Embedded newform data - 220.3.s.b.31.2

Formats: - HTML - YAML - JSON - 2025-05-19T14:55:40.538806

• 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': 1980, 'analytic_conductor': 5.994565815926532, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 44, 'char_degree': 4, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 19, 'char_orbit_label': 's', 'char_order': 10, 'char_parity': -1, 'char_values': [220, 10, [111, 177, 101], [5, 10, 6]], 'cm_discs': [], 'conrey_index': 31, 'dim': 96, 'has_non_self_twist': 1, 'hecke_cutters': [[3, [957509636804197031095517224960000, 0, -370476204028446392706207995473920000, 0, 55063354446255598529868176193915392000, 0, -193422387787935376665260456043786752000, 0, 577880601068696082981521975466249510400, 0, -1500427377972009889466471526259836758400, 0, 3294929254036069446177466948750468626880, 0, -5729862462090862064196418858138556835360, 0, 9170179224487271364799636261051608448561, 0, -12819680026431887948899677182820380856294, 0, 15022306550621444306050583416742517084159, 0, -14810628795666746663846743474894340826356, 0, 12951274222316216057508661282015938134545, 0, -9463715918589190961579947517644046490936, 0, 5278968797820214697719070894026336652203, 0, -2082019455390846052566760444936775486904, 0, 639905227121295336873992907960994372741, 0, -165680439028247862390702346576504202278, 0, 37890109855655177821484305896110973950, 0, -7622905907559803904049807143939527832, 0, 1377001662524595473837839592528291152, 0, -226256640902157174693349044567789618, 0, 34095100349498318672846011461712661, 0, -4690266620925598530868826217185108, 0, 598249901125461382063010990111001, 0, -70510603256651177179299543354372, 0, 7696460393011003465521559092475, 0, -779788741708613289384896804272, 0, 73478779110610802993965070872, 0, -6421065612579003567002841112, 0, 520943236224897929324374159, 0, -39226881097058202637479548, 0, 2735554811373751292735885, 0, -176137239682906152302674, 0, 10467567307983592090194, 0, -572627280849506825428, 0, 28712163505804755970, 0, -1315681412117890938, 0, 55165564663157247, 0, -2111796476614664, 0, 73406574649249, 0, -2306086459848, 0, 65462239883, 0, -1657937572, 0, 36753095, 0, -700874, 0, 11350, 0, -140, 0, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4504836628283612, 'inner_twist_count': 4, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 4, 2, -1, 2, 0], [1, 1, 11, 3, 1, 5, 0], [1, 1, 44, 8, -1, 10, 0]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '220.3.s.b', 'level': 220, '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, 11], 'level_radical': 110, 'minimal_twist': '220.3.s.b', 'prim_orbit_index': 8, 'related_objects': [], 'relative_dim': 24, 'rm_discs': [], 'sato_tate_group': '2.2.3.c10', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '220.3.s', 'trace_display': [2, 0, -120, 0], 'traces': [96, 2, 0, 16, -120, -20, 0, -10, 64, -10, 0, -70, 20, 83, 0, -4, 24, 45, 0, -25, 0, 35, 0, -62, -120, -88, 0, -130, -8, 40, 0, 152, 180, -126, 0, -394, 144, -105, 0, 0, 132, 275, 0, 113, 40, -85, 0, 353, 292, 10, 0, 62, -224, -328, 0, 380, -364, 598, 0, 105, -48, 88, 0, -356, -40, -65, 0, -117, 32, -165, 0, -28, 16, -72, 0, 0, -720, -752, 0, -235, -44, 49, 0, -348, 60, 70, 0, -165, -144, 0, 0, 778, 40, 254, 0, 243, 204, -1042, 0, 30, 368, 1082, 0, -179, 0, 590, 0, -413, 288, -130, 0, 167, 436, -1639, 0, 157, -24, 347, 0, 400, 1176, -1406, 0, -1118, 600, 755, 0, -712, 52, 40, 0, 194, 400, -25, 0, 1142, -652, 1448, 0, -220, 0, 436, 0, 2592, -160, 1127, 0, -66, -728, 0, 0, 1043, -3696, 1645, 0, 505, -420, -1816, 0, -190, -384, 710, 0, 230, -680, -2824, 0, -1868, -1252, 260, 0, -1484, 532, 865, 0, -18, 304, -2317, 0, 320, -216, -421, 0, -487, 300, 1008, 0, 1948, 352, 465, 0, -2064, 928, 2855, 0, -516, 1656, 3010, 0, 75, 2588, -1047, 0, 1664, -20, 903, 0, 2406, 712, -380, 0, -1917, 744, 624, 0, -4907, -1440, 537, 0, -545, -1504, -3012, 0, 1178, 320, -1605, 0, -2702, -64, -470, 0, 3550, -36, 1595, 0, -2661, 1080, 3148, 0, 160, -2176, 