Embedded newform data - 98.7.d.c.31.3

Formats: - HTML - YAML - JSON - 2026-04-11T18:52:57.958687

• 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': 4802, 'analytic_conductor': 22.545300194745398, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 7, 'char_degree': 2, 'char_is_minimal': False, 'char_is_real': False, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 6, 'char_parity': -1, 'char_values': [98, 6, [3], [5]], 'cm_discs': [], 'conrey_index': 19, 'dim': 8, 'field_disc': 25390897862086656, 'field_disc_factorization': [[2, 12], [3, 4], [17, 2], [16273, 2]], 'field_poly': [294122500, 2401000, 4838750, 29260, 62091, 282, 285, -2, 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, [253716712209, -9012254076, -818090820, 32849712, 2867193, 0, -1836, 0, 1]]], 'hecke_orbit': 3, 'hecke_orbit_code': 9007405530611810, 'hecke_ring_generator_nbound': 3, 'hecke_ring_index': 576, 'hecke_ring_index_factorization': [[2, 6], [3, 2]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 7, 4, -1, 6, 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': False, 'label': '98.7.d.c', 'level': 98, '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, 7], 'level_radical': 14, 'minimal_twist': '14.7.d.a', 'prim_orbit_index': 4, 'qexp_display': 'q-\\beta _{2}q^{2}+(-\\beta _{2}-\\beta _{3}+\\beta _{4}+\\beta _{6})q^{3}+\\cdots', 'related_objects': [], 'relative_dim': 4, 'rm_discs': [], 'sato_tate_group': '6.2.3.c6', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '98.7.d', 'trace_display': [0, 0, 336, 0], 'trace_hash': 2247341247719742384, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.032', 'prec': 17}, {'__RealLiteral__': 0, 'data': '7.798', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '260.126', 'prec': 24}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '14904.881', 'prec': 30}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.169', 'prec': 17}, 'traces': [8, 0, 0, -128, 336, 0, 0, 0, 756, 2016, -1356, 0, 0, 0, 27144, -4096, 17304, -6816, 32004, 0, 0, 25248, -4128, -10752, 4664, 4704, 0, 0, -30312, 9648, 3108, 0, -3276, 0, 0, -48384, -6124, -155568, 100764, -64512, 0, 0, -297376, -43392, 172116, -194064, -313908, 0, 0, 38784, 253692, -255360, 278484, -386064, 0, 0, -81288, -169824, 835464, -434304, 995316, 0, 0, 262144, 8316, -1673280, 648808, -553728, 0, 0, 190128, -218112, 1617084, -1158144, 2042208, 0, 0, 1122432, 70096, -344064, 1177920, -66528, 0, 0, 2190984, -573024, 2057076, -403968, -739116, 0, 0, 264192, -23364, -3795120, 725640, 344064, 0, 0, -4625928, 149248, 2414160, -2593584, -1305528, 0, 0, -700032, 3065940, -1717632, 1078280, -5569200, 0, 0, -5089416, -161280, 1459836, 484992, 2861712, 0, 0, -617472, -2550308, 1696128, 1998540, -99456, 0, 0, 3639328, 0, -9678816, 1156512, -6934032, 0, 0, -744288, -1098000, -2257920, -92136, 5602464, 0, 0, 2260296, -2279712, 7159572, 774144, 10868508, 0, 0, 391936, 3092016, 12334560, -7925980, 4978176, 0, 0, 11693904, 3224448, -13470156, 8885616, -4969440, 0, 0, 777024, -4754768, 16517760, -18058608, 13382208, 0, 0, 14984888, 11783424, -7786548, 4758016, -4845204, 0, 0, 2777088, -19353600, 11539584, 3243324, -5507712, 0, 0, -5030784, -6210048, -8057280, 15459072, -28093968, 0, 0, -7945248, 27277380, 0, -10437880, -1422624, 0, 0, -20217240, -1963872, -15451716, -620544, 21433104, 0, 0, -16236288, -18150468, 21766416, -356220, 8171520, 0, 0, -51570688, 8911488, -79031736, 12391920, -71387736, 0, 0, -29616960, 17456328, 10531584, 5610132, 13130544, 0, 0, 45627984, 323808, 42333228, 1300608, 63943152, 0, 0, 10868736, -27704616, 3528000, -5330928, -26734848, 0, 0, 8641464, -13897728, -4449732, -13357152, -7729344, 0, 0, 62348544, 28269420, -35965440, 5048136, 4320288, 0, 0, 87289416, 7421664, 131487048, -4194304, 49255920, 0, 0, -532224, -45541800, -26015472, -26892528, 53544960, 0, 0, -24811776, 20761856, 20251308, -39853872, -12659136, 0, 0, 31067712, 48429048, 4209408, 28884700, -55882176, 0, 0, -10415064, -31106880, 17786580, -3042048, 75122208, 0, 0, 13959168, -16302904, -118804896, 