Embedded newform data - 560.8.a.q.1.1

Formats: - HTML - YAML - JSON - 2024-05-21T21:47:57.617101

• 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_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': 35840, 'analytic_conductor': 174.9356142711082, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [5, -1], [7, 1]], 'atkin_lehner_string': '+-+', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': False, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [560, 1, [351, 421, 337, 241], [1, 1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 4, 'field_disc': 737450601812, 'field_disc_factorization': [[2, 2], [23, 1], [8015767411, 1]], 'field_poly': [794610, -2749, -2283, -1, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': -1, 'has_non_self_twist': 0, 'hecke_cutters': [[3, [3390228, 127971, -3393, -55, 1]]], 'hecke_orbit': 17, 'hecke_orbit_code': 72057594172146224, 'hecke_ring_generator_nbound': 13, 'hecke_ring_index': 32, 'hecke_ring_index_factorization': [[2, 5]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '560.8.a.q', 'level': 560, '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, 7], 'level_radical': 70, 'minimal_twist': '280.8.a.a', 'prim_orbit_index': 1, 'qexp_display': 'q+(14+\\beta _{2})q^{3}+5^{3}q^{5}-7^{3}q^{7}+(272+\\cdots)q^{9}+\\cdots', 'related_objects': [], 'relative_dim': 4, 'rm_discs': [], 'sato_tate_group': '7.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '560.8.a', 'trace_display': [0, 55, 500, -1372], 'trace_hash': 1596713540845480575, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '3.892', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '42.926', 'prec': 20}, {'__RealLiteral__': 0, 'data': '1.332', 'prec': 17}, {'__RealLiteral__': 0, 'data': '765.777', 'prec': 24}], 'trace_zratio': 0, 'traces': [4, 0, 55, 0, 500, 0, -1372, 0, 1063, 0, 633, 0, -5397, 0, 6875, 0, -41987, 0, 41958, 0, -18865, 0, 63650, 0, 62500, 0, 101737, 0, 1071, 0, -79700, 0, -92499, 0, -171500, 0, -131804, 0, -168611, 0, -313834, 0, -604338, 0, 132875, 0, -2429, 0, 470596, 0, -1178733, 0, -590946, 0, 79125, 0, 1307410, 0, -437296, 0, -369710, 0, -364609, 0, -674625, 0, -537812, 0, -4360534, 0, 2096808, 0, -6033412, 0, 859375, 0, -217119, 0, -5554681, 0, -13721804, 0, 2234760, 0, -5248375, 0, 5900337, 0, -5347574, 0, 1851171, 0, -20106036, 0, 5244750, 0, -2106023, 0, 3460842, 0, -32113648, 0, 15991623, 0, -2358125, 0, 14025466, 0, -30481519, 0, 23881902, 0, -18843964, 0, 7956250, 0, -4821428, 0, 14401541, 0, -55062841, 0, 17210628, 0, 7812500, 0, 38846908, 0, 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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

  
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0.0], [0.0, 0.0]], 'angles': [None, -0.33078928059743273, None, None, -0.19076959215949998, -0.24453187332877818, -0.3189168612333053, -0.3061145101213047, -0.0998322049354539, -0.30166144063039724, -0.26194862058442353, -0.306765704020698, -0.26975158736149996, -0.24672233073705657, -0.26842230350811397, -0.330241562425494, -0.10756078799667868, -0.10432896928059117, -0.27472656845556453, -0.09306013210724198, -0.21458762639730636, -0.32543142558511834, -0.29693905186580527, -0.2651604481662373, -0.14505863124965157, -0.24084726271215107, -0.16698208186566357, -0.25337277732247543, -0.25970166612667084, -0.2563356479843806, -0.11215666461250097, -0.2630102365759841, -0.2915685240715871, -0.30676004047004185, -0.3940110608450069, -0.269044402870407, -0.2765189002019488, -0.1498124304973191, -0.22681023270231346, -0.22653298158366406, -0.1239361439318558, -0.3689322847592689, -0.3598232929387951, -0.21719533165749202, -0.318496285408925, -0.2815752746568746, -0.20462638010680237, 