147, 0, 3225, -680, -2190, 0, 1220, 1156, 25, 0, -1754, -2844, -4904, 0, -148, 368, 1640, 0, -510, -576, -651, 0, -3354, 840, -3022, 0, 1557, -160, 245, 0, -2678, 1160, -2202, 0, 3984, 1696, 2376, 0, -655, 1076, 3340, 0, 466, 1440, 1985, 0, 7577, 2384, -350, 0, 1761, -276, 3783, 0, -630, 5860, -5202, 0, 0, 1120, 4127, 0, -5494, -120, -2129, 0, -3905, -160, -1795, 0, 2833, -400, -2507, 0, -1427, -1852, -5588, 0, 770, -2752, 204, 0, -4359, 100, 5834, 0, -1172, -10672, 970, 0, 4321, -4696, -1983, 0, 5941, -2300, 4056, 0, 660, -1968, -3172, 0, -707, 240, 4088, 0, -6037, 1232, -210, 0, -3345, 1400, -6162, 0, 1959, 1064, -1130, 0, -2440, 1708, 1550, 0, 6554, 1220, -1845, 0, -4564, 1952, -570, 0, 5493, 12728, 2519, 0, 2377, 3584, -2873, 0, 20, 1088, 4489, 0, 3182, 1140, -4162, 0, -580, 2480, 1620, 0, -5155, 1908, -1996, 0, -4462, -3368, -5226, 0, 405, -560, -7126, 0, -2448, -2740, 904, 0, 5372, 548, 475, 0, -5840, -100, 11216, 0, 3993, -12800, 7766, 0, 3105, -5872, -643, 0, 2932, -180, 7894, 0, 8264, -5968, 580, 0, 1705, 836, 8576, 0, -4786, -12, -485, 0, -280, 4336, -7245, 0, 2703, -180, -6432, 0, -6073, 5748, -150, 0, 2964, 696, -244, 0, -7733, 724, 6348, 0, 1235, 9328, 1756, 0, 4514, 280, -2416, 0, 3465, -1424, 1940, 0, -1290, 4360, -7394, 0, -192, -532, 5463, 0, -145, 300, -4667, 0, -8613, -1080, -8813, 0, 937, -3532, 795, 0, -11202, -2112, -9502, 0, 6024, -7344, 179, 0, -125, -4848, 1445, 0, -1831, -960, 895, 0, 8259, -4040, -580, 0, 5336, -2044, 5998, 0, -320, -200, -4194, 0, -335, -5864, 13615, 0, -9479, 0, -2074, 0, -9057, -2488, -2240, 0, 1227, 3628, -7833, 0, -4932, 5916, -10194, 0, -590, 3496, 2683, 0, -8829, 0, 10308, 0, -169, 21024, 375, 0, 10536, 2200, 303, 0, 7454, 4024, 11941, 0, 1640, 6696, 2848, 0, 1749, -940, 10208, 0, -5447, 4968, -1940, 0, 2122, -11760, -7640, 0, 2719, -6144, -2130, 0, -2675, -6912, -2056, 0, 4866, -1620, 671, 0, -5766, -2368, -955, 0, 8630, -10120, 11700, 0, 8262, -7400, -6320, 0, -310, 80, 8091, 0, 12502, -1620, -1840, 0, -2992, 72, 2445, 0, -2211, -5232, -1609, 0, -10116, 6504, -12427, 0, 560, 3792, -7347, 0, -12801, -600, -6204, 0, 316, 448, 2000, 0, -13852, 616, 9711, 0, 1807, 12544, 3344, 0, 1465, 9800, -4420, 0, 11036, 20, 6481, 0, 23058, 4580, 160, 0, -1324, 272, 4005, 0, -7770, -3212, 1386, 0, 355, -816, -6354, 0, 7040, -140, -16199, 0, -12357, -6680, -1290, 0, -2984, -3776, 1832, 0, -9723, -776, 11671, 0, 1735, -24656, 1008, 0, 12530, -1000, -83, 0, 4673, 1412, 3860, 0, 4170, -2160, -1408, 0, 322, 1036, 9069, 0, 800, -3592, -10420, 0, -8431, 960, -6340, 0, 5085, 11168, -1005, 0, -8655, 616, -17702, 0, 7506, 17024, 1087, 0, -3250, 1044, 5006, 0, -3553, 560, 9385, 0, 7348, 8548, -385, 0, 6826, -2408, 7506, 0, 13060, 5220, -9670, 0, -660, 4240, 13730, 0, -16005, 1000, -1300, 0, -14049, -3296, -300, 0, -379, 1528, -7049, 0, -13584, -12604, -16026, 0, -4850, -4864, 1597, 0, -7474, 4700, 8246, 0, -5572, -13928, -3475, 0, 9960, -2716, -10586, 0, 3304, 11784, 5855, 0, 1270, -7824, -5752, 0, -4689, 3260, 10287, 0, -13693, -15640, -3860, 0, 2102, 6544, -6629, 0, 5927, -1260, -7375, 0, -190, 22240, -428, 0, 19190, 1740, 3780, 0, -6970, -7900, -1570, 0, 11532, 23312, 17851, 0, 13064, 5300, -3185, 0, 610, -2512, 21010, 0, 14016, 900, -5810, 0, -4471, 3072, 3090, 0, 704, 4996, 8623, 0, 2295, 5200, -9806, 0, -100, -5712, -5946, 0, -3374, -1640, -8700, 0, 13792, -5992, -355, 0, -15101, -1712, 18406, 0, 5337, -8248, 16124, 0, 2300, -10848, -8407, 0, 9165, -1340, 2904, 0, 11846, 3688, -690, 0, -7739, -6532, 3257, 0, -15933, 9152, -6976, 0, -210, -416, -21417, 0, 1919, -60, -4123, 0, -13134, 5748, 6750, 0, -6318, 18352, -1105, 0, -15186, -8440, 8406, 0, 2155, 14976, -11357, 0, 9442, 240, -5361, 0, 3883, -15464, 3020, 0, -13558, -3760, -17382, 0, -3523, -6344, 11523, 0, 515, 11012, -11477, 0, -17166, -1480, -6822, 0, 11897, -7488, -2920, 0, -11347, -14928, -9302, 0, 16052, -11312, 2917, 0, -3655, 8704, -1452, 0, -5342, -2080, 16096, 0, 16632, -5688, -425, 0, 7077, 3416, 5292, 0, 