100188684, -51746688, 0, 0, -108259944, -37060608, -48846672, -75991776, -27736380, 0, 0, -87803616, 95715108, -32772096, 17462640, -75069792, 0, 0, -38458656, -22138128, 150180072, -17958912, 67351284, 0, 0, -4486144, -87277548, -107615088, 106811604, 11010048, 0, 0, 352608, 37693440, -97911240, -2271120, -255189564, 0, 0, -6760512, 91110248, 14767872, -38435508, -14099904, 0, 0, -122866792, -25627776, 179243316, -35055744, 333501336, 0, 0, 36673536, -58826412, 22022784, 1730664, -65826432, 0, 0, -54329976, -12926976, -171690456, -9736416, -262706976, 0, 0, 154884000, 35893284, -93993984, -20542636, 30149952, 0, 0, 271683312, 41120304, 289634688, -4227072, 181801872, 0, 0, 1495296, -53757548, -21761712, -48459132, 121443840, 0, 0, 29744792, 23220480, 77201712, 31227504, 53908764, 0, 0, -95986752, 61604568, 128327808, -74880528, 127330560, 0, 0, 125075952, 35724000, -191273460, 74014848, -6313272, 0, 0, -9551872, -148427688, 312697056, -101570604, -77253120, 0, 0, 263783496, -82994688, -296059512, 135286368, -141219036, 0, 0, 12499776, -91896, -4816896, -10204992, 83416032, 0, 0, -156176360, -456480, -378585396, 11200512, 288648192, 0, 0, -196220160, 1899828, 217113120, 77410836, 54964224, 0, 0, -359671176, 34504960, -234503388, 45651600, -387126180, 0, 0, 63992640, -8117892, 134217216, -20659248, -67362624, 0, 0, 281912088, 123125568, 401713956, 81430656, -587628972, 0, 0, 10321920, 22042580, -88907616, -185211000, -46714752, 0, 0, -521686064, 15519744, -376252128, 262084128, 271088496, 0, 0, -567753504, 290197728, 64415232, -423992040, 219841440, 0, 0, -390536856, 34863840, -158293968, 9879552, -139822284, 0, 0, 163219712, -452515476, 457627968, -63360832, -54276096, 0, 0, 687075384, 63953280, -459879588, 118175616, -300483540, 0, 0, 477374976, 12303008, 13655040, 251558388, 204853824, 0, 0, 604303992, -7924032, 260680392, -58229248, 273394464, 0, 0, 0, -107079264, 88786656, -60519348, 309722112, 0, 0, -498460176, 37008384, 729401988, -82237824, 93564492, 0, 0, -34139232, -92850096, 3354624, 197644540, -380671200, 0, 0, 413317872, -138556368, -653280264, 11908608, 250428780, 0, 0, 70272000, 426088072, -435774192, -87355872, 72253440, 0, 0, 574473016, -2948352, 348003684, -242793888, 477453060, 0, 0, -478019328, -195797484, -171483648, 41423952, -48575520, 0, 0, -430300656, -286280544, 103266072, -36164736, 211979628, 0, 0, 145901568, 435273516, -437062752, 144363196, -229106304, 0, 0, -424614336, 24772608, 880106892, -357776448, 884977380, 0, 0, 688865664, -530509716, 36470784, 284063472, 23659776, 0, 0, -592853904, 170106288, -319757508, -6270976, -926678424, 0, 0, -197889024, 518361156, -604296000, 579954576, -394705920, 0, 0, 1109306232, -253631360, 1334595108, -530096688, -313716060, 0, 0, 599413056, -93988548, -579212928, -59627288, -1405168128, 0, 0, -984646680, -96000864, 264698112, -187102464, -501959052, 0, 0, -206364672, 427880876, -447607104, 470962764, 431044992, 0, 0, -1498686560, 284339712, -500288544, -259633728, 592359432, 0, 0, -1090559808, -505249128, 66060288, 346154220, 495057024, 0, 0, -236513232, -1534224, 246772008, -12432384, -636098148, 0, 0, 304305152, 526317372, -221580912, -137561292, -528568320, 0, 0, 1856255712, -577875456, 45703476, 394394544, 629195364, 0, 0, 393346752, -60360156, -734713728, -168592968, 1149248016, 0, 0, -1687082824, 312306336, -25554312, -239758208, -73414656, 0, 0, -754139136, -236897532, -190243872, -664745340, 249169536, 0, 0, -367841304, 152256512, 1452047436, -358663104, 1896502440, 0, 0, 1364436000, 348133968, 655764480, 1078404564, -1459294368, 0, 0, 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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], [0.3535533905932738, 0.6123724356957945], [-0.8107082702652948, -0.46806263807192383], [-0.25, 0.4330127018922193], [0.08598915401256318, -0.04964586121654155], [0.0, -0.661940530801444], [0.0, 0.0], [-0.3535533905932738, 0.0], [-0.06183473368230251, -0.10710090041023852], [0.06080351391077785, 