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-0.4182595059653142, -0.19603223265604103, -0.24183256578751258, -0.3320600046897411, -0.3555007854740505, -0.33700694913800605, -0.23399251278382244, -0.2137320473251489, -0.3442200598219687, -0.34982672754752, -0.33799670352245426, -0.23663213121258933, -0.23565430499538506, -0.23289774287670853, -0.11667373411245743, -0.2813116903813389, -0.21417973744221844, -0.325332985967681, -0.2671125296598785, -0.36076576137871746, -0.21469274343663924, -0.13132263057382165, -0.29251619880000185, -0.171097850379017, -0.2882071581910589, -0.2987603352849407, -0.273163309690423, -0.35036067116917463, -0.2742248750327256], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 1, 'dual_embedding_m': 1, 'embedding_index': 1, 'embedding_m': 1, 'embedding_root_imag': 0.0, 'embedding_root_real': 19.659130183032747, 'hecke_orbit': 17, 'hecke_orbit_code': 72057594172146224, 'label': '560.8.a.q.1.1', 'level': 560, 'weight': 8}
• mf_newspaces •

  Column	Type
  ALdims	integer[]
  Nk2	integer
  a4_dim	integer
  a5_dim	integer
  analytic_conductor	double precision
  char_conductor	integer
  char_degree	integer
  char_is_real	boolean
  char_orbit_index	smallint
  char_orbit_label	text
  char_order	integer
  char_parity	smallint
  char_values	jsonb
  conrey_index	integer
  cusp_dim	integer
  dihedral_dim	integer
  dim	integer
  eis_dim	integer
  eis_new_dim	integer
  hecke_cutter_primes	integer[]
  hecke_orbit_code	bigint
  hecke_orbit_dims	integer[]
  label	text
  level	integer
  level_is_powerful	boolean
  level_is_prime	boolean
  level_is_prime_power	boolean
  level_is_prime_square	boolean
  level_is_square	boolean
  level_is_squarefree	boolean
  level_primes	integer[]
  level_radical	integer
  mf_dim	integer
  mf_new_dim	integer
  num_forms	smallint
  plus_dim	integer
  prim_orbit_index	smallint
  relative_dim	integer
  s4_dim	integer
  sturm_bound	integer
  trace_bound	integer
  trace_display	numeric[]
  traces	numeric[]
  weight	smallint
  weight_parity	smallint

  
  {'ALdims': [12, 9, 9, 12, 11, 10, 11, 10], 'Nk2': 35840, 'analytic_conductor': 174.9356142711082, 'char_conductor': 1, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [560, 1, [351, 421, 337, 241], [1, 1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 660, 'dim': 84, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 134218288, 'hecke_orbit_dims': [1, 1, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 4, 4, 4, 4, 4, 5, 5, 5, 6, 6, 6, 6], 'label': '560.8.a', 'level': 560, '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, 7], 'level_radical': 70, 'mf_dim': 684, 'mf_new_dim': 84, 'num_forms': 24, 'plus_dim': 45, 'prim_orbit_index': 1, 'relative_dim': 84, 'sturm_bound': 768, 'trace_bound': 5, 'trace_display': [0, 0, 0, -686], 'traces': [84, 0, 0, 0, 0, 0, -686, 0, 65708, 0, 1204, 0, 0, 0, -13500, 0, -47944, 0, 60584, 0, 0, 0, -217712, 0, 1312500, 0, 476088, 0, 51688, 0, -268024, 0, -161280, 0, 257250, 0, -415576, 0, -774420, 0, -601208, 0, 1137176, 0, 0, 0, -1252248, 0, 9882516, 0, -2502228, 0, 907816, 0, 0, 0, 2419200, 0, -12337920, 0, 2279888, 0, -2500470, 0, 0, 0, 4579496, 0, -4790448, 0, 7179616, 0, -6405528, 0, 0, 0, 5957224, 0, 18156868, 0, 61178500, 0, -15261432, 0, -7534000, 0, -18323112, 0, 7580136, 0, 0, 0, 28999536, 0, -13718000, 0, 29789720, 0, 