Embedded newform data - 81.9.d.e.53.2

Formats: - HTML - YAML - JSON - 2024-10-13T23:26:47.495534

• 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': 6561, 'analytic_conductor': 32.9976674149513, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 9, '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': [81, 6, [2], [1]], 'cm_discs': [], 'conrey_index': 26, 'dim': 4, 'field_disc': 576, 'field_disc_factorization': [[2, 6], [3, 2]], 'field_poly': [4, 0, 2, 0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'has_non_self_twist': 1, 'hecke_cutters': [[2, [746496, 0, -864, 0, 1]]], 'hecke_orbit': 5, 'hecke_orbit_code': 18014604818907217, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 432, 'hecke_ring_index_factorization': [[2, 4], [3, 3]], 'hecke_ring_index_proved': True, 'inner_twist_count': 4, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 9, 3, 1, 3, 0], [1, 1, 3, 2, -1, 2, 0], [1, 1, 9, 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': '81.9.d.e', 'level': 81, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [3], 'level_radical': 3, 'minimal_twist': '27.9.b.b', 'nf_label': '4.0.576.2', 'prim_orbit_index': 4, 'qexp_display': 'q+\\beta _{3}q^{2}+(608+608\\beta _{1})q^{4}+(-28\\beta _{2}+\\cdots)q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '8.2.3.c6', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '81.9.d', 'trace_display': [0, 0, 0, -3934], 'trace_hash': 817643610381398898, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.075', 'prec': 17}, {'__RealLiteral__': 0, 'data': '3.937', 'prec': 17}, {'__RealLiteral__': 0, 'data': '3.428', 'prec': 17}, {'__RealLiteral__': 0, 'data': '96.061', 'prec': 20}, {'__RealLiteral__': 0, 'data': '170.741', 'prec': 24}, {'__RealLiteral__': 0, 'data': '3480.034', 'prec': 27}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.509', 'prec': 17}, 'traces': [4, 0, 0, 1216, 0, 0, -3934, 0, 0, 96768, 0, 0, 91010, 0, 0, -296960, 0, 0, 609596, 0, 0, -739584, 0, 0, 573502, 0, 0, -4783744, 0, 0, 328700, 0, 0, -3504384, 0, 0, -2655748, 0, 0, 17031168, 0, 0, -1150660, 0, 0, 15441408, 0, 0, 3791424, 0, 0, -55334080, 0, 0, -41416704, 0, 0, -34601472, 0, 0, 38425922, 0, 0, -49676288, 0, 0, 1196066, 0, 0, -95171328, 0, 0, 51400700, 0, 0, 185317184, 0, 0, 47169314, 0, 0, 110287872, 0, 0, 98122752, 0, 0, 260333568, 0, 0, -358033340, 0, 0, -542861568, 0, 0, -272979262, 0, 0, 697378432, 0, 0, -67181470, 0, 0, 610011648, 0, 0, -404728696, 0, 0, -584120320, 0, 0, 216179712, 0, 0, 592565760, 0, 0, -112175810, 0, 0, -199849600, 0, 0, 1723474952, 0, 0, 2201713920, 0, 0, -599537666, 0, 0, -2467086336, 0, 0, -344144158, 0, 0, 1720839168, 0, 0, -1937682432, 0, 0, -807347392, 0, 0, -371904670, 0, 0, 2909523456, 0, 0, -1948014916, 0, 0, -2824077312, 0, 0, -4619947204, 0, 0, 1966505472, 0, 0, -2509948608, 0, 0, -1399202560, 0, 0, 1128078434, 0, 0, -1662799104, 0, 0, 4656966524, 0, 0, 2717687808, 0, 0, 1499876352, 0, 0, 14747346432, 0, 0, 1420557698, 0, 0, -2305185792, 0, 0, -9372958660, 0, 0, 2366171136, 0, 0, 1544030208, 0, 0, -27026329600, 0, 0, -2130339166, 0, 0, 11491994880, 0, 0, -1293105800, 0, 0, -12590678016, 0, 0, -3991713796, 0, 0, 36978024960, 0, 0, -3195742660, 0, 0, 12179718144, 0, 0, -30400247808, 0, 0, -6893123328, 0, 0, -4523483134, 0, 0, 46725921152, 0, 0, 13869832990, 0, 0, -5025839616, 0, 0, -6608922624, 0, 0, 10718543872, 0, 0, 2611928158, 0, 0, 22213868544, 0, 0, -17080326144, 0, 0, -727208128, 0, 0, 5729037884, 0, 0, -7230760704, 0, 0, -6701896900, 0, 0, -67000614912, 0, 0, 198229052, 0, 0, 33654769920, 0, 0, 13689248260, 0, 0, 15625812800, 0, 0, 8295920640, 0, 0, -86026143744, 0, 0, -2263348220, 0, 0, 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0, -49381035652, 0, 0, 262874529792, 0, 0, -140820409438, 0, 0, -293004739584, 0, 0, -4705323644, 0, 0, 104291573760, 0, 0, 87401131298, 0, 0, -693406808064, 0, 0, -60424906370, 0, 0, 68202892480, 0, 0, 6890824124, 0, 0, 91722129408, 0, 0, 70171785216, 0, 0, -97610752000, 0, 0, 26699338172, 0, 0, 195066330624, 0, 0, 132505583616, 0, 0, 523936385408, 0, 0, -50552588450, 0, 0, 358625940480, 0, 0, 232344751104, 0, 0, -775003299840, 0, 0, 511099310780, 0, 0, 