double precision[]
  angles	double precision[]
  char_orbit_index	smallint
  conrey_index	integer
  dual_conrey_index	integer
  dual_embedding_index	integer
  dual_embedding_m	integer
  embedding_index	integer
  embedding_m	integer
  embedding_root_imag	double precision
  embedding_root_real	double precision
  hecke_orbit	integer
  hecke_orbit_code	bigint
  label	text
  level	integer
  weight	smallint

  
  {'an_normalized': [[1.0, 0.0], [0.0, 0.7071067811865476], [0.0, -0.2587141432987833], [-0.5, 0.0], [0.0, 0.0], [0.18293852511543784, 0.0], [0.0, 0.4428663786265187], [0.0, -0.3535533905932738], [0.9330669920571766, 0.0], [0.0, 0.0], [0.015460427402477212, 0.0], [0.0, 0.12935707164939164], [0.0, 0.2462524816199874], [-0.3131538194863404, 0.0], [0.0, 0.0], [0.25, 0.0], [0.0, 0.14215595287329003], [0.0, 0.6597779973849641], [-0.7344546927307923, 0.0], [0.0, 0.0], [0.11457579574219436, 0.0], [0.0, 0.010932173056333956], [0.0, 0.7346876293422372], [-0.09146926255771892, 0.0], [0.0, 0.0], [-0.17412679963750874, 0.0], [0.0, -0.5001117707892283], [0.0, -0.22143318931325934], [1.1226542883357966, 0.0], [0.0, 0.0], [-0.01783833330693414, 0.0], [0.0, 0.1767766952966369], [0.0, -0.003999831230464925], [-0.10051943826273865, 0.0], [0.0, 0.0], [-0.4665334960285883, 0.0], [0.0, -0.20378238649974548], [0.0, -0.5193378937042253], [0.0637089998175144, 0.0], [0.0, 0.0], [0.25135687699189496, 0.0], [0.0, 0.08101732212915039], [0.0, 0.03644749233206125], [-0.007730213701238606, 0.0], [0.0, 0.0], [-0.5195026047617647, 0.0], [0.0, -1.2405722169223397], [0.0, -0.06467853582469582], [0.803869370682233, 0.0], [0.0, 0.0], [0.036777755562435434, 0.0], [0.0, -0.1231262408099937], [0.0, -0.16975631543562905], [0.3536324244762757, 0.0], [0.0, 0.0], [0.1565769097431702, 0.0], [0.0, 0.19001381662161804], [0.0, 0.7938364602103993], [-0.9319131657389657, 0.0], [0.0, 0.0], [-0.12049609529312798, 0.0], [0.0, -0.01261360644639898], [0.0, 0.4132239997883005], [-0.125, 0.0], [0.0, 0.0], [0.002828307786663481, 0.0], [0.0, -0.3712322389799364], [0.0, -0.07107797643664501], [0.19007408061749093, 0.0], [0.0, 0.0], [0.3621530004012411, 0.0], [0.0, -0.32988899869248206], [0.0, 1.1059021949536785], [0.14409590738034797, 0.0], [0.0, 0.0], [0.36722734636539617, 0.0], [0.0, 0.0068469034957532775], [0.0, 0.04504906579357696], [0.7741084415415131, 0.0], [0.0, 0.0], [0.8036810037238039, 0.0], [0.0, 0.17773615221884181], [0.0, 1.0522274698579748], [-0.05728789787109718, 0.0], [0.0, 0.0], [-0.025772268985245202, 0.0], [0.0, -0.29044654242750084], [0.0, -0.005466086528166978], [0.9247000742815126, 0.0], [0.0, 0.0], [-0.10905694476283716, 0.0], [0.0, -0.3673438146711186], [0.0, 0.004615029119381617], [0.877217027137415, 0.0], [0.0, 0.0], [0.04573463127885946, 0.0], [0.0, -0.0198426861955567], [0.0, 0.5684214831975694], [0.01442561449234776, 0.0], [0.0, 0.0]], 'angles': [None, -0.47935432906433995, None, 0.03553673624303791, -0.24876968602493493, 0.01964600388063796, 0.011321958213886972, -0.30984644957426083, 0.05986637898265988, -0.15514547672648263, -0.2514195482827911, -0.48375532160357476, -0.22994462104045207, 0.0029005598474534577, -0.39350824822133856, -0.4864749486081016, -0.3271448556421376, -0.2595945850230276, -0.470285956617302, -0.22102091897355267, 0.09324918639885005, -0.1867463107108127, 0.08817569345066814, -0.1735031795166807, -0.4984209432979278, -0.1972357076711795, 0.06320710996711461, 0.02163303174613626, -0.28309860069135484, 0.04945460276179515, 0.017187391031707817, -0.3693848736293219, 0.1406847271566375, -0.2658689897211856, -0.19872982196990535, -0.4021120758745581, 0.13526762679755147, 0.1740818221007487, 0.01663917459024731, 0.14687035265168077, -0.11501443846454025, -0.3880711552440413, -0.3620272336167208, 