8124, -15320, -9204, 0, -2190, 8896, 16951, 0, -18187, -920, 1469, 0, -1684, 14872, -3605, 0, 8538, 1580, -3179, 0, -7688, 10328, 3836, 0, 340, -760, 5497, 0, -5232, -1600, 17089, 0, -2986, 15440, -3990, 0, 10834, 7636, -7287, 0, 3253, -3592, 4972, 0, -250], 'weight': 3, '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], [-0.9825808152712345, -0.18583579165735556], [0.14932931596122112, 0.2055341706853522], [0.9309301170781679, 0.3651973673465194], [-0.1381966011250105, -0.42532540417601994], [-0.10853251569912196, -0.22970466464741535], [-0.803652421648608, 1.1061326635000204], [-0.8468473315271895, -0.5318360622271476], [0.28907194366107813, -0.8896719620649526], [0.056748645804091044, 0.4435984571652632], [-0.7784503548699371, -0.6277061772858931], [0.06395461955694151, 0.2458726226363736], [-0.07419214903897708, 0.22833995568491255], [0.9952124908577766, -0.9375173503055722], [0.06678210030456695, -0.09191767547029842], [0.7332617657663427, 0.6799464558810681], [-0.029738369244066913, -0.09152528944490362], [-0.44936943946023583, 0.820454688313553], [-0.4678358777259865, -0.6439208438498104], [0.02667633980556591, -0.44641726321299224], [-0.3473569260558219, 0.0], [0.6482401099521483, 0.7614359853915671], [0.0, -0.3966646972231327], [-0.0171486487501205, -0.25347477935843377], [-0.16180339887498948, 0.11755705045849463], [0.11533351872115426, -0.21057490306446014], [0.46764481325754753, -0.15194701066853655], [-1.1521009796216926, 0.736240461288333], [-1.3848648953984282, -1.0061632420486537], [-0.08270040455111356, 0.07790604002280245], [-1.0854453929470802, -0.3526825873537729], [-0.5941305557006465, -0.804368623693665], [0.012769609580031163, -0.25373308218664603], [0.01221167647601, 0.09545744691177904], [0.581528355333165, 0.1889500165656736], [0.5940116367045541, -0.7226541110075225], [-1.1596238997750246, -0.8425160796779816], [0.3400230183676315, 0.7196449184230106], [-0.05801072629171199, 0.018848827564953333], [-0.10917196523330192, 0.4336836197126872], [-0.09236587380872278, 0.0671077354584136], [0.34130625159403943, 0.06455134934124918], [0.0, 0.5625228920541318], [-0.49544623658665604, -0.8686386053199104], [-0.41834884694391017, 0.0], [-0.0737144980309861, 0.38975512158682313], [0.14674332169982232, 0.20197485493752068], [-0.030254753017554634, 0.2522462880690387], [-0.2686552600650298, -0.8268358710776785], [0.18083122311710195, -0.08544043975760476], [0.014370764125776357, -0.019779659926074306], [-0.1524568566672868, 0.18547376417256428], [-0.21810055365706787, 0.6712444834391658], [-0.48773601488552143, 0.06239507353454506], [-0.15940019037032335, 0.41784157202210587], [1.2688521488051647, -0.5093141550711479], [0.062486125024743905, -0.19231251829052895], [1.1737605353384575, 1.2459941628429623], [0.5594296131047235, -0.7699888052535249], [0.0957375615496212, -0.061180285170018896], [0.4479015320004488, 1.3784991713133563], [1.0009967713096948, 0.5482537481131886], [0.7517818494862996, 1.0347389457713236], [0.43430080582944314, 0.9007679002139765], [0.10737188676856677, 0.0], [-0.05969986158965862, 0.2469402082507774], [0.0, -0.8673923591413593], [0.0057404511888139885, -0.09606402257566928], [0.0815281495839129, -0.05923366790229529], [-0.5362849295744491, -0.29372744360715153], 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-0.08300541793150548]], 'angles': [None, -0.07972824013514455, None, 0.21979936005437642, None, -0.46915201065574547, -0.05766112682343742, -0.165141722967948, -0.46822373267665807, -0.4865039062273749, -0.29665481409925826, -0.2771711799285138, -0.3590903413429125, 0.045376406045735826, -0.08008115515593621, 0.10740120626159388, -0.32106496242959237, 0.07901542222416401, -0.4286045590536531, -0.1757765896473557, -0.19048716012491135, -0.12181210837591146, -0.3396128050902642, -0.13662649947425642, -0.41312243421856115, 0.154729445166673, 