116059751424, 0, 0, -122125865090, 0, 0, -729037801856, 0, 0, -321775856640, 0, 0, 205365590784, 0, 0, 24673387004, 0, 0, -204543885312, 0, 0, -204618623518, 0, 0, -424152903168, 0, 0, 92782040638, 0, 0, 209239648064, 0, 0, -104721566600, 0, 0, -252223013376, 0, 0, 517692349440, 0, 0, 1211470774272, 0, 0, -156632160670, 0, 0, -108468122112, 0, 0, -257933526148, 0, 0, -589055459328, 0, 0, -261084985344, 0, 0, -106167393792, 0, 0, 50093551300, 0, 0, 197162731520, 0, 0, -386014906368, 0, 0, 351330635520, 0, 0, -361166372740, 0, 0, -452236078720, 0, 0, -231500816350, 0, 0, 929599905024, 0, 0, 280502686844, 0, 0, 512076128256, 0, 0, -271984518046, 0, 0, 1564027494912, 0, 0, 364747727998, 0, 0, 1184393068928, 0, 0, -1003952707012, 0, 0, 410644366848, 0, 0, -172528749120, 0, 0, 244158824448, 0, 0, -85941228868, 0, 0, -534064617216, 0, 0, -253618145280, 0, 0, -1404463950016, 0, 0, 310994159616, 0, 0, 2135617408512, 0, 0, 422896598210, 0, 0, -692209926144, 0, 0, -309198753792, 0, 0, 28935228672, 0, 0, 380332279106, 0, 0, -3052097507328, 0, 0, -536950208354, 0, 0, 121550630400, 0, 0, -404922599424, 0, 0, -170849996800, 0, 0, 441194418620, 0, 0, 2411247163392, 0, 0, 111831902208, 0, 0, -685871687872, 0, 0, -404733339452, 0, 0, -575096675328, 0, 0, -282085254910, 0, 0, -1170610569216, 0, 0, -942333557760, 0, 0, -983742983424, 0, 0, 264291902980, 0, 0, 1415717823296, 0, 0, -134924168836, 0, 0, 1243485734400, 0, 0, 1102695688892, 0, 0, -450642051072, 0, 0, -1415576838520, 0, 0, 1199892911616, 0, 0, -1204366012416, 0, 0, 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0, 0, -4853923975936, 0, 0, 686782623744, 0, 0, -1283259739392, 0, 0, 2474207244288, 0, 0, 6508132392960, 0, 0, 1339290544418, 0, 0, -8661542561280, 0, 0, -841664342016, 0, 0, 1943011537280, 0, 0, -3063268903672, 0, 0, -1538665065216, 0, 0, -380769197374, 0, 0, 4039237435392, 0, 0, 577809226176, 0, 0, 630320838912, 0, 0, 5417249234300, 0, 0, -9241675333632, 0, 0, 246383106048, 0, 0, 851009725440, 0, 0, 1169494426750, 0, 0, 2426379411456, 0, 0, -5302123481088, 0, 0, -823226181120, 0, 0, 1651760229882, 0, 0, -5500555490944, 0, 0, -1079869226974, 0, 0, -6603914306304, 0, 0, 1353863117572, 0, 0, 5705480898560, 0, 0, 711678016512, 0, 0, 4355216017920, 0, 0, 2331190471680, 0, 0, -8432858457920, 0, 0, 3814639551548, 0, 0, 3384890643456, 0, 0, 3032631036476, 0, 0, -3538191089664], 'weight': 9, '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], [1.590990257669732, -0.9185586535436918], [0.0, 0.0], [1.1875, -2.0568103339880417], [1.1404218166976638, 0.6584228428601183], [0.0, 0.0], [-0.4096209912536443, -0.7094843686980387], [0.0, -2.5260362972451524], [0.0, 0.0], [2.4192, 0.0], [-0.7441500774894013, 0.4296352475559867], [0.0, 0.0], [0.7966282693183012, -1.3798006372049607], [-1.303406012843133, -0.7525218123783597], [0.0, 0.0], [-1.1328125, -1.9620888054491188], [0.0, -0.7137220864258261], [0.0, 0.0], [1.1694124507945765, 0.0], [2.7085018146569517, -1.563754251792781], [0.0, 0.0], [-0.7892903490198757, 1.3670909864261966], [0.4064333372890098, 0.23465439669144778], [0.0, 0.0], [0.36704128, 0.6357341454351144], [0.0, -2.926999161759441], [0.0, 0.0], [-1.9456997084548104, 0.0], [-0.7206864353959167, 0.4160885074771444], [0.0, 0.0], [0.08898010981883465, -0.15411807106927997], [-1.416975698237105, -0.8180913008123505], [0.0, 0.0], [-0.6555955987117013, -1.1355248861872038], [0.0, -1.0788152702256166], [0.0, 0.0], [-0.35425825209253636, 0.0], [1.8605238164118558, -1.0741739262390948], [0.0, 0.0], [1.6632, -2.8807469031485566], [0.28747898270381106, 0.16597606805040507], [0.0, 0.0], [-0.08414207203051596, -0.1457383438109738], [0.0, 2.040767425890937], [0.0, 0.0], [0.8621753066920144, 0.0], [-1.6388583938613768, 0.9461953348595437], [0.0, 0.0], [0.1644212870487637, -0.2847860230143253], [1.1679182012852565, 0.6742978879035063], [0.0, 0.0], [-1.8919921396309654, -3.2770265133617813], [0.0, 1.3150667053707064], [0.0, 0.0], [-1.1315266443548937, 0.0], [-1.7921832676593081, 1.0347174920202447], [0.0, 0.0], [-0.7644033983664201, 1.3239855234489522], [0.36019881171162893, 0.2079608809034923], [0.0, 0.0], [0.6938170458551416, 