0.050020364001348135, 0.11376096521576344, -0.237360874260918, -0.27820296973824793, -0.44478829499713307, 0.04984714080697734, -0.3444681997037088, -0.4640044502371036, -0.23664235601196035, -0.2402304556789138, -0.1293459812628818, -0.43079324772559646, -0.49797603295854226, -0.2800518089892908, -0.04664266235392164, 0.010998775099212007, -0.1164070374523643, -0.45483578837302774, -0.36713542288887435, 0.046295352160848485, -0.278463532613572, -0.47022317215550713, 0.10814362086702732, -0.30247167218103305, 0.1389140001384795, 0.11989142920764127, -0.17557304658435097, 0.06649655690304566, -0.1821851805968133, 0.17348438264348648, 0.006249326060294255, -0.08859220808706539, -0.48157035769659856, -0.2453472154787895, 0.044636611006169766, -0.17730899606082667, -0.30321142008243895, -0.29163514677367053, -0.2383685403693659, -0.19388937684402766, -0.3013914167576686, -0.23651995193724373, -0.4076806845356941, -0.28991804810190347, -0.4380233394483865, -0.14857308011673326, 0.13032718074572813, -0.4830910985140278, -0.2738086652522359, -0.4404338279022518, -0.3423108589384763, -0.33975795456560814, 0.11479106895598583, -0.29897155758736793, -0.3945411667565024, -0.4649096813451833, -0.3697959339223352], 'char_orbit_index': 2, 'conrey_index': 49, 'dual_conrey_index': 49, 'dual_embedding_index': 2, 'dual_embedding_m': 2, 'embedding_index': 5, 'embedding_m': 5, 'embedding_root_imag': -366.30712016597994, 'embedding_root_real': 0.0, 'hecke_orbit': 7, 'hecke_orbit_code': 27021666852798514, 'label': '50.22.b.g.49.5', 'level': 50, 'weight': 22}
• 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': 24200, 'analytic_conductor': 139.73867214353106, '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': [50, 2, [27], [1]], 'conrey_index': 49, 'cusp_dim': 152, 'dim': 32, 'eis_dim': 12, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 69088575538, 'hecke_orbit_dims': [2, 2, 2, 4, 4, 4, 6, 8], 'label': '50.22.b', 'level': 50, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 5], 'level_radical': 10, 'mf_dim': 164, 'mf_new_dim': 32, 'num_forms': 8, 'prim_orbit_index': 2, 'relative_dim': 32, 'sturm_bound': 165, 'trace_bound': 6, 'trace_display': [0, 0, 0, 0], 'traces': [32, 0, 0, -33554432, 0, 340563968, 0, 0, -155571751486, 0, 251334301254, 0, 0, 1366826430464, 0, 35184372088832, 0, 0, -84567857658310, 0, 301477533664364, 0, 0, -357107203309568, 0, -1053707964649472, 0, 0, -1849807144850700, 0, -12439392818559236, 0, 0, 14858053903202304, 0, 163128804886183936, 0, 0, -43595682889725272, 0, -230570519944985046, 0, 0, -263543116271714304, 0, 672821726896631808, 0, 0, -3151324373307233304, 0, -2174412750698246946, 0, 0, -1111424065882818560, 0, -1433221391150219264, 0, 0, 15542243642589216600, 0, 25569497095826363464, 0, 0, -36893488147419103232, 0, 35748668481964087296, 0, 0, -136572317555961743892, 0, 12145824590195381784, 0, 0, -24028576300427739136, 0, 88675825911920066560, 0, 0, 42927810483386371820, 0, 1365673972759609635232, 0, 0, -316122106339644145664, 0, 1024481732876408086528, 0, 0, -444367294081951966230, 0, 3355865240204686962944, 0, 0, -1032571005570896265216, 0, 374454042817533575168, 0, 0, -3472672388511836862492, 0, 8432676919151104684224, 0, 0, 1104892882740284751872, 0, -2978295553165305864192, 0, 0, 1156419262437590234720, 0, -402327439877970613636, 0, 0, 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233499881189359856476702081835020, 0], 'weight': 22, '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: 45722627