18472520, 0, -27133968, 0, -9129432, 0, 0, 0, 108885928, 0, 22867000, 0, 66521432, 0, 58776136, 0, 17753000, 0, -84565776, 0, 0, 0, 109097564, 0, -75977256, 0, 0, 0, -51609096, 0, 148546960, 0, 81788400, 0, 0, 0, -6721500, 0, -59657560, 0, -135303376, 0, 17298240, 0, -16662968, 0, 53062000, 0, 0, 0, -44775208, 0, 143311108, 0, -245984232, 0, 89373000, 0, 7737392, 0, -52371256, 0, -46631536, 0, 101106544, 0, 0, 0, 367453992, 0, 336290692, 0, -14148984, 0, 263887264, 0, -10718750, 0, 16920208, 0, -77430560, 0, 150617168, 0, -196111584, 0, 0, 0, -232025576, 0, 0, 0, -227414788, 0, -143450968, 0, -260956000, 0, 54473816, 0, 160793736, 0, -117657360, 0, 374754940, 0, 0, 0, 209648832, 0, -231125872, 0, 267432172, 0, 260305920, 0, 0, 0, 176104432, 0, 722698776, 0, -78222192, 0, 561224472, 0, 1026687500, 0, -461386928, 0, -66500256, 0, -127756524, 0, 577409144, 0, 13722500, 0, 372491760, 0, -1163741052, 0, -355076312, 0, 1041204456, 0, 0, 0, 565113496, 0, 933812272, 0, 1113782928, 0, 654650832, 0, 25026000, 0, -487894872, 0, -318283420, 0, 2006118824, 0, 43338488, 0, -360812000, 0, -619302352, 0, -353382000, 0, 1386256432, 0, 0, 0, 18812500, 0, 268349224, 0, 1121859488, 0, 928667632, 0, 1303304512, 0, 551294000, 0, -661917284, 0, 964611940, 0, -2709347204, 0, 1054035984, 0, -410758000, 0, 2339638816, 0, 1441252360, 0, -1159573240, 0, 444204344, 0, 105539000, 0, 18909056, 0, 1013050912, 0, 1631406032, 0, -1402338600, 0, 562605750, 0, 356677864, 0, 3172638612, 0, -2084027904, 0, 1219391352, 0, 0, 0, 5383683464, 0, 288122744, 0, -1993895248, 0, -663053320, 0, -665871000, 0, -111402824, 0, 3874641240, 0, 735438096, 0, -80707214, 0, -1065258000, 0, 8257544416, 0, -32099232, 0, 6019976404, 0, 3811057640, 0, 0, 0, 1386806624, 0, -1289474784, 0, 5165671076, 0, 9770018696, 0, 224926000, 0, -27430264, 0, 5286731176, 0, -247592492, 0, -4015840296, 0, -210937500, 0, 1533837408, 0, -2270714656, 0, 4561220608, 0, -7628309840, 0, 0, 0, 1317801200, 0, 3088359672, 0, 2305746184, 0, -2539798224, 0, 1946564000, 0, -267060032, 0, 2831429328, 0, 254972928, 0, 3989858984, 0, -815032000, 0, 2285626496, 0, -4344277496, 0, -10967453200, 0, 0, 0, -1161573000, 0, -2496443552, 0, -377916672, 0, 1162969944, 0, -6382710592, 0, -749125000, 0, 934253796, 0, -2673838800, 0, 9264567340, 0, 2080745336, 0, -1171456500, 0, -6611116352, 0, -4816414520, 0, 7730480492, 0, 3734151336, 0, 151102000, 0, 6366041904, 0, -2602829472, 0, -12901468856, 0, -3968838800, 0, -1883927500, 0, -373478024, 0, -3750316908, 0, -8900307152, 0, -9448231376, 0, 2789748000, 0, -18414148144, 0, -2168778024, 0, 9502174392, 0, -2648055232, 0, 946625000, 0, 4705035432, 0, 5579254200, 0, 1107038432, 0, 1707986336, 0, -2531812000, 0, -9351520160, 0, -2385852560, 0, -11356835028, 0, 3901760096, 0, -289516000, 0, -2553116384, 0, 3066985924, 0, -13606650096, 0, -15580786312, 0, -542859000, 0, 9839048888, 0, 8166682992, 0, -227684772, 0, 19812777312, 0, 10995236500, 0, 495925744, 0, -9304200108, 0, 2427698648, 0, 14178993400, 0, 0, 0, -12388691256, 0, 13596172308, 0, -47472693768, 0, 4154245712, 0, -13186714000, 0, -2208263520, 0, 141649396, 0, 22032671112, 0, -48866290936, 0, -158618000, 0, -14587367632, 0, -16968115552, 0, 24285517488, 0, 755801872, 0, 22287004000, 0, -20787400856, 0, 4772952208, 0, -16961441736, 0, 27531202952, 0, 776182000, 0, -6197664942, 0, -4508744920, 0, -20162951600, 0, -2628159472, 0, -3401750000, 0, 5473892008, 0, -7597713472, 0, 1548477616, 0, -49980243336, 0, 554799000, 0, -51996369592, 0, -40856546080, 