1.2017263745784508], [0.0, -0.32693379946943435], [0.0, 0.0], [-0.740234375, 0.0], [1.8169845162573857, -1.0490364995745836], [0.0, 0.0], [0.014838703018060385, -0.025701387545706226], [-1.4679909629561454, -0.8475449776306685], [0.0, 0.0], [-0.9909551020408163, -1.7163845847542951], [0.0, 1.1519139047695828], [0.0, 0.0], [0.4524989769612843, 0.0], [-0.5636214277783332, 0.3254069830488619], [0.0, 0.0], [1.3886772853185596, -2.405259613488567], [0.6096389847653696, 0.3519752319627763], [0.0, 0.0], [0.30275491596538656, 0.5243868966932954], [0.0, -2.9834785067099108], [0.0, 0.0], [0.609835014355425, 0.0], [0.6104169077517392, -0.3524243660083656], [0.0, 0.0], [0.46993092515654744, -0.8139442384189877], [-0.26773843372139144, -0.15457885678145414], [0.0, 0.0], [1.085274229902329, 1.8797501063360205], [0.0, -0.4508093223782332], [0.0, 0.0], [-1.3052626453553506, 0.0], [0.9652791760613983, -0.5573041921421885], [0.0, 0.0], [-1.7382718255558098, 3.010775119228167], [1.3336234716040183, 0.7699678703281833], [0.0, 0.0], [-0.7708728087377101, -1.3351908709070397], [0.0, -0.6041223841817329], [0.0, 0.0], [1.74344608, 0.0], [0.33496884974875407, -0.19339435557258244], [0.0, 0.0], [-0.14922466488734104, 0.25846470132731414], 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-0.4159826378136591, -0.015557699080979542, -0.3312389536076994, -0.2706884875693795, -0.2213370201471913, -0.3978145228095821, -0.11008054289055473, -0.3210583227252286, -0.30769268153234763, -0.204703906146988, -0.014008086293934716, 0.010654734227710669, -0.28758650163542154, -0.026084311583047498, -0.42795830495639814, -0.45672908248825733, -0.12900345066131488, -0.38011942461884796, 0.22223431242670103, 0.017977169042090048, -0.35456427219296366, -0.24756273675091828, -0.11504911060881272, -0.39949940839367215, -0.42360943103320137, -0.2064457975131674, -0.4724571919325377, -0.08711456565489359, -0.2442685602998919, -0.4865346998518137, 0.08746866530022156, -0.05571720386292802, -0.32283918727780553, -0.4767075596064584, -0.29697409867145996, -0.2566738878540381, -0.493994095871888, -0.21777593442611257, -0.46168301068065914, -0.4867621446677699, -0.21006139205058982, -0.15682955161536044, -0.15997376061345633, -0.39537581711275377, -0.32119396771931974, -0.43672375879879005, -0.3914217392522557, -0.013025739172715581, -0.18711602873701547, -0.3232515172969381, -0.0066313376798826235, -0.3773884148550877, -0.37536130294564835, -0.0029630679000849443, 0.16210580765115987, -0.12834878418596005, 0.0570490004463834, -0.10259852513160148, -0.21462185650150847, -0.3510852706261582, -0.17872759796021162, -0.3445375613715033, -0.31322582467620896, -0.30210505978794744, -0.4667422136103615, 0.09618997913843988, 0.23609614497406736, -0.2323741685316154, 0.008652517572089421, -0.2481780270837551, -0.2796345228190369, -0.42299929012920806, 0.06346358142700063, -0.28383121651948107, -0.40937676517122956, -0.02482006858941903, -0.30295446660881786, -0.4521667161892658, -0.3580257227926859, -0.35030299185046154, 0.0896402390423372, -0.4258332563258784, -0.14495251848840754, -0.0009631780326374292, -0.16654489072160972, -0.34018831453150905, -0.2871038026592191, -0.07927998814466489, -0.16858140775686958, -0.2721005071183324, -0.4936314687086592, -0.46662178753912903, 0.06665634883999048, -0.2090411471583483, -0.42252394608391325, -0.16769589967728465, 0.055872826161270504], 'char_orbit_index': 4, 'conrey_index': 53, 'dual_conrey_index': 26, 'dual_embedding_index': 2, 'dual_embedding_m': 2, 'embedding_index': 2, 'embedding_m': 4, 'embedding_root_imag': -1.224744871391589, 'embedding_root_real': 0.7071067811865476, 'hecke_orbit': 5, 'hecke_orbit_code': 18014604818907217, 'label': '81.9.d.e.53.2', 'level': 81, 'weight': 9}