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 49, 'source_dim': 6, 'source_embedding_index': 5, 'source_hecke_orbit_code': 27021666852798514, 'source_is_minimal': False, 'source_label': '50.22.b.g.49.5', 'source_level': 50, 'target_conrey_index': 49, 'target_dim': 6, 'target_embedding_index': 5, 'target_hecke_orbit_code': 27021666852798514, 'target_is_minimal': False, 'target_label': '50.22.b.g.49.5', 'target_level': 50, 'twist_class_label': '50.22.a.g.1.2', 'twist_class_level': 50, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 22}
  • id: 45722628
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 49, 'source_dim': 6, 'source_embedding_index': 5, 'source_hecke_orbit_code': 27021666852798514, 'source_is_minimal': False, 'source_label': '50.22.b.g.49.5', 'source_level': 50, 'target_conrey_index': 1, 'target_dim': 3, 'target_embedding_index': 2, 'target_hecke_orbit_code': 27021598133321778, 'target_is_minimal': True, 'target_label': '50.22.a.g.1.2', 'target_level': 50, 'twist_class_label': '50.22.a.g.1.2', 'twist_class_level': 50, 'twisting_char_label': '5.2', 'twisting_conrey_index': 2, 'weight': 22}
  • id: 45722629
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 49, 'source_dim': 6, 'source_embedding_index': 5, 'source_hecke_orbit_code': 27021666852798514, 'source_is_minimal': False, 'source_label': '50.22.b.g.49.5', 'source_level': 50, 'target_conrey_index': 1, 'target_dim': 3, 'target_embedding_index': 2, 'target_hecke_orbit_code': 31525197760692274, 'target_is_minimal': True, 'target_label': '50.22.a.h.1.2', 'target_level': 50, 'twist_class_label': '50.22.a.g.1.2', 'twist_class_level': 50, 'twisting_char_label': '5.3', 'twisting_conrey_index': 3, 'weight': 22}
  • id: 45722630
    {'conductor': 5, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 49, 'source_dim': 6, 'source_embedding_index': 5, 'source_hecke_orbit_code': 27021666852798514, 'source_is_minimal': False, 'source_label': '50.22.b.g.49.5', 'source_level': 50, 'target_conrey_index': 49, 'target_dim': 6, 'target_embedding_index': 2, 'target_hecke_orbit_code': 27021666852798514, 'target_is_minimal': False, 'target_label': '50.22.b.g.49.2', 'target_level': 50, 'twist_class_label': '50.22.a.g.1.2', 'twist_class_level': 50, 'twisting_char_label': '5.4', 'twisting_conrey_index': 4, 'weight': 22}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 173350
    {'charpoly_factorization': [[[1048576, 0, 1], 3]], 'hecke_orbit_code': 27021666852798514, 'p': 2}
  • id: 173351
    {'charpoly_factorization': [[[536182095566877790016470103361, 0, 804846675395843920323, 0, 56443896963, 0, 1], 1]], 'hecke_orbit_code': 27021666852798514, 'p': 3}
  • id: 173352
    {'charpoly_factorization': [[[0, 1], 6]], 'hecke_orbit_code': 27021666852798514, 'p': 5}
  • id: 173353
    {'charpoly_factorization': [[[403596829549501497992481231253017688519046763479104, 0, 186173184838994424609546298242309168, 0, 1775384504449539852, 0, 1], 1]], 'hecke_orbit_code': 27021666852798514, 'p': 7}
  • id: 173354
    {'charpoly_factorization': [[[-772226084537069806419375846213, 475700535001230296967, 77565926349, 1], 2]], 'hecke_orbit_code': 27021666852798514, 'p': 11}
  • id: 173355
    {'charpoly_factorization': [[[194958081305167835783429291690516380254772401692497179385628467695616, 0, 16775691035798980784335299199176557819591332608, 0, 266144082018500847496368, 0, 1], 1]], 'hecke_orbit_code': 27021666852798514, 'p': 13}
  • id: 173356
    {'charpoly_factorization': [[[13843424550073959028987969600593604946856771535753562269144546634362846818489, 0, 10194905770690409582795224706826046637487347906739123, 0, 201976968912651079569243387, 0, 1], 1]], 'hecke_orbit_code': 27021666852798514, 'p': 17}
  • id: 173357
    {'charpoly_factorization': [[[8973836162189074567837313576039065356125, -398349200513474167981756425, -23959626064725, 1], 2]], 'hecke_orbit_code': 27021666852798514, 'p': 19}
  • id: 173358