0.3007944610794723, -0.06406050465423604, -0.2415317683468468, -0.45060037638689304, -0.3029150823455833, -0.3238562139527274, -0.0856089477859808, -0.39580569292252116, -0.08849714077594432, -0.12382349118979315, -0.1885608530014514, -0.23830753129108145, -0.1820547256497428, -0.182074543360806, -0.4307543760371737, 0.06462976927927591, 0.2494681994299459, -0.3763490242351536, -0.3941720560741527, 0.12152761649417457, -0.13545331878668282, 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-0.40452996635362276, -0.10407721909344642, -0.10630235572194556, -0.24869792566843005, -0.1670326426309896, -0.13125505237569815, -0.4731352548846732, 0.05452018847928932, -0.31505467730575837, -0.41696567322167966, -0.36275531137536343, 0.3035225212416527, -0.21921639385594008, 0.03609080368382728, -0.21652033891891515, -0.3667310418398982, -0.022452113810242657, -0.21860080642721022, -0.0892808346787461, -0.35125612830349334, -0.37092465640581695, -0.4709824862644631, -0.06396111222911842, 0.10174187690112828, -0.11291516470670437, -0.42469087782580917, -0.29300633336390886, 0.0002394902272552504, -0.49701915924304146], 'char_orbit_index': 19, 'conrey_index': 31, 'dual_conrey_index': 71, 'dual_embedding_index': 2, 'dual_embedding_m': 26, 'embedding_index': 2, 'embedding_m': 2, 'hecke_orbit': 2, 'hecke_orbit_code': 4504836628283612, 'label': '220.3.s.b.31.2', 'level': 220, 'weight': 3}
• 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': 1980, 'analytic_conductor': 5.994565815926532, 'char_conductor': 44, 'char_degree': 4, 'char_is_real': False, 'char_orbit_index': 19, 'char_orbit_label': 's', 'char_order': 10, 'char_parity': -1, 'char_values': [220, 10, [111, 177, 101], [5, 10, 6]], 'conrey_index': 31, 'cusp_dim': 272, 'dim': 192, 'eis_dim': 32, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 1237000913116, 'hecke_orbit_dims': [96, 96], 'label': '220.3.s', 'level': 220, '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, 11], 'level_radical': 110, 'mf_dim': 304, 'mf_new_dim': 192, 'num_forms': 2, 'prim_orbit_index': 8, 'relative_dim': 48, 'sturm_bound': 108, 'trace_bound': 4, 'trace_display': [4, 0, 0, 0], 'traces': [192, 4, 0, 12, 0, 0, 0, -20, 128, 0, 0, 0, 0, 46, 0, -8, 48, 90, 0, -20, 0, 20, 0, -124, -240, -76, 0, -330, 64, 80, 0, -196, 120, -372, 0, -368, 288, -210, 0, 0, 264, 250, 0, 46, 0, -170, 0, 566, 264, 20, 0, 374, -448, 424, 0, 1040, -568, 686, 0, 210, -96, 176, 0, -312, -80, 10, 0, -234, 64, -240, 0, -226, -48, -744, 0, -1280, -640, -1884, 0, -360, -88, -252, 0, -696, 0, 540, 0, -160, 32, 0, 0, 616, 320, 648, 0, 1386, 408, -884, 0, 60, 336, 1184, 0, 662, 0, 820, 0, -1176, 576, -160, 0, -296, 872, -1818, 0, 74, 672, 44, 0, 360, 272, -2312, 0, -1496, 0, -650, 0, -794, 584, 100, 0, 1408, 160, 490, 0, 1444, -1464, 3206, 0, -140, 0, 2472, 0, 3624, -160, 1654, 0, 2038, -1856, 0, 0, 736, -4992, 1210, 0, -1130, 160, -1962, 0, -650, -1248, -1270, 0, -1020, -960, -2728, 0, -2816, -904, -80, 0, -338, -496, 2530, 0, 1824, 1248, -1384, 0, 260, 208, 1598, 0, 1246, 600, 3816, 0, 2056, 304, 630, 0, -358, 2256, 1810, 0, -932, 1312, 3230, 0, 150, 1976, -1224, 0, -972, 0, -2174, 0, 2372, -816, 100, 0, -3314, 288, -2072, 0, -3174, 480, 1784, 0, -240, 352, 426, 0, 616, 640, -850, 0, 426, -128, -720, 0, 2020, 248, 1810, 0, -1502, 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0, 14508, -2576, 3600, 0, 5260, 312, 3932, 0, 1488, -864, 4610, 0, 480, 352, -2510, 0, -694, -640, -5804, 0, -4066, 1896, -300, 0, -4972, -288, -2368, 0, -2166, 5448, -54, 0, 1160, 6176, -5478, 0, -3932, -240, 2788, 0, -3680, -2048, 1540, 0, -8480, 3200, 1012, 0, 2836, -5264, -2174, 0, 4380, 2520, -7574, 0, -7426, -960, 1194, 0, -3716, -6584, 1590, 0, -5474, -944, -11764, 0, -3192, -13088, -3732, 0, -100, -11696, -7580, 0, -6742, -800, -4750, 0, 5378, -1760, 200, 0, 2302, -5288, 1036, 0, -10320, -3120, 4592, 0, 240, -5168, 7900, 0, -5598, 0, -1348, 0, -10064, -4656, -780, 0, -6266, 3376, -6806, 0, 2416, 7592, -11908, 0, -4560, 6752, -494, 0, 1002, 0, -1824, 0, -88, 18528, -50, 0, 1732, -2320, 7886, 0, 7688, 8368, 5482, 0, 300, 11632, 16336, 