• 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': 6561, 'analytic_conductor': 32.9976674149513, 'char_conductor': 9, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 6, 'char_parity': -1, 'char_values': [81, 6, [2], [1]], 'conrey_index': 26, 'cusp_dim': 132, 'dim': 62, 'eis_dim': 24, 'eis_new_dim': 4, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 206309425233, 'hecke_orbit_dims': [2, 4, 4, 4, 4, 12, 32], 'label': '81.9.d', 'level': 81, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [3], 'level_radical': 3, 'mf_dim': 156, 'mf_new_dim': 66, 'num_forms': 7, 'prim_orbit_index': 4, 'relative_dim': 31, 'sturm_bound': 81, 'trace_bound': 4, 'trace_display': [0, 0, 0, -4613], 'traces': [62, 0, 0, 3842, 0, 0, -4613, 0, 0, 1020, 0, 0, -8423, 0, 0, -459262, 0, 0, 816910, 0, 0, -124158, 0, 0, 2447771, 0, 0, -4986884, 0, 0, -100088, 0, 0, -3935448, 0, 0, 1702366, 0, 0, -2094438, 0, 0, -8371598, 0, 0, -28201272, 0, 0, -11920596, 0, 0, 14086816, 0, 0, -55794516, 0, 0, -51983580, 0, 0, 23577385, 0, 0, -24463252, 0, 0, -7154315, 0, 0, -102009918, 0, 0, 98885482, 0, 0, 111921640, 0, 0, 129475165, 0, 0, -332207808, 0, 0, -92230884, 0, 0, -144881538, 0, 0, 459559442, 0, 0, 334432932, 0, 0, -131846513, 0, 0, 1143095672, 0, 0, 173204713, 0, 0, 855929430, 0, 0, -1636271084, 0, 0, -1211228918, 0, 0, -75867924, 0, 0, 2224961400, 0, 0, 1030979951, 0, 0, -1608705794, 0, 0, 288721096, 0, 0, 2453708220, 0, 0, 813349835, 0, 0, -3249262584, 0, 0, -3270421331, 0, 0, 429873120, 0, 0, 1846934832, 0, 0, -453171008, 0, 0, 1196536999, 0, 0, -1299909516, 0, 0, -284042510, 0, 0, -375746022, 0, 0, 152320750, 0, 0, 1995336402, 0, 0, -2505764526, 0, 0, -9257932496, 0, 0, -558808691, 0, 0, 863358732, 0, 0, 7909073710, 0, 0, -4606756644, 0, 0, -1427487984, 0, 0, 2019838344, 0, 0, -5014347677, 0, 0, -5577386892, 0, 0, -19163090846, 0, 0, 9080113902, 0, 0, 12117802236, 0, 0, 18712756624, 0, 0, 7183657369, 0, 0, -7766778474, 0, 0, 2830957616, 0, 0, -7287155862, 0, 0, 4147504186, 0, 0, -18943173816, 0, 0, -2858889950, 0, 0, 30202921776, 0, 0, 6260270520, 0, 0, -1835118360, 0, 0, -22893751427, 0, 0, 69008033968, 0, 0, 7539062627, 0, 0, -35119243902, 0, 0, -48703002864, 0, 0, 33587230202, 0, 0, 22230173771, 0, 0, 62500925172, 0, 0, -7431241158, 0, 0, -26412689540, 0, 0, 26523704194, 0, 0, -27217469388, 0, 0, -4332638102, 0, 0, -167459200620, 0, 0, -4662761678, 0, 0, 96541888584, 0, 0, 97183315718, 0, 0, 28722932242, 0, 0, 162003012, 0, 0, -67340947020, 0, 0, -61822701274, 0, 0, -57769307732, 0, 0, -66703522412, 0, 0, 46330385514, 0, 0, 30211054375, 0, 0, 144779618104, 0, 0, 35999971872, 0, 0, -69261703392, 0, 0, -30771531218, 0, 0, -207434682948, 0, 0, -81795460091, 0, 0, -172339994256, 0, 0, 106054906933, 0, 0, 116396815464, 0, 0, 129439130870, 0, 0, 105411988050, 0, 0, 20168901301, 0, 0, -106124755140, 0, 0, -195008237928, 0, 0, -118149233238, 0, 0, -216862057092, 0, 0, 213399570764, 0, 0, 170259260827, 0, 0, 615983803368, 0, 0, 73302272569, 0, 0, 1624711116, 0, 0, -56155469690, 0, 0, -374188619136, 0, 0, -175332376650, 0, 0, -489204010532, 0, 0, 200663620956, 0, 0, 252288950382, 0, 0, 525497865028, 0, 0, 182714254460, 0, 0, -51365923666, 0, 0, -215699951904, 0, 0, -213197169581, 0, 0, -222557412800, 0, 0, -362592366468, 0, 0, 240124782504, 0, 0, 182987138605, 0, 0, 1029952496196, 0, 0, 234036980843, 0, 0, -77139617304, 0, 0, -140368221128, 0, 0, -480807087752, 0, 0, -326840125532, 0, 0, -905399222976, 0, 0, 218613432132, 0, 0, 661311605038, 0, 0, 669069056928, 0, 0, -78960342792, 0, 0, -278705389532, 0, 0, 592719582984, 0, 0, -423171913733, 0, 0, -343672910244, 0, 0, -1241103051934, 0, 0, 396822913116, 0, 0, 636985381933, 0, 0, 515756149536, 0, 0, 162666318611, 0, 0, -303762917104, 0, 0, 307302545230, 0, 0, -709228140660, 0, 0, -143284068216, 0, 0, -1569994677860, 0, 0, 336208809466, 0, 0, 827613340848, 0, 0, 820306110684, 0, 0, 544464337570, 0, 0, -405685530091, 0, 0, -388320826056, 0, 0, -361558303500, 0, 0, -1021730391060, 0, 0, -457048844570, 0, 0, 481881272928, 0, 0, 668620175081, 0, 0, 1787272718216, 0, 0, -192403269162, 0, 0, -791954443080, 0, 0, 430852738822, 0, 0, -1124689045680, 0, 0, -209293461455, 0, 0, -3079373759760, 0, 0, 139701108119, 0, 0, 1606500323836, 0, 0, 816011908436, 0, 0, 19067429472, 0, 0, -277812735024, 0, 0, 909715887360, 0, 0, -335952396719, 0, 0, -142606939296, 0, 0, -1146845309618, 0, 0, 964467448788, 0, 0, 685063280646, 0, 0, 2947398101184, 0, 0, 496543114298, 0, 0, -112325090024, 0, 0, -642690905040, 0, 0, 125388077316, 0, 0, -1287669483392, 0, 0, -2333530067564, 0, 0, -69037073603, 0, 0, 