    {'charpoly_factorization': [[[1026927785174245680036678698920052783815835277352083514404242932017277803876653015616, 0, 2336480857454954612334026357624418986934997732464599804208, 0, 128709119006453119527897831468, 0, 1], 1]], 'hecke_orbit_code': 27021666852798514, 'p': 23}
  • id: 173359
    {'charpoly_factorization': [[[-19032593420052036001768293797919703532605440000, -7083649827343221061660656422400, 3183619096555920, 1], 2]], 'hecke_orbit_code': 27021666852798514, 'p': 29}
  • id: 173360
    {'charpoly_factorization': [[[-3155295359679334101299668057251105680188361288, -38526805526316348078116436658308, 2950614234339474, 1], 2]], 'hecke_orbit_code': 27021666852798514, 'p': 31}
  • id: 173361
    {'charpoly_factorization': [[[102693823444372186214391387586744570381397482658336510752150091361335147537201030523992142581824, 0, 19210699812089695471267710936779443401471260772857441412434196528, 0, 494890513493039468555998774037772, 0, 1], 1]], 'hecke_orbit_code': 27021666852798514, 'p': 37}
  • id: 173362
    {'charpoly_factorization': [[[-235206244825008179123584748712567400849131292462293, 6329915234000121611815167037511547, 189362455401586329, 1], 2]], 'hecke_orbit_code': 27021666852798514, 'p': 41}
  • id: 173363
    {'charpoly_factorization': [[[1667706492595898896701097278419108856181033303814474501212049263828556588590444253769301060123365376, 0, 63064660973148337476161065825879104039605174601202144590481030595328, 0, 20831543808153166431685193736545328, 0, 1], 1]], 'hecke_orbit_code': 27021666852798514, 'p': 43}
  • id: 173364
    {'charpoly_factorization': [[[10160117609195681740586165640016230282910580591677866190574412913013184964165269574683613811743963974733824, 0, 158101181427051949526786678682943760458608251153995929794138680860918528, 0, 736451838660988248699529420357300272, 0, 1], 1]], 'hecke_orbit_code': 27021666852798514, 'p': 47}
  • id: 173365
    {'charpoly_factorization': [[[10784832750136510409903485176220972754123201822081034846086965398893097250407772702149123774000048395674176, 0, 309759481117059797512586308516303552905979454962005324119483747747738928, 0, 1735488462017337052321151680080035628, 0, 1], 1]], 'hecke_orbit_code': 27021666852798514, 'p': 53}
  • id: 173366
    {'charpoly_factorization': [[[124867076124919211025072349724592079758059224396126080000, -8669316012269161403990646314179329600, -8039229184581194160, 1], 2]], 'hecke_orbit_code': 27021666852798514, 'p': 59}
  • id: 173367
    {'charpoly_factorization': [[[-35596976514280859329369124059624039232047805191047528968, -55236715422721978842075438717704029428, -2623888488791543046, 1], 2]], 'hecke_orbit_code': 27021666852798514, 'p': 61}
  • id: 173368
    {'charpoly_factorization': [[[2669140849486660594852868127652879299347725840894952858960291367630991419413741389911857242632697064644368957842329, 0, 107512733854387261962138756111763004361035359795306477446066378568094702520243, 0, 699337912947441411557838792575009510427, 0, 1], 1]], 'hecke_orbit_code': 27021666852798514, 'p': 67}
  • id: 173369
    {'charpoly_factorization': [[[-1636028585195396816347884475004548961823050701732418033088, 568814260413237638675979336020399252592, -50615572234903950276, 1], 2]], 'hecke_orbit_code': 27021666852798514, 'p': 71}
  • id: 173370
    {'charpoly_factorization': [[[5284839379488804820588084962451054838863829197792265049750973510885598515413394890745474729927563398778369796520906281, 0, 9170352329424285065221845133321583689351052222274219785020900056016516861602963, 0, 5266633538661299001982044709473915544683, 0, 1], 1]], 'hecke_orbit_code': 27021666852798514, 'p': 73}
  • id: 173371
    {'charpoly_factorization': [[[-483162368027254962704914183394099545279021142092399786369000, 18733894885405029142427519884666002217500, -238867876217608026870, 1], 2]], 'hecke_orbit_code': 27021666852798514, 'p': 79}
