Embedded newform data - 50.12.b.f.49.3

Formats: - HTML - YAML - JSON - 2025-04-23T20:45:43.430306

• 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': 7200, 'analytic_conductor': 38.417159027979444, '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': 4, 'field_disc': 62031376, 'field_disc_factorization': [[2, 4], [11, 2], [179, 2]], 'field_poly': [242064, 0, 985, 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, [11171644416, 0, 576208, 0, 1]]], 'hecke_orbit': 6, 'hecke_orbit_code': 22518067057655858, 'hecke_ring_generator_nbound': 13, 'hecke_ring_index': 1600, 'hecke_ring_index_factorization': [[2, 6], [5, 2]], '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': False, 'label': '50.12.b.f', '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': '10.12.a.d', 'nf_label': '4.0.62031376.3', 'prim_orbit_index': 2, 'qexp_display': 'q-2^{4}\\beta _{1}q^{2}+(151\\beta _{1}-\\beta _{2})q^{3}-2^{10}q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 4, 'rm_discs': [], 'sato_tate_group': '11.2.3.c2', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '50.12.b', 'trace_display': [0, 0, 0, 0], 'trace_hash': 764864364127494706, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.022', 'prec': 17}, {'__RealLiteral__': 0, 'data': '3.758', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '75.814', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2212.708', 'prec': 27}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.508', 'prec': 17}, 'traces': [4, 0, 0, -4096, 0, 38656, 0, 0, -443828, 0, 843168, 0, 0, -901888, 0, 4194304, 0, 0, 57794800, 0, -130893632, 0, 0, -39583744, 0, 110753536, 0, 0, -116452440, 0, 82826768, 0, 0, 404712192, 0, 454479872, 0, 0, -2188831696, 0, -1570542072, 0, 0, -863404032, 0, -2895108864, 0, 0, -16963997892, 0, -7779524112, 0, 0, -12664092160, 0, 923533312, 0, 0, -17354204880, 0, 2230997528, 0, 0, -4294967296, 0, -23456437248, 0, 0, -3457605696, 0, 27599665968, 0, 0, -24144348928, 0, -59181875200, 0, 0, 25273860640, 0, 132427867844, 0, 0, 134035079168, 0, -92991183104, 0, 0, -26417480040, 0, -178029806192, 0, 0, 82440175872, 0, 40533753856, 0, 0, 502985449824, 0, 649487994168, 0, 0, -113411620864, 0, -1951413504, 0, 0, 217492052200, 0, 466656312208, 0, 0, 371924454400, 0, 119247298560, 0, 0, -611816779824, 0, 274999988212, 0, 0, -84814610432, 0, -2594352918784, 0, 0, 1654703219744, 0, 297648499488, 0, 0, 811121261312, 0, -414425284608, 0, 0, -3079655378960, 0, 865584139008, 0, 0, -465387388928, 0, -1141893089024, 0, 0, -1554112270200, 0, 876617221808, 0, 0, -5784162640896, 0, 2241363656704, 0, 0, -7214123786256, 0, -6085561404192, 0, 0, 1608235081728, 0, 2687135291136, 0, 0, 2513428031172, 0, -2890577822000, 0, 0, 1586266314240, 0, 884125728768, 0, 0, -972996607920, 0, -1449400927432, 0, 0, 2964591476736, 0, 3659539300352, 0, 0, 13412918741120, 0, -3018725241552, 0, 0, 3954397620992, 0, 17371133841408, 0, 0, 10747062881440, 0, 10174290052768, 0, 0, 7966232690688, 0, -16804235120384, 0, 0, 19495245043200, 0, -7242905721952, 0, 0, -4179888284928, 0, 12968030371840, 0, 0, 34192521648464, 0, -16693186686672, 0, 0, -945698111488, 0, 21705538826496, 0, 0, -8550003755000, 0, 18243549286656, 0, 0, -34392288119552, 0, 17770705797120, 0, 0, -57997594991520, 0, 17261811099368, 0, 0, -2284541468672, 0, -44635521182208, 0, 0, -86723539224096, 0, -69319029564192, 0, 0, 10728595357952, 0, 4398046511104, 0, 0, 36950257568816, 0, -38261419971720, 0, 0, 24019391741952, 0, -46060104371200, 0, 0, -82961161551960, 0, 30864401556848, 0, 0, 17007250060032, 0, 3540588232704, 0, 0, -63155748893776, 0, 7374885646728, 0, 0, -28262057951232, 0, -22544228825088, 0, 0, 77188168669748, 0, 101271965899888, 0, 0, -101076137119488, 0, 24723813302272, 0, 0, 33589271172624, 0, 117071014338688, 0, 0, 60602240204800, 0, -121445551206144, 0, 0, 254960984546624, 0, 86744665561488, 0, 0, 161857560134912, 0, -25880433295360, 0, 0, -130810524569280, 0, -115390857890592, 0, 0, -135606136672256, 0, -173974835442944, 0, 0, 309071850112416, 0, 290581350851648, 0, 0, 187850351507712, 0, -137251921068032, 0, 0, -117412574524656, 0, -94581816596544, 0, 0, 95222971498496, 0, 149822787146496, 0, 0, -74229201015320, 0, 475336275408160, 0, 0, -199502755691520, 0, 27051499560960, 0, 0, -136612036698720, 0, 412274305688724, 