0.03510492512406275], [0.5821421558393242, -1.0082997911413887], [0.4053541351326474, -0.23403131903596192], [0.0, 1.2608534103019713], [0.0, 0.0], [-0.09294949108146817, 0.0], [-0.125, -0.21650635094610965], [0.022311260929504865, 0.012881412503609612], [0.04372375949962032, -0.07573177295126475], [0.16734318015068614, -0.09661563010704668], [0.0, 0.04964586121654155], [0.0, 0.0], [0.8232733320170841, 0.0], [0.5851697422511418, 1.013543724630962], [0.2866286577343031, 0.165485132700361], [-0.4950705769281358, 0.8574873925719676], [-0.7721118739219671, 0.4457789982533541], [0.0, 1.051895390431101], [0.0, 0.0], [-0.3066559826551807, 0.0], [-0.03286260772577233, 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[-0.3682096745235422, -0.6377578641131747], [-0.5859725364975469, -0.3383114016845865], [-0.24256569051207078, 0.4201361001399345], [-0.025028955747836604, 0.014450474338548694], [0.0, -0.12632527176966532], [0.0, 0.0], [0.9429944195994608, 0.0], [-0.008120786442341318, -0.014065614715551669], [-0.08504772106275833, -0.049102324649547724], [-0.010441023370451078, 0.01808438296063531], [0.8846608829242584, -0.5107591988978526], [0.0, 0.5881414674844986], [0.0, 0.0], [0.050577645275813266, 0.0], [-0.5012455835191889, -0.8681828177247444], [-0.17547607009228944, -0.10131115630412094], [-0.13575115999343756, 0.2351279062950454], [0.7089170833405024, -0.4092934688997634], [0.0, -0.050991613910186695], [0.0, 0.0], [1.3813712931114954, 0.0], [-0.2387765723498221, -0.41357315496703784], [-0.5068754368359046, -0.2926446699028187], [-0.030612557278295136, 0.0530225045556196], [0.02550388489839537, -0.014724674811469798], [0.0, -0.4274448177553726], [0.0, 0.0], [0.5552032153925036, 0.0], [-0.024179797455279723, -0.04188063770926913], [0.2728527779153342, 0.15753162477855537], [0.5551291303104358, -0.9615118584591988], [-0.1440845718957862, 0.08318726637010415], [0.0, 0.18719139831921255], [0.0, 0.0], [-1.5552617384937992, 0.0], [0.02261108335344273, 0.03916354518233768], [-0.2865469971170996, -0.16543798592103637], [0.035550876750805004, -0.061575924786013425], [-0.07063622403329609, 0.040781842960162205], [0.0, 0.10265913305431167], [0.0, 0.0], [-0.01916245013525587, 0.0], [-0.29048456077614937, -0.5031340180786201], [-0.03558037656313359, -0.02054233998659343], [0.5639523569745397, -0.9767941353281233], [0.37784639786784757, -0.21814971952133225], [0.0, 1.435865841928477], [0.0, 0.0], [-1.7595026868675068, 0.0], [-0.40878114248306746, -0.7080297079567253], [-0.0712798057354763, -0.04115341502916147], [-0.02710481560336282, 0.04694691775481007], [1.2899007554896658, -0.7447245484098601], [0.0, -0.125444374595729], [0.0, 0.0], [0.8971704081686129, 0.0], [-0.686309622521159, -1.1887231359300647], [0.4121270194229974, 0.23794164560418568], [0.001489140166621368, -0.002579266428179793], [-0.04774333209690837, 0.027564625638159746], [0.0, 0.678177939728463], [0.0, 0.0], [1.329232321649926, 0.0], [-0.03487781035817714, -0.060410139597114866], [-1.1018062380296916, -0.6361281281212513], [-0.49214311642045283, 0.8524168822355093], [0.5262335069211167, -0.3038210568775075], [0.0, -0.26413444591380614], [0.0, 0.0], [-0.8224019616118906, 0.0], [-0.4809194972767229, -0.8329770036337664], [-0.06894465354387784, -0.039805214282743355], [-0.3026445425671294, 0.52419572435971], [-0.11716290516005207, 0.06764403483319466], [0.0, -0.9621124240854428], [0.0, 0.0], [1.4249886736266444, 0.0], [-0.04998039927581022, -0.08656859092828202], [0.06993902495772107, 0.04037931488620022], [0.07168362174417316, -0.12415967493145705], [0.28945102434402037, -0.16711462682223308], [0.0, -0.6291725796967733], [0.0, 0.0], [-0.011618686385183522, 0.0], 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[-0.5845503858653798, -1.0124709679028299], [-0.008754880333160379, -0.0050546325170731056], [-0.0718559459756489, 0.12445814925574829], [0.2921963689573452, -0.16869965227375447], [0.0, -0.8163684263910237], [0.0, 0.0], [-0.10152187204119716, 0.0], [-0.06650896121400185, -0.11519689998127905], [1.698021795042474, 