  • id: 173372
    {'charpoly_factorization': [[[53528613604169816918987137964941471554686228974739931298468098407673504187122004872706177153455331772757555713041613841, 0, 71786209967827333655887703014598321361051655013432032763091174265956752060880483, 0, 25259165866015240179010888883457860738643, 0, 1], 1]], 'hecke_orbit_code': 27021666852798514, 'p': 83}
  • id: 173373
    {'charpoly_factorization': [[[1965627234883656419034872003520634923165414639804182443683375, 95128916392199100695688680644723783464675, -648298785272400763155, 1], 2]], 'hecke_orbit_code': 27021666852798514, 'p': 89}
  • id: 173374
    {'charpoly_factorization': [[[120316123637726480234452649185673113934913618872778069666033340503488808940197830536073809418456637230631856512724820428864, 0, 579699634660233886439095065358807246205448218742349861307964585816396914355708134448, 0, 1841227857874941971571697662566872201756812, 0, 1], 1]], 'hecke_orbit_code': 27021666852798514, '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': 7, 'label': '50.22.b.g', 'level': 50, 'portrait': 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', 'weight': 22}
• 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: 47132965
    {'hecke_orbit_code': 27021666852798514, 'n': 1, 'trace_an': 6}
  • id: 47132966
    {'hecke_orbit_code': 27021666852798514, 'n': 2, 'trace_an': 0}
  • id: 47132967
    {'hecke_orbit_code': 27021666852798514, 'n': 3, 'trace_an': 0}
  • id: 47132968
    {'hecke_orbit_code': 27021666852798514, 'n': 4, 'trace_an': -6291456}
  • id: 47132969
    {'hecke_orbit_code': 27021666852798514, 'n': 5, 'trace_an': 0}
  • id: 47132970
    {'hecke_orbit_code': 27021666852798514, 'n': 6, 'trace_an': 94992384}
  • id: 47132971
    {'hecke_orbit_code': 27021666852798514, 'n': 7, 'trace_an': 0}
  • id: 47132972
    {'hecke_orbit_code': 27021666852798514, 'n': 8, 'trace_an': 0}
  • id: 47132973
    {'hecke_orbit_code': 27021666852798514, 'n': 9, 'trace_an': -50125674708}
  • id: 47132974
    {'hecke_orbit_code': 27021666852798514, 'n': 10, 'trace_an': 0}
  • id: 47132975
    {'hecke_orbit_code': 27021666852798514, 'n': 11, 'trace_an': -155131852698}
  • id: 47132976
    {'hecke_orbit_code': 27021666852798514, 'n': 12, 'trace_an': 0}
  • id: 47132977
    {'hecke_orbit_code': 27021666852798514, 'n': 13, 'trace_an': 0}
  • id: 47132978
    {'hecke_orbit_code': 27021666852798514, 'n': 14, 'trace_an': 1867315679232}
  • id: 47132979
    {'hecke_orbit_code': 27021666852798514, 'n': 15, 'trace_an': 0}
  • id: 47132980
    {'hecke_orbit_code': 27021666852798514, 'n': 16, 'trace_an': 6597069766656}
  • id: 47132981
    {'hecke_orbit_code': 27021666852798514, 'n': 17, 'trace_an': 0}
  • id: 47132982
    {'hecke_orbit_code': 27021666852798514, 'n': 18, 'trace_an': 0}
  • id: 47132983
    {'hecke_orbit_code': 27021666852798514, 'n': 19, 'trace_an': 47919252129450}
  • id: 47132984
    {'hecke_orbit_code': 27021666852798514, 'n': 20, 'trace_an': 0}
  • id: 47132985
    {'hecke_orbit_code': 27021666852798514, 'n': 21, 'trace_an': -452827014956148}
  • id: 47132986
    {'hecke_orbit_code': 27021666852798514, 'n': 22, 'trace_an': 0}
  • id: 47132987
    {'hecke_orbit_code': 27021666852798514, 'n': 23, 'trace_an': 0}
  • id: 47132988
    {'hecke_orbit_code': 27021666852798514, 'n': 24, 'trace_an': -99606734045184}
  • id: 47132989
    {'hecke_orbit_code': 27021666852798514, 'n': 25, 'trace_an': 0}
  • id: 47132990
    {'hecke_orbit_code': 27021666852798514, 'n': 26, 'trace_an': 60018091106304}
  • id: 47132991
    {'hecke_orbit_code': 27021666852798514, 'n': 27, 'trace_an': 0}
  • id: 47132992
    {'hecke_orbit_code': 27021666852798514, 'n': 28, 'trace_an': 0}
  • id: 47132993
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