0, 38612915592, 0, -25245914904, 0, 2527738500, 0, 1169206656, 0, 27619397724, 0, 16118255096, 0, 56506272224, 0, -2165752000, 0, 28248152632, 0, -7004929848, 0, -33664379900, 0, 17586118648, 0, -17793477000, 0, 1735617656, 0, -27316854592, 0, -22767433008, 0, -14267983660, 0, 20507812500, 0, -4150466888, 0, -10396517376, 0, 38249952380, 0, -29723133440, 0, 10010109000, 0, 0, 0, 3451936192, 0, -19019406168, 0, 26054634288, 0, 1519182000, 0, 2942747440, 0, -6080229200, 0, 7954019080, 0, -26684847832, 0, -20599407000, 0, -13465541816, 0, -25991097788, 0, -33498673152, 0, -49319895992, 0, 0, 0, 10107127280, 0, -5558935264, 0, 108775230768, 0, -28993059192, 0, 7438875000, 0, -17913799680, 0, -12039514032, 0, -30108000584, 0, 59191069696, 0, -17311586000, 0, 63940648440, 0, 20945909328, 0, -93130634584, 0, 21714081480, 0, -40028293000, 0, 31988185520, 0, 2300787312, 0, -15745599064, 0, -96445180160, 0, -7465524000, 0, 12722156748, 0, -30373706664, 0, 20265909784, 0, 32221486080, 0, 27268192500, 0, -10559452784, 0, 18881237288, 0, -6500604600, 0, 162817458736, 0, 807625000, 0, 34010713808, 0, 77754704852, 0, -57425382640, 0, 12074690128, 0, -1588261500, 0, -18480430864, 0, 57779099124, 0, 43865906160, 0, -82507059672, 0, 8816364000, 0, -149716746616, 0, -21524070456, 0, 35718801796, 0, -12662615392, 0, 19089174000, 0, -13139341032, 0, -34108347912, 0, -26607413560, 0, 39989465852, 0, -21969144000, 0, 828686504, 0, 23661115048, 0, -158054919912, 0, 8432637136, 0, -4187875000, 0, 4760219856, 0, 23437996576, 0, 2941096976, 0, -144698152120, 0, -11883107000, 0, 13880714832, 0, -78532855424, 0, 912617356, 0, -26108665952, 0, 54529449000, 0, -44705784736, 0, 52467778420, 0, 56446472664, 0, 9449235168, 0, 0, 0, 62725365920, 0, 67549774944, 0, -87532700624, 0, -99964350576, 0, -42341573000, 0, 61432128896, 0, 18543832636, 0, -25064563000, 0, -170598977784, 0, -2520000000, 0, -124895238368, 0, 91480657072, 0, 301676118440, 0, -5640563656, 0, 47935338500, 0, 24740393840, 0, 8580355560, 0, 2216468436, 0, 233897457192, 0, -6917956000, 0, 28292025034, 0, 96183003624, 0, -68087152656, 0, -56584419824, 0, -48208721000, 0, 883427352, 0, -186620509512, 0, -11183287248, 0, -229270992456, 0, 22714394000, 0, -64099832392, 0, -24427767104, 0, 64554268712, 0, 26747878456, 0, 4019531250, 0, 39025231432, 0, -117686819628, 0, -25092605064, 0, 19694134816, 0, -9440584000, 0, 208276404272, 0, 22786916880, 0, -128371555756, 0, -32337307728, 0, -26570046000, 0, 108581391248, 0, 75277500376, 0, -165416579632, 0, -81600399720, 0, 26876093000, 0, -3730938576, 0, 65430179648, 0, 269426047232, 0, 130243760640, 0, 62274456000, 0, 1573837664, 0, -21183398092, 0, 57207291816, 0, 226247694768, 0, -6493375000, 0, -26293192032, 0, 37131148088, 0, 7127647016, 0, -187962808624, 0, -138345989500, 0, -18781083864, 0, -242461001804, 0, -35417486480, 0, 17290903344, 0, 0, 0, 51752465720, 0, -48088202544, 0, 161326037488, 0, 91624413944, 0, 71006214000, 0, -100935154960, 0, -46554107180, 0, 188249632532, 0, 547554666880, 0, -23384114000, 0, 166367582168, 0, -21618019536, 0, -401713772544, 0, -8805710032, 0, -12100312500, 0, -48395391304, 0, -46737859312, 0, -2185631768, 0, -269693970536, 0, 43367038000, 0, 61694592288, 0, 47947353280, 0, 490249232, 0, 139690068128, 0, 132726515000, 0, -71411660848, 0, 632480587864, 0], 'weight': 8, '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: 48052224