0.980353340457624], [-0.12328168281208365, 0.21353013827311967], [-1.618810476223764, 0.9346206642147764], [0.0, -0.06986375619244026]], 'angles': [None, -0.24419058749665284, -0.3254286997392867, None, -0.31777402237368696, 0.10856003080213486, -0.16461646949157344, -0.31793245442366574, 0.016152728966444752, -0.27449955025608486, 0.03503674528424784, 0.09079649089682354, -0.45820451147311164, -0.33323609406140964, -0.4573069670902176, -0.3198383360320455, -0.07808731868727518, -0.261043534853211, -0.45525993064509473, -0.15358732845870618, -0.12808777815979205, -0.09688463463336318, -0.4773082120297907, -0.2746894176769022, 0.04504404383991566, -0.3032910416646151, 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-0.3715915369533971, -0.11343644268704435, -0.4281127599989775, 0.05173289546065231], 'char_orbit_index': 4, 'conrey_index': 31, 'dual_conrey_index': 19, 'dual_embedding_index': 3, 'dual_embedding_m': 3, 'embedding_index': 3, 'embedding_m': 7, 'embedding_root_imag': 13.012671216653043, 'embedding_root_real': 7.51286922981073, 'hecke_orbit': 3, 'hecke_orbit_code': 9007405530611810, 'label': '98.7.d.c.31.3', 'level': 98, 'weight': 7}
• 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': 4802, 'analytic_conductor': 22.545300194745398, 'char_conductor': 7, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 6, 'char_parity': -1, 'char_values': [98, 6, [3], [5]], 'conrey_index': 19, 'cusp_dim': 152, 'dim': 40, 'eis_dim': 32, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 206275870818, 'hecke_orbit_dims': [8, 8, 8, 16], 'label': '98.7.d', 'level': 98, '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, 7], 'level_radical': 14, 'mf_dim': 184, 'mf_new_dim': 40, 'num_forms': 4, 'prim_orbit_index': 4, 'relative_dim': 20, 'sturm_bound': 98, 'trace_bound': 9, 'trace_display': [0, 0, 336, 0], 'traces': [40, 0, 0, -640, 336, 0, 0, 0, 5908, 2016, 780, 0, 0, 0, -42360, -20480, 17304, 8032, 32004, 0, 0, -43104, 20408, -10752, 66160, 4704, 0, 0, 62696, -30160, 3108, 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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: 40778751
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 31, 'source_dim': 8, 'source_embedding_index': 3, 'source_hecke_orbit_code': 9007405530611810, 'source_is_minimal': False, 'source_label': '98.7.d.c.31.3', 'source_level': 98, 'target_conrey_index': 31, 'target_dim': 8, 'target_embedding_index': 3, 'target_hecke_orbit_code': 9007405530611810, 'target_is_minimal': False, 'target_label': '98.7.d.c.31.3', 'target_level': 98, 'twist_class_label': '14.7.d.a.3.4', 'twist_class_level': 14, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 7}
  • id: 40778752
    {'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 31, 'source_dim': 8, 'source_embedding_index': 3, 'source_hecke_orbit_code': 9007405530611810, 'source_is_minimal': False, 'source_label': '98.7.d.c.31.3', 'source_level': 98, 'target_conrey_index': 5, 'target_dim': 8, 'target_embedding_index': 4, 'target_hecke_orbit_code': 206275870734, 'target_is_minimal': True, 'target_label': '14.7.d.a.5.4', 'target_level': 14, 'twist_class_label': '14.7.d.a.3.4', 'twist_class_level': 14, 'twisting_char_label': '7.2', 'twisting_conrey_index': 2, 'weight': 7}
  • id: 40778753
    {'conductor': 7, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 31, 'source_dim': 8, 'source_embedding_index': 3, 'source_hecke_orbit_code': 9007405530611810, 'source_is_minimal': False, 'source_label': '98.7.d.c.31.3', 'source_level': 98, 'target_conrey_index': 97, 'target_dim': 8, 'target_embedding_index': 2, 'target_hecke_orbit_code': 9007268091658338, 'target_is_minimal': False, 'target_label': '98.7.b.c.97.2', 'target_level': 98, 'twist_class_label': '14.7.d.a.3.4', 'twist_class_level': 14, 'twisting_char_label': '7.3', 'twisting_conrey_index': 3, 'weight': 7}
  • id: 40778754