0, 9938, -480, 9316, 0, 1486, 12816, -3940, 0, 13974, -8000, 180, 0, -6522, -2688, 3450, 0, -3420, -2464, 12788, 0, 1372, -3240, -6838, 0, 6418, -8736, -3210, 0, 11490, -8720, 10840, 0, -796, -4400, -340, 0, -620, -160, -188, 0, 6524, -2560, 8400, 0, 1126, -3696, 1500, 0, 18368, -11504, 662, 0, -4092, -2192, -4004, 0, -380, 5344, -5164, 0, -1682, -1200, 1872, 0, -5948, -2304, 540, 0, -13944, 12512, 5562, 0, 1354, 9568, -622, 0, 1890, 6800, 5580, 0, 6392, 1440, 1062, 0, 20256, 2600, 320, 0, 6852, -2016, -8130, 0, -1860, -8744, 5962, 0, 3860, -832, 4122, 0, 2340, 280, -13558, 0, -6364, -8000, 240, 0, -23368, -5072, -5456, 0, 3054, -7552, 1512, 0, 4500, -21152, -12654, 0, 1400, 160, 8054, 0, -2374, -2616, 4610, 0, -8280, -5840, 4024, 0, 9604, 872, 3418, 0, 1600, -784, -20270, 0, -5822, 2400, 1560, 0, -350, 12096, 2290, 0, -7630, -3568, -13404, 0, 1932, 17728, -7716, 0, -2260, 7208, -8998, 0, -9586, 320, 4450, 0, -5884, 3176, 1440, 0, 1222, 6944, -4128, 0, 2560, 13720, -540, 0, -2230, 12480, 6760, 0, -8970, -800, -2040, 0, -10728, 6848, -600, 0, -5708, 5136, -3198, 0, -68, -6288, -16292, 0, -8060, 1472, -6526, 0, -2628, 2400, -928, 0, -10444, -11216, -7480, 0, 4640, 3568, -4572, 0, -932, -1952, -2100, 0, -4960, -9008, 8316, 0, 5962, 7320, -3626, 0, -7426, -23920, -5170, 0, 17444, 6848, 5342, 0, -3266, -4320, -210, 0, 120, 16640, 19344, 0, 9100, 2400, 2340, 0, 5170, 14920, -8630, 0, 20894, 15264, 14982, 0, 1028, 5640, 90, 0, -700, 3936, 13110, 0, 22072, 600, 300, 0, 1248, 4784, 3460, 0, 19108, 4392, 21706, 0, 8330, 11040, -3712, 0, -1540, -5984, 778, 0, 4892, 1120, -3920, 0, 8204, -2064, -210, 0, -6752, -8544, 16932, 0, -646, -1296, 17088, 0, -310, -7216, 1596, 0, 2430, -4680, -8712, 0, 6092, 3856, 7400, 0, -11838, -9304, -13726, 0, -4006, 20864, -2572, 0, 4680, -2752, -10954, 0, -7002, -640, 3414, 0, 1322, -3544, 7660, 0, -19376, 14384, -5730, 0, -10692, -3680, 1562, 0, 1810, 16352, -25954, 0, 2464, -640, -1862, 0, 1476, -1888, 2480, 0, -36516, -1440, -21844, 0, -366, -3248, -7064, 0, 5980, 7624, -15894, 0, -26092, -960, 3976, 0, 3724, -5216, -300, 0, 956, -3856, -5204, 0, -1136, -4624, 7094, 0, -2590, -9792, -27344, 0, -10164, -800, 9852, 0, 3084, -1216, 200, 0, -186, -4048, -10976, 0, 14448, -26880, -7448, 0, -1100, 32, 16662, 0, -17994, 800, 9218, 0, 4022, 2544, -3120, 0, 5536, -8480, 4462, 0, -3236, 7536, 4372, 0, -3360, -11920, -656, 0, 15776, -2000, 9198, 0, -15232, 8160, -8550, 0, 998, -3608, -2754, 0, -3794, -224, -7396, 0, 0], 'weight': 3, '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: 37545700
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 31, 'source_dim': 96, 'source_embedding_index': 2, 'source_hecke_orbit_code': 4504836628283612, 'source_is_minimal': True, 'source_label': '220.3.s.b.31.2', 'source_level': 220, 'target_conrey_index': 31, 'target_dim': 96, 'target_embedding_index': 2, 'target_hecke_orbit_code': 4504836628283612, 'target_is_minimal': True, 'target_label': '220.3.s.b.31.2', 'target_level': 220, 'twist_class_label': '220.3.s.b.31.2', 'twist_class_level': 220, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 3}
  • id: 37545701
    {'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 31, 'source_dim': 96, 'source_embedding_index': 2, 'source_hecke_orbit_code': 4504836628283612, 'source_is_minimal': True, 'source_label': '220.3.s.b.31.2', 'source_level': 220, 'target_conrey_index': 31, 'target_dim': 96, 'target_embedding_index': 21, 'target_hecke_orbit_code': 4504836628283612, 'target_is_minimal': True, 'target_label': '220.3.s.b.31.21', 'target_level': 220, 'twist_class_label': '220.3.s.b.31.2', 'twist_class_level': 220, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 3}
  • id: 37545702