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 72057594172146224, 'source_is_minimal': False, 'source_label': '560.8.a.q.1.1', 'source_level': 560, 'target_conrey_index': 1, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 72057594172146224, 'target_is_minimal': False, 'target_label': '560.8.a.q.1.1', 'target_level': 560, 'twist_class_label': '280.8.a.a.1.4', 'twist_class_level': 280, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 8}
  • id: 48052225
    {'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 72057594172146224, 'source_is_minimal': False, 'source_label': '560.8.a.q.1.1', 'source_level': 560, 'target_conrey_index': 1, 'target_dim': 4, 'target_embedding_index': 4, 'target_hecke_orbit_code': 134218008, 'target_is_minimal': True, 'target_label': '280.8.a.a.1.4', 'target_level': 280, 'twist_class_label': '280.8.a.a.1.4', 'twist_class_level': 280, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 8}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 1052225
    {'charpoly_factorization': [[[0, 1], 4]], 'hecke_orbit_code': 72057594172146224, 'p': 2}
  • id: 1052226
    {'charpoly_factorization': [[[3390228, 127971, -3393, -55, 1], 1]], 'hecke_orbit_code': 72057594172146224, 'p': 3}
  • id: 1052227
    {'charpoly_factorization': [[[-125, 1], 4]], 'hecke_orbit_code': 72057594172146224, 'p': 5}
  • id: 1052228
    {'charpoly_factorization': [[[343, 1], 4]], 'hecke_orbit_code': 72057594172146224, 'p': 7}
  • id: 1052229
    {'charpoly_factorization': [[[22849882602660, 2411484877, -11242577, -633, 1], 1]], 'hecke_orbit_code': 72057594172146224, 'p': 11}
  • id: 1052230
    {'charpoly_factorization': [[[183932394746506, -288095159193, -94901903, 5397, 1], 1]], 'hecke_orbit_code': 72057594172146224, 'p': 13}
  • id: 1052231
    {'charpoly_factorization': [[[37162073357531010, -6919918623999, -110863879, 41987, 1], 1]], 'hecke_orbit_code': 72057594172146224, 'p': 17}
  • id: 1052232
    {'charpoly_factorization': [[[276188865882012512, 24989714065848, -730263948, -41958, 1], 1]], 'hecke_orbit_code': 72057594172146224, 'p': 19}
  • id: 1052233
    {'charpoly_factorization': [[[12149280494875071296, 611687927508264, -10748283716, -63650, 1], 1]], 'hecke_orbit_code': 72057594172146224, 'p': 23}
  • id: 1052234
    {'charpoly_factorization': [[[37505943780319963122, -241060037574205, -15329504159, -1071, 1], 1]], 'hecke_orbit_code': 72057594172146224, 'p': 29}
  • id: 1052235
    {'charpoly_factorization': [[[-78746200028546918400, -4408473529383360, -48619490512, 79700, 1], 1]], 'hecke_orbit_code': 72057594172146224, 'p': 31}
  • id: 1052236
    {'charpoly_factorization': [[[229212383479849488624, -1584006752091376, -30247370240, 131804, 1], 1]], 'hecke_orbit_code': 72057594172146224, 'p': 37}
  • id: 1052237
    {'charpoly_factorization': [[[-32909610859384377984, -3546743838263456, -7354803128, 313834, 1], 1]], 'hecke_orbit_code': 72057594172146224, 'p': 41}
  • id: 1052238
    {'charpoly_factorization': [[[58934677531259083424, -4549505356506792, 70616252580, 604338, 1], 1]], 'hecke_orbit_code': 72057594172146224, 'p': 43}
  • id: 1052239
    {'charpoly_factorization': [[[26383660608997117533744, 78913529498367647, -522722911949, 2429, 1], 1]], 'hecke_orbit_code': 72057594172146224, 'p': 47}
  • id: 1052240
    {'charpoly_factorization': [[[-179264816188164370776064, -1596687041208560640, -1839029714496, 590946, 1], 1]], 'hecke_orbit_code': 72057594172146224, 'p': 53}
  • id: 1052241
    {'charpoly_factorization': [[[1489386282532333589743872, -4419418276312480000, -5586232744480, 437296, 1], 1]], 'hecke_orbit_code': 72057594172146224, 'p': 59}