    {'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 31, 'source_dim': 8, 'source_embedding_index': 3, 'source_hecke_orbit_code': 9007405530611810, 'source_is_minimal': False, 'source_label': '98.7.d.c.31.3', 'source_level': 98, 'target_conrey_index': 97, 'target_dim': 8, 'target_embedding_index': 3, 'target_hecke_orbit_code': 9007268091658338, 'target_is_minimal': False, 'target_label': '98.7.b.c.97.3', 'target_level': 98, 'twist_class_label': '14.7.d.a.3.4', 'twist_class_level': 14, 'twisting_char_label': '7.4', 'twisting_conrey_index': 4, 'weight': 7}
  • id: 40778755
    {'conductor': 7, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 31, 'source_dim': 8, 'source_embedding_index': 3, 'source_hecke_orbit_code': 9007405530611810, 'source_is_minimal': False, 'source_label': '98.7.d.c.31.3', 'source_level': 98, 'target_conrey_index': 19, 'target_dim': 8, 'target_embedding_index': 3, 'target_hecke_orbit_code': 9007405530611810, 'target_is_minimal': False, 'target_label': '98.7.d.c.19.3', 'target_level': 98, 'twist_class_label': '14.7.d.a.3.4', 'twist_class_level': 14, 'twisting_char_label': '7.5', 'twisting_conrey_index': 5, 'weight': 7}
  • id: 40778756
    {'conductor': 7, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 31, 'source_dim': 8, 'source_embedding_index': 3, 'source_hecke_orbit_code': 9007405530611810, 'source_is_minimal': False, 'source_label': '98.7.d.c.31.3', 'source_level': 98, 'target_conrey_index': 3, 'target_dim': 8, 'target_embedding_index': 4, 'target_hecke_orbit_code': 206275870734, 'target_is_minimal': True, 'target_label': '14.7.d.a.3.4', 'target_level': 14, 'twist_class_label': '14.7.d.a.3.4', 'twist_class_level': 14, 'twisting_char_label': '7.6', 'twisting_conrey_index': 6, 'weight': 7}
  • id: 40778757
    {'conductor': 21, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 31, 'source_dim': 8, 'source_embedding_index': 3, 'source_hecke_orbit_code': 9007405530611810, 'source_is_minimal': False, 'source_label': '98.7.d.c.31.3', 'source_level': 98, 'target_conrey_index': 19, 'target_dim': 8, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9008092725379198, 'target_is_minimal': False, 'target_label': '126.7.n.c.19.1', 'target_level': 126, 'twist_class_label': '14.7.d.a.3.4', 'twist_class_level': 14, 'twisting_char_label': '21.2', 'twisting_conrey_index': 2, 'weight': 7}
  • id: 40778758
    {'conductor': 21, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 31, 'source_dim': 8, 'source_embedding_index': 3, 'source_hecke_orbit_code': 9007405530611810, 'source_is_minimal': False, 'source_label': '98.7.d.c.31.3', 'source_level': 98, 'target_conrey_index': 73, 'target_dim': 8, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9008092725379198, 'target_is_minimal': False, 'target_label': '126.7.n.c.73.1', 'target_level': 126, 'twist_class_label': '14.7.d.a.3.4', 'twist_class_level': 14, 'twisting_char_label': '21.20', 'twisting_conrey_index': 20, 'weight': 7}
  • id: 40778759
    {'conductor': 28, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 31, 'source_dim': 8, 'source_embedding_index': 3, 'source_hecke_orbit_code': 9007405530611810, 'source_is_minimal': False, 'source_label': '98.7.d.c.31.3', 'source_level': 98, 'target_conrey_index': 33, 'target_dim': 8, 'target_embedding_index': 2, 'target_hecke_orbit_code': 9008436322762864, 'target_is_minimal': False, 'target_label': '112.7.s.c.33.2', 'target_level': 112, 'twist_class_label': '14.7.d.a.3.4', 'twist_class_level': 14, 'twisting_char_label': '28.23', 'twisting_conrey_index': 23, 'weight': 7}
  • id: 40778760
    {'conductor': 28, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 31, 'source_dim': 8, 'source_embedding_index': 3, 'source_hecke_orbit_code': 9007405530611810, 'source_is_minimal': False, 'source_label': '98.7.d.c.31.3', 'source_level': 98, 'target_conrey_index': 17, 'target_dim': 8, 'target_embedding_index': 2, 'target_hecke_orbit_code': 9008436322762864, 'target_is_minimal': False, 'target_label': '112.7.s.c.17.2', 'target_level': 112, 'twist_class_label': '14.7.d.a.3.4', 'twist_class_level': 14, 'twisting_char_label': '28.27', 'twisting_conrey_index': 27, 'weight': 7}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 289575