853063307772, 0, 0, 505196651950, 0, 0, -378319398582, 0, 0, -480255889919, 0, 0, 2055529133040, 0, 0, -965657501647, 0, 0, -348588223220, 0, 0, -429055061006, 0, 0, 830254488774, 0, 0, 710821945896, 0, 0, 298403719212, 0, 0, 804738832282, 0, 0, -484317103788, 0, 0, 409981494936, 0, 0, -914797535744, 0, 0, 702360267774, 0, 0, 1889584049928, 0, 0, 827441718697, 0, 0, -1645210190994, 0, 0, 469713126216, 0, 0, 1618970717184, 0, 0, 1688053444123, 0, 0, -4769734665156, 0, 0, -666786900235, 0, 0, -394726789302, 0, 0, 50181696120, 0, 0, 14371413400, 0, 0, 1111618634926, 0, 0, 2943471466236, 0, 0, -654906654180, 0, 0, 798557269708, 0, 0, -1254244088902, 0, 0, -2170091108352, 0, 0, -269621080619, 0, 0, 262841101056, 0, 0, -1415462154384, 0, 0, -2241653235912, 0, 0, -2754421414414, 0, 0, -497254166516, 0, 0, -314681165168, 0, 0, -387560056980, 0, 0, 1103725783306, 0, 0, 75163830732, 0, 0, 5479679999716, 0, 0, 1959669144630, 0, 0, -3124475136390, 0, 0, -2798637316848, 0, 0, 799545328327, 0, 0, 3532926320580, 0, 0, -3938870817002, 0, 0, 2541355078116, 0, 0, -91572520258, 0, 0, -2781905221392, 0, 0, -1594836415853, 0, 0, 834745659010, 0, 0, 1711223770444, 0, 0, -2934214304394, 0, 0, -1196926087932, 0, 0, 1989328608984, 0, 0, -925704425015, 0, 0, 3317203790736, 0, 0, 1977776734826, 0, 0, -3947359168370, 0, 0, -197664956352, 0, 0, -10829973351552, 0, 0, 237281381616, 0, 0, -1816966607802, 0, 0, 1959212584492, 0, 0, 5278105768764, 0, 0, 2744073635066, 0, 0, 14579136759912, 0, 0, 95447849743, 0, 0, -7410982418292, 0, 0, -6105283713866, 0, 0, 1519424383420, 0, 0, 2381516726712, 0, 0, 1286148576936, 0, 0, 4010421447341, 0, 0, 1703267740744, 0, 0, 6172732755934, 0, 0, -3478029111144, 0, 0, -163891100543, 0, 0, -1366760274516, 0, 0, -1674374572187, 0, 0, 1359604554372, 0, 0, 1256550695508, 0, 0, 3810229774454, 0, 0, 3047079193067, 0, 0, 738735037728, 0, 0, -5502523981499, 0, 0, -5423109817794, 0, 0, -14938542721514, 0, 0, -5995794298404, 0, 0, -4353771464488, 0, 0, 10513989036736, 0, 0, 10389444274890, 0, 0, 6795093080016, 0, 0, 11872867220784, 0, 0, 792212608392, 0, 0, -5539216534763, 0, 0, -10889502097488, 0, 0, 1697638067826, 0, 0, 8827753548076, 0, 0, -7663018490048, 0, 0, 10385260096794, 0, 0, -2811792390371, 0, 0, 6761731337064, 0, 0, -4843928547408, 0, 0, -4163721399486, 0, 0, 951870238450, 0, 0, -13110090743796, 0, 0, -833793664368, 0, 0, 12656158640184, 0, 0, 2550730019843, 0, 0, 8013515828544, 0, 0, 5499053862816, 0, 0, -11901364820904, 0, 0, -324389391603, 0, 0, -38599323347720, 0, 0, -1728955372229, 0, 0, 2526845680698, 0, 0, 513677427626, 0, 0, 16501716844192, 0, 0, 7706770595064, 0, 0, 20119119013020, 0, 0, -3120727085694, 0, 0, -19085528110864, 0, 0, -3275390101358, 0, 0, 1136564763300, 0, 0, 3301141700686, 0, 0, -14331109058556], 'weight': 9, '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: 44269481
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 53, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 18014604818907217, 'source_is_minimal': False, 'source_label': '81.9.d.e.53.2', 'source_level': 81, 'target_conrey_index': 53, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 18014604818907217, 'target_is_minimal': False, 'target_label': '81.9.d.e.53.2', 'target_level': 81, 'twist_class_label': '27.9.b.b.26.1', 'twist_class_level': 27, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 9}
  • id: 44269482
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 53, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 18014604818907217, 'source_is_minimal': False, 'source_label': '81.9.d.e.53.2', 'source_level': 81, 'target_conrey_index': 53, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 18014604818907217, 'target_is_minimal': False, 'target_label': '81.9.d.e.53.1', 'target_level': 81, 'twist_class_label': '27.9.b.b.26.1', 'twist_class_level': 27, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 9}
  • id: 44269483