0, 0, 182302521540608, 0, 600830305659392, 0, 0, 730278660727704, 0, -1280589301323312, 0, 0, -73598906382336, 0, -84418740092928, 0, 0, -307635963805040, 0, -947664834438272, 0, 0, -41506563948544, 0, 497179764894976, 0, 0, 69053888184840, 0, 131293293326928, 0, 0, -124268608512768, 0, -515057100619776, 0, 0, -1620619654995200, 0, -241074239696952, 0, 0, -665075706028032, 0, 506221061460480, 0, 0, -59063573718920, 0, -1320231447676752, 0, 0, -273687026333952, 0, 116133499764736, 0, 0, -1118541577003440, 0, 873128091820088, 0, 0, 1998247428096, 0, 70930449303552, 0, 0, 826276800543168, 0, 760778627844528, 0, 0, 487385833314304, 0, -222711861452800, 0, 0, 575461742408800, 0, 695717474749044, 0, 0, -477856063700992, 0, -467522729394944, 0, 0, -883995956963880, 0, 823319934883776, 0, 0, 1420559019301632, 0, -380850641305600, 0, 0, 1711526412834720, 0, -609586752946152, 0, 0, -122109233725440, 0, 1469303614054656, 0, 0, 3334375474007936, 0, -2476832747456432, 0, 0, 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1169298523160576, 0, -2362755194298624, 0, 0, 535214533044800, 0, -659795627114352, 0, 0, 1003558819399680, 0, 1591410964684800, 0, 0, 3982155735701760, 0, 6326365850833928, 0, 0, -897656035131392, 0, 6211692441457152, 0, 0, -121868115838080, 0, 157390526877648, 0, 0, 7268210225906432, 0, 5922982544277504, 0, 0, 1790872347867280, 0, -5373940906208640, 0, 0, -2295156384464896, 0, -4359226259911424, 0, 0, 3586279467957456, 0, 4478791325985968, 0, 0, 2320986708832512, 0, 7387262757126144, 0, 0, 633211502475024, 0, 5004398689228968, 0, 0, 6231614877892608, 0, 4909317658752000, 0, 0, -2412289538098560, 0, -6856785948818944, 0, 0, 1024410626598400, 0, -1646832723689472, 0, 0, -3684516363428400, 0, 7536692438879288, 0, 0, -2751626538123264, 0, 7294395327101696, 0, 0, 14562610510880384, 0, -22229864560271424, 0, 0, -7222618952098048, 0, -2573750303920128, 0, 0, 25401420966468176, 0, -5272861044473952, 0, 0, 2959951689728000, 0, 13168496387171840, 0, 0, -10448883321264336, 0, 5741144814608768, 0, 0, 5026959727018752, 0, -1624336705781760, 0, 0, -8836374507485616, 0, -7855449923244072, 0, 0, -905344746258432, 0, -5960338619483904, 0, 0, -8418320407786040, 0, 11502547228897120, 0, 0, -19124462352347136, 0, 996348526510080, 0, 0, -374487720153120, 0, 13357587240276448, 0, 0, 1484186549690368, 0, -10666483513394432, 0, 0, 9830332500750412, 0, 13095404185229808, 0, 0, 1593678907688192, 0, -3035741672177664, 0, 0, -14052576903602480, 0, -24023003989748800, 0, 0, -3747368243560448, 0, -7560142960488704, 0, 0, -28326783135326784, 0, -38317795624408432, 0, 0, 712954355811840, 0, -13734828790906880, 0, 0, -11410843582501632, 0, 25633806650208168, 0, 0, 3091174647349248, 0, -14540382820172544, 0, 0, -1767091944048200, 0, 23476795255145328, 0, 0, 25337790807248128, 0, -4049303163895808, 0, 0, -15876492159501600, 0, 13490416106053056, 0, 0, -17788041053601792, 0, 22050729869509632, 0, 0, -20277172605130176, 0, 20255008652979888, 0, 0, -3927930520622848, 0, -11004992390594560, 0, 0, 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-22226471758331904, 0, -9413211878975488, 0, 0, -70839128161205976, 0, 62235079858423248, 0, 0, 28382206420927232, 0, 8755203845120000, 0, 0, 22605751041584320, 0, -69748688025385952, 0, 0, -18681394469535744, 0, 44296367308999936, 0, 0, -52977698001127080, 0, -259652860114614000, 0, 0, -28835889771794688, 0, 35217703034421248, 0, 0, 44111947017677264, 0, -2818579096621992, 0, 0, -18197202736250880, 0, 11581628362079232, 0, 0, 64876041773747984, 0, -21425720715168432, 0, 0, -139574014987030272, 0, 59389537271316480, 0, 0, -201526634094037104, 0, -89783146003401468, 0, 0, -17676094565752832, 0, 49027514404134912, 0, 0, -85111528489646400, 0, 85743677778463488, 0, 0, 56423468456329472, 0, 2339370463920128, 0, 0, -40961519608783680, 0, -3795725955302600, 0, 0, 45706773690580992, 0, 1851809463406080, 0, 0, -35357637782660736, 0, -46696348730282032, 0, 0, -40878263787319296, 0, 88804904165474304, 0, 0, -102402129135736480, 0], 'weight': 12, '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, -1.771809937980067], [-0.5, 0.0], [0.0, 0.0], [1.2528588221194217, 0.0], [0.0, -1.6078151574061965], [0.0, -0.3535533905932738], [-2.139310456324929, 0.0], [0.0, 0.0], [-0.6471092149904073, 0.0], [0.0, 