    {'charpoly_factorization': [[[1024, 0, 32, 0, 1], 2]], 'hecke_orbit_code': 9007405530611810, 'p': 2}
  • id: 289576
    {'charpoly_factorization': [[[253716712209, -9012254076, -818090820, 32849712, 2867193, 0, -1836, 0, 1], 1]], 'hecke_orbit_code': 9007405530611810, 'p': 3}
  • id: 289577
    {'charpoly_factorization': [[[1371441237350625, -204937521012000, 10754919097650, -81713862720, -364731309, 4961376, 22866, -336, 1], 1]], 'hecke_orbit_code': 9007405530611810, 'p': 5}
  • id: 289578
    {'charpoly_factorization': [[[0, 1], 8]], 'hecke_orbit_code': 9007405530611810, 'p': 7}
  • id: 289579
    {'charpoly_factorization': [[[5740439013333948971662209, -5946472452004675467408, 15501377592624706020, 3179018576065752, 16171038645777, -323089776, 5737644, 1356, 1], 1]], 'hecke_orbit_code': 9007405530611810, 'p': 11}
  • id: 289580
    {'charpoly_factorization': [[[7658847082626819820683264, 0, 30292149002634860544, 0, 35596062690192, 0, 11814792, 0, 1], 1]], 'hecke_orbit_code': 9007405530611810, 'p': 13}
  • id: 289581
    {'charpoly_factorization': [[[12347593056060980349267441, -162394199878336780686696, 677560509684383390442, 452027481329314800, -167383058561397, -169251289200, 109590522, -17304, 1], 1]], 'hecke_orbit_code': 9007405530611810, 'p': 17}
  • id: 289582
    {'charpoly_factorization': [[[4732212162852907665080625, 314197316770088880702000, 6764741502461790200100, -12549737079271183680, 9092680126660809, -2780792099568, 428307564, -32004, 1], 1]], 'hecke_orbit_code': 9007405530611810, 'p': 19}
  • id: 289583
    {'charpoly_factorization': [[[1162613841381006370557435847809, -1199632462860495995715887748, 1441326366961310286242604, 201074086788890778288, 39133230946082001, 1446081368184, 205769700, 4128, 1], 1]], 'hecke_orbit_code': 9007405530611810, 'p': 23}
  • id: 289584
    {'charpoly_factorization': [[[-149309022972236256, -30685421801088, -1376156916, 15156, 1], 2]], 'hecke_orbit_code': 9007405530611810, 'p': 29}
  • id: 289585
    {'charpoly_factorization': [[[1257942279938937395638456344054321, -1328598058800928133780518663728, 369793844569110702593609892, 103448419547461094530368, 7629769247246864073, 8583049430928, -2758379028, -3108, 1], 1]], 'hecke_orbit_code': 9007405530611810, 'p': 31}
  • id: 289586
    {'charpoly_factorization': [[[2313786865627337490509123819144748961, -140545162240420863110161966721780, 20423882322718572876993309754, 703404377271328057778608, 60111922897839710467, 136936140740656, 7852054042, 6124, 1], 1]], 'hecke_orbit_code': 9007405530611810, 'p': 37}
  • id: 289587
    {'charpoly_factorization': [[[504248332036682564705904480821427830784, 0, 617849518276262501260076924928, 0, 205531531696085391504, 0, 25142408520, 0, 1], 1]], 'hecke_orbit_code': 9007405530611810, 'p': 41}
  • id: 289588
    {'charpoly_factorization': [[[-56792045606899407248, -1875564166219168, -9110490096, 148688, 1], 2]], 'hecke_orbit_code': 9007405530611810, 'p': 43}
  • id: 289589
    {'charpoly_factorization': [[[12130939702599915013365760192751983115841, 692771609767173719551718206116656664, 14791250763819764666567908566156, 91583267367774608156810016, -336002878951505068527, -4570625705434992, 18285678564, 313908, 1], 1]], 'hecke_orbit_code': 9007405530611810, 'p': 47}
  • id: 289590
    {'charpoly_factorization': [[[5069804657715000526271625826022295063009, 179739303929798250136474608185984652, 6291158269328673017405555263194, 42533566736971088225203632, 633083123146556888163, -5365956618649296, 76414022010, -278484, 1], 1]], 'hecke_orbit_code': 9007405530611810, 'p': 53}
  • id: 289591
    {'charpoly_factorization': [[[2726664002676049296221805981879655264449, -491694452307893545654839090428986452, 27799041469861515446495042918868, 316731990966065458959681072, -1438681659846750641007, -28102190649186528, 266303325084, -835464, 1], 1]], 'hecke_orbit_code': 9007405530611810, 'p': 59}
  • id: 289592