    {'conductor': 9, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 53, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 18014604818907217, 'source_is_minimal': False, 'source_label': '81.9.d.e.53.2', 'source_level': 81, 'target_conrey_index': 26, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 18014604818907217, 'target_is_minimal': False, 'target_label': '81.9.d.e.26.2', 'target_level': 81, 'twist_class_label': '27.9.b.b.26.1', 'twist_class_level': 27, 'twisting_char_label': '9.2', 'twisting_conrey_index': 2, 'weight': 9}
  • id: 44269484
    {'conductor': 9, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 53, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 18014604818907217, 'source_is_minimal': False, 'source_label': '81.9.d.e.53.2', 'source_level': 81, 'target_conrey_index': 26, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 4503668497842203, 'target_is_minimal': True, 'target_label': '27.9.b.b.26.2', 'target_level': 27, 'twist_class_label': '27.9.b.b.26.1', 'twist_class_level': 27, 'twisting_char_label': '9.4', 'twisting_conrey_index': 4, 'weight': 9}
  • id: 44269485
    {'conductor': 9, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 53, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 18014604818907217, 'source_is_minimal': False, 'source_label': '81.9.d.e.53.2', 'source_level': 81, 'target_conrey_index': 26, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503668497842203, 'target_is_minimal': True, 'target_label': '27.9.b.b.26.1', 'target_level': 27, 'twist_class_label': '27.9.b.b.26.1', 'twist_class_level': 27, 'twisting_char_label': '9.5', 'twisting_conrey_index': 5, 'weight': 9}
  • id: 44269486
    {'conductor': 9, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 53, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 18014604818907217, 'source_is_minimal': False, 'source_label': '81.9.d.e.53.2', 'source_level': 81, 'target_conrey_index': 26, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 18014604818907217, 'target_is_minimal': False, 'target_label': '81.9.d.e.26.1', 'target_level': 81, 'twist_class_label': '27.9.b.b.26.1', 'twist_class_level': 27, 'twisting_char_label': '9.7', 'twisting_conrey_index': 7, 'weight': 9}
  • id: 44269487
    {'conductor': 36, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 53, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 18014604818907217, 'source_is_minimal': False, 'source_label': '81.9.d.e.53.2', 'source_level': 81, 'target_conrey_index': 161, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 13511073911013808, 'target_is_minimal': False, 'target_label': '432.9.e.d.161.2', 'target_level': 432, 'twist_class_label': '27.9.b.b.26.1', 'twist_class_level': 27, 'twisting_char_label': '36.23', 'twisting_conrey_index': 23, 'weight': 9}
  • id: 44269488
    {'conductor': 36, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 53, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 18014604818907217, 'source_is_minimal': False, 'source_label': '81.9.d.e.53.2', 'source_level': 81, 'target_conrey_index': 161, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 13511073911013808, 'target_is_minimal': False, 'target_label': '432.9.e.d.161.1', 'target_level': 432, 'twist_class_label': '27.9.b.b.26.1', 'twist_class_level': 27, 'twisting_char_label': '36.31', 'twisting_conrey_index': 31, 'weight': 9}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 255625
    {'charpoly_factorization': [[[746496, 0, -864, 0, 1], 1]], 'hecke_orbit_code': 18014604818907217, 'p': 2}
  • id: 255626
    {'charpoly_factorization': [[[0, 1], 4]], 'hecke_orbit_code': 18014604818907217, 'p': 3}
  • id: 255627
    {'charpoly_factorization': [[[458838245376, 0, -677376, 0, 1], 1]], 'hecke_orbit_code': 18014604818907217, 'p': 5}
  • id: 255628
    {'charpoly_factorization': [[[3869089, 1967, 1], 2]], 'hecke_orbit_code': 18014604818907217, 'p': 7}
  • id: 255629
    {'charpoly_factorization': [[[25049701843992576, 0, -158270976, 0, 1], 1]], 'hecke_orbit_code': 18014604818907217, 'p': 11}
  • id: 255630
    {'charpoly_factorization': [[[2070705025, -45505, 1], 2]], 'hecke_orbit_code': 18014604818907217, 'p': 13}
  • id: 255631
    {'charpoly_factorization': [[[3553445376, 0, 1], 2]], 'hecke_orbit_code': 18014604818907217, 'p': 17}
  • id: 255632
    {'charpoly_factorization': [[[-152399, 1], 4]], 'hecke_orbit_code': 18014604818907217, 'p': 19}