0.8859049689900335], [0.0, -1.1276208316347822], [1.1368970006964378, 0.0], [0.0, 0.0], [0.25, 0.0], [0.0, -0.9212002582020242], [0.0, -1.5127209307306446], [1.0343023036534789, 0.0], [0.0, 0.0], [-2.8487428743272845, 0.0], [0.0, -0.4575753140880205], [0.0, 0.17093848097683415], [-0.6264294110597108, 0.0], [0.0, 0.0], [0.7973483366561687, 0.0], [0.0, 2.0186415889611142], [0.0, 0.8039075787030983], [0.16865674149872095, 0.0], [0.0, 0.0], [0.44570024180614837, 0.0], [0.0, 0.1767766952966369], [0.0, 1.1465545380784834], [0.6513869494054498, 0.0], [0.0, 0.0], [1.0696552281624645, 0.0], [0.0, 0.7661503288550772], [0.0, 0.7313621727102425], [-1.997929795763855, 0.0], [0.0, 0.0], [-1.2283987079754646, 0.0], [0.0, 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0.014170879936240935, 0.13742711549700673, -0.1560991227810516, -0.1176009460134662, -0.48515936591630937, -0.37808534559069057, -0.45663505672449795, -0.2611921659067002, -0.2726926400528514, -0.13014554896558148, -0.48935114789004364, 0.10571995398154697, -0.34244940474508617, -0.2920305915094796, -0.24246728799478592, -0.4262691887116693, -0.38527735044144173, -0.4272087605658586, -0.2256804644928091, -0.276114437296753, -0.21631821880917326, -0.13237973442414497, -0.4869509458329753, 0.21055905462887903, -0.31903301686625696, -0.4823462368211585, -0.38429531388369637, -0.4837408163849328, -0.1786935155843237, -0.32302966419899964, -0.46076390508416765, -0.39820234309707137, -0.3598236765903331, -0.2665823864473944, -0.3799610934359014, -0.2886056344691804, 0.045937603604307105, -0.4800851078005078, -0.3511719238227988, -0.35523215772178, -0.3652858796869348, -0.33584640057366333, -0.14550330672584255, 0.16948939750364955, -0.47630074405019945, -0.16058853851504767, 0.05796071411888535, 0.07891739247304405, 0.18659472492240414, -0.18025159231218363, -0.2205150578310592, -0.1954910994371286, 0.05561322037246751, -0.21881453557112293, 0.023348409385059367, -0.38490034380141613, 0.06268373843597706, -0.22863633620236323, 0.09571748727289915, 0.004648036184375958, -0.25586416427854847, 0.0006636771698041035], 'char_orbit_index': 2, 'conrey_index': 49, 'dual_conrey_index': 49, 'dual_embedding_index': 2, 'dual_embedding_m': 2, 'embedding_index': 3, 'embedding_m': 3, 'embedding_root_imag': 22.68670773233379, 'embedding_root_real': 0.0, 'hecke_orbit': 6, 'hecke_orbit_code': 22518067057655858, 'label': '50.12.b.f.49.3', 'level': 50, 'weight': 12}
• 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

  
  {'Nk2': 7200, 'analytic_conductor': 38.417159027979444, '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': 76, 'dim': 16, 'eis_dim': 12, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 68920803378, 'hecke_orbit_dims': [2, 2, 2, 2, 4, 4], 'label': '50.12.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': 88, 'mf_new_dim': 16, 'num_forms': 6, 'prim_orbit_index': 2, 'relative_dim': 16, 'sturm_bound': 90, 'trace_bound': 6, 'trace_display': [0, 0, 0, 0], 'traces': [16, 0, 0, -16384, 0, -18496, 0, 0, -711622, 0, 627762, 0, 0, 2100608, 0, 16777216, 0, 0, 36373390, 0, -101516548, 0, 0, 18939904, 0, -54490496, 0, 0, 71084820, 0, -785611948, 0, 0, 871852608, 0, 728700928, 0, 0, -3616815224, 0, -290144718, 0, 0, -642828288, 0, 4411300224, 0, 0, -10488744408, 0, 18427748202, 0, 0, -2972290880, 0, -2151022592, 0, 0, -29952162360, 0, 27837074072, 0, 0, -17179869184, 0, -40563271872, 0, 0, 26185672956, 0, -45239755368, 0, 0, 55603862528, 0, -37246351360, 0, 0, -63853443500, 0, 115622884096, 0, 0, 103952945152, 0, -130978846976, 0, 0, -77857879710, 0, 772575952, 0, 0, 486817102848, 0, -19394461696, 0, 0, -299335762404, 0, 409192144992, 0, 0, 55798267904, 0, -137453312256, 0, 0, -556290386480, 0, -281509421068, 0, 0, 1162626196160, 0, -72790855680, 0, 0, 76826988204, 0, 187293036358, 0, 0, 804466634752, 0, -2499283291136, 0, 0, -444029814344, 0, 1229077087872, 0, 0, 421167297728, 0, -892777070592, 0, 0, -3040403245730, 0, 4329760261512, 0, 0, -746189750272, 0, -1428611423936, 0, 0, 4499602158900, 0, 143529278132, 0, 0, -1737979772544, 0, 3703618789376, 0, 0, -15764733085164, 0, -3978513431688, 0, 0, 297108191232, 0, 6834620026944, 0, 0, 4599439615368, 0, -3269473574380, 0, 0, -2020593553920, 0, 658256166912, 0, 0, 10031779136790, 0, 8141740484552, 0, 0, -4517171429376, 0, 