  • id: 1052242
    {'charpoly_factorization': [[[1031313777818849861962880, 802450387178454048, -9355086606824, 369710, 1], 1]], 'hecke_orbit_code': 72057594172146224, 'p': 61}
  • id: 1052243
    {'charpoly_factorization': [[[117199617625495206094848, -268402576742480128, -724910531936, 537812, 1], 1]], 'hecke_orbit_code': 72057594172146224, 'p': 67}
  • id: 1052244
    {'charpoly_factorization': [[[5801570146638159630041088, 81247320643459424256, -31133894508288, -2096808, 1], 1]], 'hecke_orbit_code': 72057594172146224, 'p': 71}
  • id: 1052245
    {'charpoly_factorization': [[[-17755475753361566203963280, -13550428158334849168, 6486271934368, 6033412, 1], 1]], 'hecke_orbit_code': 72057594172146224, 'p': 73}
  • id: 1052246
    {'charpoly_factorization': [[[-56421472182544045895345776, -182577533710105956373, -35898364506933, 5554681, 1], 1]], 'hecke_orbit_code': 72057594172146224, 'p': 79}
  • id: 1052247
    {'charpoly_factorization': [[[-13802203905616089643744512, 21834551904172659840, -7223256963904, -2234760, 1], 1]], 'hecke_orbit_code': 72057594172146224, 'p': 83}
  • id: 1052248
    {'charpoly_factorization': [[[113240102178179620833198336, 14555986593570005376, -54081820965952, 5347574, 1], 1]], 'hecke_orbit_code': 72057594172146224, 'p': 89}
  • id: 1052249
    {'charpoly_factorization': [[[2954906260961109861512988522, -350757622487742933627, -137001334218327, 2106023, 1], 1]], 'hecke_orbit_code': 72057594172146224, 'p': 97}
• mf_newform_portraits •

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

  
  {'char_orbit_index': 1, 'hecke_orbit': 17, 'label': '560.8.a.q', 'level': 560, 'portrait': 'data:image/png;base64,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', 'weight': 8}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 240349000
    {'hecke_orbit_code': 72057594172146224, 'n': 1, 'trace_an': 4}
  • id: 240349001
    {'hecke_orbit_code': 72057594172146224, 'n': 2, 'trace_an': 0}
  • id: 240349002
    {'hecke_orbit_code': 72057594172146224, 'n': 3, 'trace_an': 55}
  • id: 240349003
    {'hecke_orbit_code': 72057594172146224, 'n': 4, 'trace_an': 0}
  • id: 240349004
    {'hecke_orbit_code': 72057594172146224, 'n': 5, 'trace_an': 500}
  • id: 240349005
    {'hecke_orbit_code': 72057594172146224, 'n': 6, 'trace_an': 0}
  • id: 240349006
    {'hecke_orbit_code': 72057594172146224, 'n': 7, 'trace_an': -1372}
  • id: 240349007
    {'hecke_orbit_code': 72057594172146224, 'n': 8, 'trace_an': 0}
  • id: 240349008
    {'hecke_orbit_code': 72057594172146224, 'n': 9, 'trace_an': 1063}
  • id: 240349009
    {'hecke_orbit_code': 72057594172146224, 'n': 10, 'trace_an': 0}
  • id: 240349010
    {'hecke_orbit_code': 72057594172146224, 'n': 11, 'trace_an': 633}
  • id: 240349011
    {'hecke_orbit_code': 72057594172146224, 'n': 12, 'trace_an': 0}
  • id: 240349012
    {'hecke_orbit_code': 72057594172146224, 'n': 13, 'trace_an': -5397}
  • id: 240349013
    {'hecke_orbit_code': 72057594172146224, 'n': 14, 'trace_an': 0}
  • id: 240349014
    {'hecke_orbit_code': 72057594172146224, 'n': 15, 'trace_an': 6875}
  • id: 240349015
    {'hecke_orbit_code': 72057594172146224, 'n': 16, 'trace_an': 0}
  • id: 240349016
    {'hecke_orbit_code': 72057594172146224, 'n': 17, 'trace_an': -41987}
  • id: 240349017
    {'hecke_orbit_code': 72057594172146224, 'n': 18, 'trace_an': 0}
  • id: 240349018
    {'hecke_orbit_code': 72057594172146224, 'n': 19, 'trace_an': 41958}
  • id: 240349019
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