    {'charpoly_factorization': [[[35959472462498941471290657744266082005841, -2963763785543972016645676230923093436, 103290027598047895307533769250258, -1802185616441705149558093176, 18291830946967411671627, -114768729398241576, 445526815938, -995316, 1], 1]], 'hecke_orbit_code': 9007405530611810, 'p': 61}
  • id: 289593
    {'charpoly_factorization': [[[498757762394687062724324967785123206021969, -13579781733239738294295313406246486860, 406748859351152734937313967870900, 91247577015481565262212192, 15928106133732272670073, -72457491539672440, 368547618364, -648808, 1], 1]], 'hecke_orbit_code': 9007405530611810, 'p': 67}
  • id: 289594
    {'charpoly_factorization': [[[5698013487169421030256, 53167006183185216, -292123619280, -95064, 1], 2]], 'hecke_orbit_code': 9007405530611810, 'p': 71}
  • id: 289595
    {'charpoly_factorization': [[[7999898773958665070751880867370647961525889, -30063244712235344670799778474825739972, -493284601824976644578630373957606, 1995260254414806891198970584, 32337116688588955525107, -303555793112218584, 1059371565978, -1617084, 1], 1]], 'hecke_orbit_code': 9007405530611810, 'p': 73}
  • id: 289596
    {'charpoly_factorization': [[[83209897004741049258303251450655919080030625, 698838310210294985848807957932486015500, 9486030637772458249011044591165500, -29097182721132421293468456880, 153459155131348836084769, -125428369622529832, 401411873044, -70096, 1], 1]], 'hecke_orbit_code': 9007405530611810, 'p': 79}
  • id: 289597
    {'charpoly_factorization': [[[341463615431161076041285469845944718599389184, 0, 21065149686224554200269976817336320, 0, 336468804085758079478016, 0, 1103755415712, 0, 1], 1]], 'hecke_orbit_code': 9007405530611810, 'p': 83}
  • id: 289598
    {'charpoly_factorization': [[[116455540344026767883394868963735343898448401, 2134790299155295548648958743435485898468, 15287852858851258509654546027328242, 41122866789191693884043082312, 5266797913926753244011, -153645853209917544, -25780373982, 739116, 1], 1]], 'hecke_orbit_code': 9007405530611810, 'p': 89}
  • id: 289599
    {'charpoly_factorization': [[[1124615402806765696246065606328077989666881536, 0, 1059527660507357560087320975134564352, 0, 5136600411528332806934928, 0, 4399256051592, 0, 1], 1]], 'hecke_orbit_code': 9007405530611810, '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': 4, 'hecke_orbit': 3, 'label': '98.7.d.c', 'level': 98, 'portrait': 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', 'weight': 7}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 30348259
    {'hecke_orbit_code': 9007405530611810, 'n': 1, 'trace_an': 8}
  • id: 30348260
    {'hecke_orbit_code': 9007405530611810, 'n': 2, 'trace_an': 0}
  • id: 30348261
    {'hecke_orbit_code': 9007405530611810, 'n': 3, 'trace_an': 0}
  • id: 30348262
    {'hecke_orbit_code': 9007405530611810, 'n': 4, 'trace_an': -128}
  • id: 30348263
    {'hecke_orbit_code': 9007405530611810, 'n': 5, 'trace_an': 336}
  • id: 30348264
    {'hecke_orbit_code': 9007405530611810, 'n': 6, 'trace_an': 0}
  • id: 30348265
    {'hecke_orbit_code': 9007405530611810, 'n': 7, 'trace_an': 0}
  • id: 30348266
    {'hecke_orbit_code': 9007405530611810, 'n': 8, 'trace_an': 0}
  • id: 30348267
    {'hecke_orbit_code': 9007405530611810, 'n': 9, 'trace_an': 756}
  • id: 30348268
    {'hecke_orbit_code': 9007405530611810, 'n': 10, 'trace_an': 2016}
  • id: 30348269
    {'hecke_orbit_code': 9007405530611810, 'n': 11, 'trace_an': -1356}
  • id: 30348270
    {'hecke_orbit_code': 9007405530611810, 'n': 12, 'trace_an': 0}
  • id: 30348271
    {'hecke_orbit_code': 9007405530611810, 'n': 13, 'trace_an': 0}
  • id: 30348272
    {'hecke_orbit_code': 9007405530611810, 'n': 14, 'trace_an': 0}
  • id: 30348273
    {'hecke_orbit_code': 9007405530611810, 'n': 15, 'trace_an': 27144}
  • id: 30348274
    {'hecke_orbit_code': 9007405530611810, 'n': 16, 'trace_an': -4096}
  • id: 30348275
    {'hecke_orbit_code': 9007405530611810, 'n': 17, 'trace_an': 17304}
  • id: 30348276
    {'hecke_orbit_code': 9007405530611810, 'n': 18, 'trace_an': -6816}
  • id: 30348277