1479358645888, 0, 0, 12263056972060, 0, -17070953350548, 0, 0, 1975341594368, 0, 10740474273792, 0, 0, 15881298664840, 0, -26545090481518, 0, 0, -18870014158848, 0, -8441744807936, 0, 0, 37844967548730, 0, -19788249330658, 0, 0, -11480532311232, 0, 3043625861120, 0, 0, 46896490882666, 0, -29747587836048, 0, 0, 2202647134208, 0, 1165427340864, 0, 0, -22739641198340, 0, 86983261514964, 0, 0, -56719355843968, 0, 30671014256640, 0, 0, -23451634082640, 0, 6707269492922, 0, 0, -28505163849728, 0, 456299299008, 0, 0, -75271668411114, 0, 16118839625982, 0, 0, 76706702434688, 0, 17592186044416, 0, 0, -55350017683336, 0, 26584936482060, 0, 0, 41536790396928, 0, -33015518135680, 0, 0, -31431867619020, 0, 12468453590612, 0, 0, 76290429185088, 0, -26814129106944, 0, 0, -4246364382584, 0, -234581191263288, 0, 0, 46325509496832, 0, 20087153872128, 0, 0, -155847985927918, 0, 112895551711892, 0, 0, -7858233308352, 0, -56938355228672, 0, 0, -75284964866544, 0, 80888065935712, 0, 0, 38140263792640, 0, -330905341979136, 0, 0, 258045798035416, 0, 415776151835532, 0, 0, 231683689438208, 0, 65385926144000, 0, 0, -220463485673760, 0, 38642969615742, 0, 0, -118397833314304, 0, -108638929194176, 0, 0, 355080171457824, 0, 400865511771482, 0, 0, 118159129225728, 0, -106447815835648, 0, 0, -296822363449134, 0, -724736213482836, 0, 0, 134122339303424, 0, 186888858048384, 0, 0, -242144877794720, 0, -135841991335720, 0, 0, -93796600035840, 0, 79726468823040, 0, 0, -109097047051500, 0, 120668203863846, 0, 0, -791117774848, 0, 334255182160768, 0, 0, 1530316096169256, 0, -353406358889928, 0, 0, -321317025476544, 0, -498500713316352, 0, 0, -193958755460630, 0, -883149595587028, 0, 0, 19859928776704, 0, 769017991213504, 0, 0, -513739891908480, 0, 293880938632812, 0, 0, -396190861838592, 0, 306519820701696, 0, 0, -877840284082420, 0, -560408426781678, 0, 0, -419012756471808, 0, 1086437873180160, 0, 0, 492383662217950, 0, 1132699829633322, 0, 0, -1555858250462208, 0, -57137426333696, 0, 0, 475319129128950, 0, -552338352883948, 0, 0, 140752191750144, 0, -277575015374592, 0, 0, 2094182820545832, 0, 2023074146058012, 0, 0, -1304361041825024, 0, 569641355755520, 0, 0, -2093525388764720, 0, 210941704554486, 0, 0, 288265647173632, 0, -1279539956013056, 0, 0, 471124102248870, 0, -1807825946745726, 0, 0, 1035333984423168, 0, -1190529224867840, 0, 0, -979228446524190, 0, -1035582954699708, 0, 0, 74537836216320, 0, 948771125643264, 0, 0, 5573726208558764, 0, -2020948139457148, 0, 0, 301674337808000, 0, -78670835920896, 0, 0, -327357921914220, 0, 555856829893432, 0, 0, -191788069230592, 0, 202039008433664, 0, 0, 1097293943200606, 0, 4783209083736912, 0, 0, 5232971290428160, 0, -823773833986048, 0, 0, -2896772612191760, 0, -12568542591399768, 0, 0, 2559266090123264, 0, 542481118455168, 0, 0, -6656098015593720, 0, 10738544493202732, 0, 0, -1323142567729152, 0, 454686529888256, 0, 0, 1831611767846496, 0, -2663278868261598, 0, 0, -1258574937980928, 0, -3379393989196416, 0, 0, 435894461043368, 0, 5969332830798120, 0, 0, 3590461975949760, 0, -431275312873472, 0, 0, -7110914376411306, 0, 4150280370459452, 0, 0, 914203720286208, 0, -4398052410752512, 0, 0, -12927291403397924, 0, -401248934851200, 0, 0, 3071481837964928, 0, 3113372923627520, 0, 0, 578474979708656, 0, 15005519731622214, 0, 0, -4433674507788288, 0, -6248250692232896, 0, 0, 13098098258268150, 0, -4474530925027648, 0, 0, -9934422278822784, 0, 764098304278528, 0, 0, 9053567517405526, 0, -8975156891028828, 0, 0, 1462898098110464, 0, 7851581709007104, 0, 0, -12413042198593420, 0, -205942848741348, 0, 0, 8098271241675840, 0, -4607592610713600, 0, 0, -10039875705858540, 0, -11405010250974298, 0, 0, -146973980807168, 0, 4975058982661248, 0, 0, 11906068631279040, 0, 14642171916232512, 0, 0, -2058890455963072, 0, 1779691287085056, 0, 0, 11545022982094720, 0, -21048617967014820, 0, 0, -3792505640321024, 0, -10109482835853056, 0, 0, 24905172129097164, 0, -2877710191002748, 0, 0, -5768140070124672, 0, 16143086679207936, 0, 0, -14632349221654944, 0, 9969746096628672, 0, 0, 4073997754048512, 0, 1515502607440320, 0, 0, -21707074498781520, 0, -33674936634597656, 0, 0, 2031404220778880, 0, -304238787821568, 0, 0, 11189310813085770, 0, 35298738577980332, 0, 0, -6998650907590656, 0, 18248866602500224, 0, 0, 24070215585456136, 