  • id: 255633
    {'charpoly_factorization': [[[297495323183837085696, 0, -17248052736, 0, 1], 1]], 'hecke_orbit_code': 18014604818907217, 'p': 23}
  • id: 255634
    {'charpoly_factorization': [[[120013701709882925776896, 0, -346429937664, 0, 1], 1]], 'hecke_orbit_code': 18014604818907217, 'p': 29}
  • id: 255635
    {'charpoly_factorization': [[[27010922500, -164350, 1], 2]], 'hecke_orbit_code': 18014604818907217, 'p': 31}
  • id: 255636
    {'charpoly_factorization': [[[663937, 1], 4]], 'hecke_orbit_code': 18014604818907217, 'p': 37}
  • id: 255637
    {'charpoly_factorization': [[[774182906573154844409856, 0, -879876642816, 0, 1], 1]], 'hecke_orbit_code': 18014604818907217, 'p': 41}
  • id: 255638
    {'charpoly_factorization': [[[331004608900, 575330, 1], 2]], 'hecke_orbit_code': 18014604818907217, 'p': 43}
  • id: 255639
    {'charpoly_factorization': [[[7271247365966062685385916416, 0, -85271609378304, 0, 1], 1]], 'hecke_orbit_code': 18014604818907217, 'p': 47}
  • id: 255640
    {'charpoly_factorization': [[[107671935965184, 0, 1], 2]], 'hecke_orbit_code': 18014604818907217, 'p': 53}
  • id: 255641
    {'charpoly_factorization': [[[645176830271681280245760000, 0, -25400331302400, 0, 1], 1]], 'hecke_orbit_code': 18014604818907217, 'p': 59}
  • id: 255642
    {'charpoly_factorization': [[[369137870387521, -19212961, 1], 2]], 'hecke_orbit_code': 18014604818907217, 'p': 61}
  • id: 255643
    {'charpoly_factorization': [[[357643469089, -598033, 1], 2]], 'hecke_orbit_code': 18014604818907217, 'p': 67}
  • id: 255644
    {'charpoly_factorization': [[[856854005243904, 0, 1], 2]], 'hecke_orbit_code': 18014604818907217, 'p': 71}
  • id: 255645
    {'charpoly_factorization': [[[-12850175, 1], 4]], 'hecke_orbit_code': 18014604818907217, 'p': 73}
  • id: 255646
    {'charpoly_factorization': [[[556236045807649, -23584657, 1], 2]], 'hecke_orbit_code': 18014604818907217, 'p': 79}
  • id: 255647
    {'charpoly_factorization': [[[1252083144846370464327738064896, 0, -1118965211633664, 0, 1], 1]], 'hecke_orbit_code': 18014604818907217, 'p': 83}
  • id: 255648
    {'charpoly_factorization': [[[800029184103936, 0, 1], 2]], 'hecke_orbit_code': 18014604818907217, 'p': 89}
  • id: 255649
    {'charpoly_factorization': [[[18629419370516161, 136489631, 1], 2]], 'hecke_orbit_code': 18014604818907217, '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': 5, 'label': '81.9.d.e', 'level': 81, 'portrait': 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', 'weight': 9}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 40808353
    {'hecke_orbit_code': 18014604818907217, 'n': 1, 'trace_an': 4}
  • id: 40808354
    {'hecke_orbit_code': 18014604818907217, 'n': 2, 'trace_an': 0}
  • id: 40808355
    {'hecke_orbit_code': 18014604818907217, 'n': 3, 'trace_an': 0}
  • id: 40808356
    {'hecke_orbit_code': 18014604818907217, 'n': 4, 'trace_an': 1216}
  • id: 40808357
    {'hecke_orbit_code': 18014604818907217, 'n': 5, 'trace_an': 0}
  • id: 40808358
    {'hecke_orbit_code': 18014604818907217, 'n': 6, 'trace_an': 0}
  • id: 40808359
    {'hecke_orbit_code': 18014604818907217, 'n': 7, 'trace_an': -3934}
  • id: 40808360
    {'hecke_orbit_code': 18014604818907217, 'n': 8, 'trace_an': 0}
  • id: 40808361
    {'hecke_orbit_code': 18014604818907217, 'n': 9, 'trace_an': 0}
  • id: 40808362
    {'hecke_orbit_code': 18014604818907217, 'n': 10, 'trace_an': 96768}
  • id: 40808363
    {'hecke_orbit_code': 18014604818907217, 'n': 11, 'trace_an': 0}
  • id: 40808364
    {'hecke_orbit_code': 18014604818907217, 'n': 12, 'trace_an': 0}
  • id: 40808365
    {'hecke_orbit_code': 18014604818907217, 'n': 13, 'trace_an': 91010}
  • id: 40808366
    {'hecke_orbit_code': 18014604818907217, 'n': 14, 'trace_an': 0}
  • id: 40808367
    {'hecke_orbit_code': 18014604818907217, 'n': 15, 'trace_an': 0}
  • id: 40808368
    {'hecke_orbit_code': 18014604818907217, 'n': 16, 'trace_an': -296960}
  • id: 40808369
    {'hecke_orbit_code': 18014604818907217, 'n': 17, 'trace_an': 0}
  • id: 40808370
    {'hecke_orbit_code': 18014604818907217, 'n': 18, 'trace_an': 0}
  • id: 40808371
    {'hecke_orbit_code': 18014604818907217, 'n': 19, 'trace_an': 609596}