    {'conductor': 11, 'degree': 4, 'order': 5, 'parity': 1, 'source_conrey_index': 31, 'source_dim': 96, 'source_embedding_index': 2, 'source_hecke_orbit_code': 4504836628283612, 'source_is_minimal': True, 'source_label': '220.3.s.b.31.2', 'source_level': 220, 'target_conrey_index': 71, 'target_dim': 96, 'target_embedding_index': 21, 'target_hecke_orbit_code': 4504836628283612, 'target_is_minimal': True, 'target_label': '220.3.s.b.71.21', 'target_level': 220, 'twist_class_label': '220.3.s.b.31.2', 'twist_class_level': 220, 'twisting_char_label': '11.5', 'twisting_conrey_index': 5, 'weight': 3}
  • id: 37545703
    {'conductor': 44, 'degree': 4, 'order': 10, 'parity': -1, 'source_conrey_index': 31, 'source_dim': 96, 'source_embedding_index': 2, 'source_hecke_orbit_code': 4504836628283612, 'source_is_minimal': True, 'source_label': '220.3.s.b.31.2', 'source_level': 220, 'target_conrey_index': 71, 'target_dim': 96, 'target_embedding_index': 2, 'target_hecke_orbit_code': 4504836628283612, 'target_is_minimal': True, 'target_label': '220.3.s.b.71.2', 'target_level': 220, 'twist_class_label': '220.3.s.b.31.2', 'twist_class_level': 220, 'twisting_char_label': '44.27', 'twisting_conrey_index': 27, 'weight': 3}
• hecke_orbit_code 4504836628283612 does not appear in mf_hecke_charpolys
• mf_newform_portraits •

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

  
  {'char_orbit_index': 19, 'hecke_orbit': 2, 'label': '220.3.s.b', 'level': 220, 'portrait': 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', 'weight': 3}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 24641299
    {'hecke_orbit_code': 4504836628283612, 'n': 1, 'trace_an': 96}
  • id: 24641300
    {'hecke_orbit_code': 4504836628283612, 'n': 2, 'trace_an': 2}
  • id: 24641301
    {'hecke_orbit_code': 4504836628283612, 'n': 3, 'trace_an': 0}
  • id: 24641302
    {'hecke_orbit_code': 4504836628283612, 'n': 4, 'trace_an': 16}
  • id: 24641303
    {'hecke_orbit_code': 4504836628283612, 'n': 5, 'trace_an': -120}
  • id: 24641304
    {'hecke_orbit_code': 4504836628283612, 'n': 6, 'trace_an': -20}
  • id: 24641305
    {'hecke_orbit_code': 4504836628283612, 'n': 7, 'trace_an': 0}
  • id: 24641306
    {'hecke_orbit_code': 4504836628283612, 'n': 8, 'trace_an': -10}
  • id: 24641307
    {'hecke_orbit_code': 4504836628283612, 'n': 9, 'trace_an': 64}
  • id: 24641308
    {'hecke_orbit_code': 4504836628283612, 'n': 10, 'trace_an': -10}
  • id: 24641309
    {'hecke_orbit_code': 4504836628283612, 'n': 11, 'trace_an': 0}
  • id: 24641310
    {'hecke_orbit_code': 4504836628283612, 'n': 12, 'trace_an': -70}
  • id: 24641311
    {'hecke_orbit_code': 4504836628283612, 'n': 13, 'trace_an': 20}
  • id: 24641312
    {'hecke_orbit_code': 4504836628283612, 'n': 14, 'trace_an': 83}
  • id: 24641313
    {'hecke_orbit_code': 4504836628283612, 'n': 15, 'trace_an': 0}
  • id: 24641314
    {'hecke_orbit_code': 4504836628283612, 'n': 16, 'trace_an': -4}
  • id: 24641315
    {'hecke_orbit_code': 4504836628283612, 'n': 17, 'trace_an': 24}
  • id: 24641316
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  • id: 24641317
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  • id: 24641318
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  • id: 24641319
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  • id: 24641320
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  • id: 24641321
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  • id: 24641322
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  • id: 24641323
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  • id: 24641324
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  • id: 24641325
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  • id: 24641326
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  • id: 24641327
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  • id: 24641328
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  • id: 24641329
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  • id: 24641330
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  • id: 24641331
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  • id: 24641332
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  • id: 24641333