0, -32278286495075196, 0, 0, -20942654513257792, 0, -4709826166136832, 0, 0, 29343054833778584, 0, 5954856656483592, 0, 0, 3347940940165120, 0, 8360731580906240, 0, 0, -5361806451872664, 0, 14792919398043722, 0, 0, 9577234604651328, 0, 2069087799214080, 0, 0, -36395231968960284, 0, -11317313443313148, 0, 0, -674054314917888, 0, 2306117017081344, 0, 0, -3060407480646020, 0, 19111856188289000, 0, 0, -28660513563229824, 0, -10272541836072960, 0, 0, 46616760083900220, 0, -18213778271648768, 0, 0, -8337142256181248, 0, -25589170729982848, 0, 0, 10797607024582928, 0, 7032206441918712, 0, 0, 24814908941355008, 0, 4625583543681024, 0, 0, -19000063685166800, 0, 24435451413630040, 0, 0, -1514863253389312, 0, -31560160193263616, 0, 0, -70670760807292716, 0, -72606852908748208, 0, 0, 11311422681358080, 0, -12557370339389440, 0, 0, -338799745540908, 0, 86474597420524962, 0, 0, 17480656230961152, 0, 27447382595144064, 0, 0, 49165839782791390, 0, -39086840611619988, 0, 0, 1630211280200192, 0, -2022749792632832, 0, 0, -37928829115973970, 0, 43875368987851224, 0, 0, -10998245656363008, 0, 45313423198195968, 0, 0, -104771419262283204, 0, 65557232559543132, 0, 0, 55617629350713728, 0, -16262449832796160, 0, 0, -50863083304963176, 0, -1912129576237680, 0, 0, 27182172653074432, 0, -12756539021850112, 0, 0, -50074183600090320, 0, -22646096674278688, 0, 0, 10925935780000896, 0, 19322894498660352, 0, 0, 153131791311883616, 0, -34120286968066008, 0, 0, 8644346683326464, 0, -29390435911495680, 0, 0, 45538769747414860, 0, 40763325640872032, 0, 0, -48327363037645120, 0, -38753246769899520, 0, 0, -39293713156754640, 0, -11867462612261864, 0, 0, 20263167314593792, 0, -36364249003305216, 0, 0, -60395843207331074, 0, -62847061842308808, 0, 0, 57183839507412736, 0, 11756065086701568, 0, 0, 82355229250457950, 0, 39889337859469404, 0, 0, -3116672881786880, 0, -8918246114140736, 0, 0, 25694276020855500, 0, -121431308492291768, 0, 0, -30069187637447040, 0, -48022006663849984, 0, 0, 110470037442272676, 0, 79416540212203512, 0, 0, 30461529944113152, 0, 20368384357598784, 0, 0, -21105941041281256, 0, 10763556868244322, 0, 0, -47054385374246400, 0, -2255510665428992, 0, 0, -32263268784468960, 0, -54613182456175428, 0, 0, -1193397597044736, 0, 50144333851489408, 0, 0, 55591609766975436, 0, 124894799633736792, 0, 0, -49895109171220672, 0, 23285392587100160, 0, 0, 273657707359060, 0, -54901036470362218, 0, 0, -89070859791323136, 0, -19030527793335296, 0, 0, -161076878587915320, 0, -122955915007490070, 0, 0, -13376795233251072, 0, 58080620384223232, 0, 0, 146840801630524636, 0, 161882295515819412, 0, 0, -31407118598799360, 0, 124201952235456768, 0, 0, 5215286176296416, 0, -33054767071837368, 0, 0, -82163397979026048, 0, 24014473300623360, 0, 0, -121785445549769556, 0, -14195156973793752, 0, 0, -6868243960752128, 0, 70523262707843328, 0, 0, -17379528710243670, 0, 14931399953542002, 0, 0, 29493384341625728, 0, 29189287782121472, 0, 0, 164843924463505530, 0, -139912045620687340, 0, 0, -467250482184192, 0, -50661093277059840, 0, 0, -86303893357191264, 0, -136073742679373428, 0, 0, -90736419947241984, 0, 77078188452980736, 0, 0, -123165895009058540, 0], 'weight': 12, '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: 45118777
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 49, 'source_dim': 4, 'source_embedding_index': 3, 'source_hecke_orbit_code': 22518067057655858, 'source_is_minimal': False, 'source_label': '50.12.b.f.49.3', 'source_level': 50, 'target_conrey_index': 49, 'target_dim': 4, 'target_embedding_index': 3, 'target_hecke_orbit_code': 22518067057655858, 'target_is_minimal': False, 'target_label': '50.12.b.f.49.3', 'target_level': 50, 'twist_class_label': '10.12.a.d.1.2', 'twist_class_level': 10, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 12}
  • id: 45118778
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 49, 'source_dim': 4, 'source_embedding_index': 3, 'source_hecke_orbit_code': 22518067057655858, 'source_is_minimal': False, 'source_label': '50.12.b.f.49.3', 'source_level': 50, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 22517998338179122, 'target_is_minimal': False, 'target_label': '50.12.a.f.1.1', 'target_level': 50, 'twist_class_label': '10.12.a.d.1.2', 'twist_class_level': 10, 'twisting_char_label': '5.2', 'twisting_conrey_index': 2, 'weight': 12}