  • id: 40808372
    {'hecke_orbit_code': 18014604818907217, 'n': 20, 'trace_an': 0}
  • id: 40808373
    {'hecke_orbit_code': 18014604818907217, 'n': 21, 'trace_an': 0}
  • id: 40808374
    {'hecke_orbit_code': 18014604818907217, 'n': 22, 'trace_an': -739584}
  • id: 40808375
    {'hecke_orbit_code': 18014604818907217, 'n': 23, 'trace_an': 0}
  • id: 40808376
    {'hecke_orbit_code': 18014604818907217, 'n': 24, 'trace_an': 0}
  • id: 40808377
    {'hecke_orbit_code': 18014604818907217, 'n': 25, 'trace_an': 573502}
  • id: 40808378
    {'hecke_orbit_code': 18014604818907217, 'n': 26, 'trace_an': 0}
  • id: 40808379
    {'hecke_orbit_code': 18014604818907217, 'n': 27, 'trace_an': 0}
  • id: 40808380
    {'hecke_orbit_code': 18014604818907217, 'n': 28, 'trace_an': -4783744}
  • id: 40808381
    {'hecke_orbit_code': 18014604818907217, 'n': 29, 'trace_an': 0}
  • id: 40808382
    {'hecke_orbit_code': 18014604818907217, 'n': 30, 'trace_an': 0}
  • id: 40808383
    {'hecke_orbit_code': 18014604818907217, 'n': 31, 'trace_an': 328700}
  • id: 40808384
    {'hecke_orbit_code': 18014604818907217, 'n': 32, 'trace_an': 0}
  • id: 40808385
    {'hecke_orbit_code': 18014604818907217, 'n': 33, 'trace_an': 0}
  • id: 40808386
    {'hecke_orbit_code': 18014604818907217, 'n': 34, 'trace_an': -3504384}
  • id: 40808387
    {'hecke_orbit_code': 18014604818907217, 'n': 35, 'trace_an': 0}
  • id: 40808388
    {'hecke_orbit_code': 18014604818907217, 'n': 36, 'trace_an': 0}
  • id: 40808389
    {'hecke_orbit_code': 18014604818907217, 'n': 37, 'trace_an': -2655748}
  • id: 40808390
    {'hecke_orbit_code': 18014604818907217, 'n': 38, 'trace_an': 0}
  • id: 40808391
    {'hecke_orbit_code': 18014604818907217, 'n': 39, 'trace_an': 0}
  • id: 40808392
    {'hecke_orbit_code': 18014604818907217, 'n': 40, 'trace_an': 17031168}
  • id: 40808393
    {'hecke_orbit_code': 18014604818907217, 'n': 41, 'trace_an': 0}
  • id: 40808394
    {'hecke_orbit_code': 18014604818907217, 'n': 42, 'trace_an': 0}
  • id: 40808395
    {'hecke_orbit_code': 18014604818907217, 'n': 43, 'trace_an': -1150660}
  • id: 40808396
    {'hecke_orbit_code': 18014604818907217, 'n': 44, 'trace_an': 0}
  • id: 40808397
    {'hecke_orbit_code': 18014604818907217, 'n': 45, 'trace_an': 0}
  • id: 40808398
    {'hecke_orbit_code': 18014604818907217, 'n': 46, 'trace_an': 15441408}
  • id: 40808399
    {'hecke_orbit_code': 18014604818907217, 'n': 47, 'trace_an': 0}
  • id: 40808400
    {'hecke_orbit_code': 18014604818907217, 'n': 48, 'trace_an': 0}
  • id: 40808401
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  • id: 40808588
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  • id: 40808589
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  • id: 40808590
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  • id: 40808591
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  • id: 40808592
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  • id: 40808593
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  • id: 40808594
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  • id: 40808596
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  • id: 40808597
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  • id: 40808598
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  • id: 40808599
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  • id: 40808600
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  • id: 40808601
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  • id: 40808602
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  • id: 40808603
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  • id: 40808604
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  • id: 40808605
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  • id: 40808606
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  • id: 40808607
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  • id: 40808608
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  • id: 40808609
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  • id: 40808610
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