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  • id: 24641334
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  • id: 24641335
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  • id: 24641336
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  • id: 24641337
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  • id: 24641338
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  • id: 24641339
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  • id: 24641340
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  • id: 24641341
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  • id: 24641342
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  • id: 24641343
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  • id: 24641344
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  • id: 24641345
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  • id: 24641346
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  • id: 24641347
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  • id: 24641348
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  • id: 24641349
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  • id: 24641350
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  • id: 24641351
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  • id: 24641352
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  • id: 24641353
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  • id: 24641354
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  • id: 24641355
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  • id: 24641356
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  • id: 24641357
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  • id: 24641358
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  • id: 24641359
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  • id: 24641360
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  • id: 24641361
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  • id: 24641362
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  • id: 24641363
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  • id: 24641364
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  • id: 24641365
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  • id: 24641366
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  • id: 24641367
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  • id: 24641368
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  • id: 24641369
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  • id: 24641370
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  • id: 24641371
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  • id: 24641372
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  • id: 24641373
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  • id: 24641374
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  • id: 24641375
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  • id: 24641376
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  • id: 24641377
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  • id: 24641378
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  • id: 24641379
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  • id: 24641380
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  • id: 24641381
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  • id: 24641382
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  • id: 24641383
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  • id: 24641384
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  • id: 24641385
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  • id: 24641386
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  • id: 24641387
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  • id: 24641388
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  • id: 24641389
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  • id: 24641390