  • id: 45118779
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 49, 'source_dim': 4, 'source_embedding_index': 3, 'source_hecke_orbit_code': 22518067057655858, 'source_is_minimal': False, 'source_label': '50.12.b.f.49.3', 'source_level': 50, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 13510799083438090, 'target_is_minimal': True, 'target_label': '10.12.a.d.1.2', 'target_level': 10, 'twist_class_label': '10.12.a.d.1.2', 'twist_class_level': 10, 'twisting_char_label': '5.3', 'twisting_conrey_index': 3, 'weight': 12}
  • id: 45118780
    {'conductor': 5, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 49, 'source_dim': 4, 'source_embedding_index': 3, 'source_hecke_orbit_code': 22518067057655858, 'source_is_minimal': False, 'source_label': '50.12.b.f.49.3', 'source_level': 50, 'target_conrey_index': 49, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 22518067057655858, 'target_is_minimal': False, 'target_label': '50.12.b.f.49.2', 'target_level': 50, 'twist_class_label': '10.12.a.d.1.2', 'twist_class_level': 10, 'twisting_char_label': '5.4', 'twisting_conrey_index': 4, 'weight': 12}
  • id: 45118781
    {'conductor': 15, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 49, 'source_dim': 4, 'source_embedding_index': 3, 'source_hecke_orbit_code': 22518067057655858, 'source_is_minimal': False, 'source_label': '50.12.b.f.49.3', 'source_level': 50, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 49539596102402138, 'target_is_minimal': False, 'target_label': '90.12.a.l.1.1', 'target_level': 90, 'twist_class_label': '10.12.a.d.1.2', 'twist_class_level': 10, 'twisting_char_label': '15.8', 'twisting_conrey_index': 8, 'weight': 12}
  • id: 45118782
    {'conductor': 20, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 49, 'source_dim': 4, 'source_embedding_index': 3, 'source_hecke_orbit_code': 22518067057655858, 'source_is_minimal': False, 'source_label': '50.12.b.f.49.3', 'source_level': 50, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 27021597965549648, 'target_is_minimal': False, 'target_label': '80.12.a.g.1.1', 'target_level': 80, 'twist_class_label': '10.12.a.d.1.2', 'twist_class_level': 10, 'twisting_char_label': '20.3', 'twisting_conrey_index': 3, 'weight': 12}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 170600
    {'charpoly_factorization': [[[1024, 0, 1], 2]], 'hecke_orbit_code': 22518067057655858, 'p': 2}
  • id: 170601
    {'charpoly_factorization': [[[11171644416, 0, 576208, 0, 1], 1]], 'hecke_orbit_code': 22518067057655858, 'p': 3}
  • id: 170602
    {'charpoly_factorization': [[[0, 1], 4]], 'hecke_orbit_code': 22518067057655858, 'p': 5}
  • id: 170603
    {'charpoly_factorization': [[[37442576897346912256, 0, 12436652432, 0, 1], 1]], 'hecke_orbit_code': 22518067057655858, 'p': 7}
  • id: 170604
    {'charpoly_factorization': [[[-265195133136, -421584, 1], 2]], 'hecke_orbit_code': 22518067057655858, 'p': 11}
  • id: 170605
    {'charpoly_factorization': [[[111257784624152128849936, 0, 2327606772488, 0, 1], 1]], 'hecke_orbit_code': 22518067057655858, 'p': 13}
  • id: 170606
    {'charpoly_factorization': [[[25193185782384368549792016, 0, 29949708280392, 0, 1], 1]], 'hecke_orbit_code': 22518067057655858, 'p': 17}
  • id: 170607
    {'charpoly_factorization': [[[197971028059600, -28897400, 1], 2]], 'hecke_orbit_code': 22518067057655858, 'p': 19}
  • id: 170608
    {'charpoly_factorization': [[[44455798265154808435820199936, 0, 1624611698060688, 0, 1], 1]], 'hecke_orbit_code': 22518067057655858, 'p': 23}
  • id: 170609
    {'charpoly_factorization': [[[-1431748799689500, 58226220, 1], 2]], 'hecke_orbit_code': 22518067057655858, 'p': 29}
  • id: 170610
    {'charpoly_factorization': [[[-2105156208388736, -41413384, 1], 2]], 'hecke_orbit_code': 22518067057655858, 'p': 31}
  • id: 170611
    {'charpoly_factorization': [[[305561235899455421476105956994576, 0, 107361056166505352, 0, 1], 1]], 'hecke_orbit_code': 22518067057655858, 'p': 37}
  • id: 170612
    {'charpoly_factorization': [[[-114826671650505276, 785271036, 1], 2]], 'hecke_orbit_code': 22518067057655858, 'p': 41}
  • id: 170613
    {'charpoly_factorization': [[[112968930293081573251233221624958976, 0, 1438954888577948048, 0, 1], 1]], 'hecke_orbit_code': 22518067057655858, 'p': 43}