    {'hecke_orbit_code': 9007405530611810, 'n': 19, 'trace_an': 32004}
  • id: 30348278
    {'hecke_orbit_code': 9007405530611810, 'n': 20, 'trace_an': 0}
  • id: 30348279
    {'hecke_orbit_code': 9007405530611810, 'n': 21, 'trace_an': 0}
  • id: 30348280
    {'hecke_orbit_code': 9007405530611810, 'n': 22, 'trace_an': 25248}
  • id: 30348281
    {'hecke_orbit_code': 9007405530611810, 'n': 23, 'trace_an': -4128}
  • id: 30348282
    {'hecke_orbit_code': 9007405530611810, 'n': 24, 'trace_an': -10752}
  • id: 30348283
    {'hecke_orbit_code': 9007405530611810, 'n': 25, 'trace_an': 4664}
  • id: 30348284
    {'hecke_orbit_code': 9007405530611810, 'n': 26, 'trace_an': 4704}
  • id: 30348285
    {'hecke_orbit_code': 9007405530611810, 'n': 27, 'trace_an': 0}
  • id: 30348286
    {'hecke_orbit_code': 9007405530611810, 'n': 28, 'trace_an': 0}
  • id: 30348287
    {'hecke_orbit_code': 9007405530611810, 'n': 29, 'trace_an': -30312}
  • id: 30348288
    {'hecke_orbit_code': 9007405530611810, 'n': 30, 'trace_an': 9648}
  • id: 30348289
    {'hecke_orbit_code': 9007405530611810, 'n': 31, 'trace_an': 3108}
  • id: 30348290
    {'hecke_orbit_code': 9007405530611810, 'n': 32, 'trace_an': 0}
  • id: 30348291
    {'hecke_orbit_code': 9007405530611810, 'n': 33, 'trace_an': -3276}
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  • id: 30348483
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  • id: 30348484
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  • id: 30348486
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  • id: 30348487
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  • id: 30348488
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  • id: 30348489
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  • id: 30348490
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  • id: 30348491
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  • id: 30348492
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  • id: 30348493
    {'hecke_orbit_code': 9007405530611810, 'n': 841, 'trace_an': 1205449768}
  • id: 30348494
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  • id: 30348495
    {'hecke_orbit_code': 9007405530611810, 'n': 857, 'trace_an': 215161044}
  • id: 30348496
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  • id: 30348497
    {'hecke_orbit_code': 9007405530611810, 'n': 863, 'trace_an': 57279432}
  • id: 30348498
    {'hecke_orbit_code': 9007405530611810, 'n': 877, 'trace_an': -112001072}
  • id: 30348499
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  • id: 30348500
    {'hecke_orbit_code': 9007405530611810, 'n': 883, 'trace_an': 4117286576}
  • id: 30348501
    {'hecke_orbit_code': 9007405530611810, 'n': 887, 'trace_an': -382724412}
  • id: 30348502
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  • id: 30348503
    {'hecke_orbit_code': 9007405530611810, 'n': 911, 'trace_an': -566513664}
  • id: 30348504
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  • id: 30348505
    {'hecke_orbit_code': 9007405530611810, 'n': 929, 'trace_an': 2311311324}
  • id: 30348506
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  • id: 30348507
    {'hecke_orbit_code': 9007405530611810, 'n': 941, 'trace_an': -1022784252}
  • id: 30348508
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  • id: 30348509
    {'hecke_orbit_code': 9007405530611810, 'n': 953, 'trace_an': 3042591960}
  • id: 30348510
    {'hecke_orbit_code': 9007405530611810, 'n': 961, 'trace_an': 1976402996}
  • id: 30348511
    {'hecke_orbit_code': 9007405530611810, 'n': 967, 'trace_an': -6225007856}
  • id: 30348512
    {'hecke_orbit_code': 9007405530611810, 'n': 971, 'trace_an': 4077984624}
  • id: 30348513
    {'hecke_orbit_code': 9007405530611810, 'n': 977, 'trace_an': 472323720}
  • id: 30348514
    {'hecke_orbit_code': 9007405530611810, 'n': 983, 'trace_an': 909087564}
  • id: 30348515
    {'hecke_orbit_code': 9007405530611810, 'n': 991, 'trace_an': 1072896080}
  • id: 30348516
    {'hecke_orbit_code': 9007405530611810, 'n': 997, 'trace_an': 3385026204}