  • id: 170614
    {'charpoly_factorization': [[[195966176566899405661824588268594176, 0, 2544634437370607952, 0, 1], 1]], 'hecke_orbit_code': 22518067057655858, 'p': 47}
  • id: 170615
    {'charpoly_factorization': [[[275689281237015429458496227676577583376, 0, 33208716804166296648, 0, 1], 1]], 'hecke_orbit_code': 22518067057655858, 'p': 53}
  • id: 170616
    {'charpoly_factorization': [[[18509725251559962000, 8677102440, 1], 2]], 'hecke_orbit_code': 22518067057655858, 'p': 59}
  • id: 170617
    {'charpoly_factorization': [[[-103704002815741824476, -1115498764, 1], 2]], 'hecke_orbit_code': 22518067057655858, 'p': 61}
  • id: 170618
    {'charpoly_factorization': [[[3690078088714783504116369220713466925056, 0, 282116464501429532432, 0, 1], 1]], 'hecke_orbit_code': 22518067057655858, 'p': 67}
  • id: 170619
    {'charpoly_factorization': [[[35725810972161089664, -13799832984, 1], 2]], 'hecke_orbit_code': 22518067057655858, 'p': 71}
  • id: 170620
    {'charpoly_factorization': [[[8922297286390270026772195971138830177296, 0, 507255627011415160328, 0, 1], 1]], 'hecke_orbit_code': 22518067057655858, 'p': 73}
  • id: 170621
    {'charpoly_factorization': [[[-138170886783705228800, -12636930320, 1], 2]], 'hecke_orbit_code': 22518067057655858, 'p': 79}
  • id: 170622
    {'charpoly_factorization': [[[569315368830098786190837238358739063899136, 0, 3271925050622609943888, 0, 1], 1]], 'hecke_orbit_code': 22518067057655858, 'p': 83}
  • id: 170623
    {'charpoly_factorization': [[[-209237659093918359900, 13208740020, 1], 2]], 'hecke_orbit_code': 22518067057655858, 'p': 89}
  • id: 170624
    {'charpoly_factorization': [[[26444929793883810655194115114487023714924816, 0, 14102617357576914398792, 0, 1], 1]], 'hecke_orbit_code': 22518067057655858, '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': 6, 'label': '50.12.b.f', 'level': 50, 'portrait': 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', 'weight': 12}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 44098369
    {'hecke_orbit_code': 22518067057655858, 'n': 1, 'trace_an': 4}
  • id: 44098370
    {'hecke_orbit_code': 22518067057655858, 'n': 2, 'trace_an': 0}
  • id: 44098371
    {'hecke_orbit_code': 22518067057655858, 'n': 3, 'trace_an': 0}
  • id: 44098372
    {'hecke_orbit_code': 22518067057655858, 'n': 4, 'trace_an': -4096}
  • id: 44098373
    {'hecke_orbit_code': 22518067057655858, 'n': 5, 'trace_an': 0}
  • id: 44098374
    {'hecke_orbit_code': 22518067057655858, 'n': 6, 'trace_an': 38656}
  • id: 44098375
    {'hecke_orbit_code': 22518067057655858, 'n': 7, 'trace_an': 0}
  • id: 44098376
    {'hecke_orbit_code': 22518067057655858, 'n': 8, 'trace_an': 0}
  • id: 44098377
    {'hecke_orbit_code': 22518067057655858, 'n': 9, 'trace_an': -443828}
  • id: 44098378
    {'hecke_orbit_code': 22518067057655858, 'n': 10, 'trace_an': 0}
  • id: 44098379
    {'hecke_orbit_code': 22518067057655858, 'n': 11, 'trace_an': 843168}
  • id: 44098380
    {'hecke_orbit_code': 22518067057655858, 'n': 12, 'trace_an': 0}
  • id: 44098381
    {'hecke_orbit_code': 22518067057655858, 'n': 13, 'trace_an': 0}
  • id: 44098382
    {'hecke_orbit_code': 22518067057655858, 'n': 14, 'trace_an': -901888}
  • id: 44098383
    {'hecke_orbit_code': 22518067057655858, 'n': 15, 'trace_an': 0}
  • id: 44098384
    {'hecke_orbit_code': 22518067057655858, 'n': 16, 'trace_an': 4194304}
  • id: 44098385
    {'hecke_orbit_code': 22518067057655858, 'n': 17, 'trace_an': 0}
  • id: 44098386
    {'hecke_orbit_code': 22518067057655858, 'n': 18, 'trace_an': 0}
  • id: 44098387
    {'hecke_orbit_code': 22518067057655858, 'n': 19, 'trace_an': 57794800}
  • id: 44098388
    {'hecke_orbit_code': 22518067057655858, 'n': 20, 'trace_an': 0}
  • id: 44098389
    {'hecke_orbit_code': 22518067057655858, 'n': 21, 'trace_an': -130893632}
  • id: 44098390
    {'hecke_orbit_code': 22518067057655858, 'n': 22, 'trace_an': 0}
  • id: 44098391
    {'hecke_orbit_code': 22518067057655858, 'n': 23, 'trace_an': 0}
  • id: 44098392
    {'hecke_orbit_code': 22518067057655858, 'n': 24, 'trace_an': -39583744}
  • id: 44098393
    {'hecke_orbit_code': 22518067057655858, 'n': 25, 'trace_an': 0}
  • id: 44098394
    {'hecke_orbit_code': 22518067057655858, 'n': 26, 'trace_an': 110753536}
  • id: 44098395
    {'hecke_orbit_code': 22518067057655858, 'n': 27, 'trace_an': 0}
  • id: 44098396
    {'hecke_orbit_code': 22518067057655858, 'n': 28, 'trace_an': 0}
  • id: 44098397
    {'hecke_orbit_code': 22518067057655858, 'n': 29, 'trace_an': -116452440}
  • id: 44098398
    {'hecke_orbit_code': 22518067057655858, 'n': 30, 'trace_an': 0}
  • id: 44098399
    {'hecke_orbit_code': 22518067057655858, 'n': 31, 'trace_an': 82826768}
  • id: 44098400
    {'hecke_orbit_code': 22518067057655858, 'n': 32, 'trace_an': 0}
  • id: 44098401
    {'hecke_orbit_code': 22518067057655858, 'n': 33, 'trace_an': 0}
  • id: 44098402
    {'hecke_orbit_code': 22518067057655858, 'n': 34, 'trace_an': 404712192}
  • id: 44098403
    {'hecke_orbit_code': 22518067057655858, 'n': 35, 'trace_an': 0}
  • id: 44098404
    {'hecke_orbit_code': 22518067057655858, 'n': 36, 'trace_an': 454479872}
  • id: 44098405
    {'hecke_orbit_code': 22518067057655858, 'n': 37, 'trace_an': 0}
  • id: 44098406
    {'hecke_orbit_code': 22518067057655858, 'n': 38, 'trace_an': 0}
  • id: 44098407
    {'hecke_orbit_code': 22518067057655858, 'n': 39, 'trace_an': -2188831696}
  • id: 44098408
    {'hecke_orbit_code': 22518067057655858, 'n': 40, 'trace_an': 0}
  • id: 44098409
    {'hecke_orbit_code': 22518067057655858, 'n': 41, 'trace_an': -1570542072}
  • id: 44098410
    {'hecke_orbit_code': 22518067057655858, 'n': 42, 'trace_an': 0}
  • id: 44098411
    {'hecke_orbit_code': 22518067057655858, 'n': 43, 'trace_an': 0}
  • id: 44098412
    {'hecke_orbit_code': 22518067057655858, 'n': 44, 'trace_an': -863404032}
  • id: 44098413
    {'hecke_orbit_code': 22518067057655858, 'n': 45, 'trace_an': 0}
  • id: 44098414
    {'hecke_orbit_code': 22518067057655858, 'n': 46, 'trace_an': -2895108864}
  • id: 44098415
    {'hecke_orbit_code': 22518067057655858, 'n': 47, 'trace_an': 0}
  • id: 44098416
    {'hecke_orbit_code': 22518067057655858, 'n': 48, 'trace_an': 0}
  • id: 44098417
    {'hecke_orbit_code': 22518067057655858, 'n': 49, 'trace_an': -16963997892}
  • id: 44098418
    {'hecke_orbit_code': 22518067057655858, 'n': 50, 'trace_an': 0}
  • id: 44098419
    {'hecke_orbit_code': 22518067057655858, 'n': 51, 'trace_an': -7779524112}
  • id: 44098420
    {'hecke_orbit_code': 22518067057655858, 'n': 52, 'trace_an': 0}
  • id: 44098421
    {'hecke_orbit_code': 22518067057655858, 'n': 53, 'trace_an': 0}
  • id: 44098422
    {'hecke_orbit_code': 22518067057655858, 'n': 54, 'trace_an': -12664092160}
  • id: 44098423
    {'hecke_orbit_code': 22518067057655858, 'n': 55, 'trace_an': 0}
  • id: 44098424
    {'hecke_orbit_code': 22518067057655858, 'n': 56, 'trace_an': 923533312}
  • id: 44098425
    {'hecke_orbit_code': 22518067057655858, 'n': 57, 'trace_an': 0}
  • id: 44098426
    {'hecke_orbit_code': 22518067057655858, 'n': 58, 'trace_an': 0}
  • id: 44098427
    {'hecke_orbit_code': 22518067057655858, 'n': 59, 'trace_an': -17354204880}
  • id: 44098428
    {'hecke_orbit_code': 22518067057655858, 'n': 60, 'trace_an': 0}
  • id: 44098429
    {'hecke_orbit_code': 22518067057655858, 'n': 61, 'trace_an': 2230997528}
  • id: 44098430
    {'hecke_orbit_code': 22518067057655858, 'n': 62, 'trace_an': 0}
  • id: 44098431
    {'hecke_orbit_code': 22518067057655858, 'n': 63, 'trace_an': 0}
  • id: 44098432
    {'hecke_orbit_code': 22518067057655858, 'n': 64, 'trace_an': -4294967296}
  • id: 44098433
    {'hecke_orbit_code': 22518067057655858, 'n': 65, 'trace_an': 0}
  • id: 44098434
    {'hecke_orbit_code': 22518067057655858, 'n': 66, 'trace_an': -23456437248}
  • id: 44098435
    {'hecke_orbit_code': 22518067057655858, 'n': 67, 'trace_an': 0}
  • id: 44098436
    {'hecke_orbit_code': 22518067057655858, 'n': 68, 'trace_an': 0}
  • id: 44098437
    {'hecke_orbit_code': 22518067057655858, 'n': 69, 'trace_an': -3457605696}
  • id: 44098438
    {'hecke_orbit_code': 22518067057655858, 'n': 70, 'trace_an': 0}
  • id: 44098439
    {'hecke_orbit_code': 22518067057655858, 'n': 71, 'trace_an': 27599665968}
  • id: 44098440
    {'hecke_orbit_code': 22518067057655858, 'n': 72, 'trace_an': 0}
  • id: 44098441
    {'hecke_orbit_code': 22518067057655858, 'n': 73, 'trace_an': 0}
  • id: 44098442
    {'hecke_orbit_code': 22518067057655858, 'n': 74, 'trace_an': -24144348928}
  • id: 44098443
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