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  • id: 24641391
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  • id: 24641392
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  • id: 24641393
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  • id: 24641394
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  • id: 24641395
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  • id: 24641396
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  • id: 24641397
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  • id: 24641398
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  • id: 24641399
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  • id: 24641400
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  • id: 24641401
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  • id: 24641402
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  • id: 24641403
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  • id: 24641404
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  • id: 24641405
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  • id: 24641406
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  • id: 24641407
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  • id: 24641408
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  • id: 24641409
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  • id: 24641410
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  • id: 24641411
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  • id: 24641412
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  • id: 24641413
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  • id: 24641414
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  • id: 24641415
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  • id: 24641416
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  • id: 24641417
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  • id: 24641418
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  • id: 24641419
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  • id: 24641420
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  • id: 24641421
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  • id: 24641422
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  • id: 24641423
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  • id: 24641424
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  • id: 24641425
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  • id: 24641426
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  • id: 24641427
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  • id: 24641428
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  • id: 24641429
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  • id: 24641430
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  • id: 24641431
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  • id: 24641432
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  • id: 24641433
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  • id: 24641434
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  • id: 24641435
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  • id: 24641436
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  • id: 24641437
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  • id: 24641438
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  • id: 24641439
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  • id: 24641440
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  • id: 24641441
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  • id: 24641442
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  • id: 24641443
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  • id: 24641444
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  • id: 24641445
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  • id: 24641446
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  • id: 24641447
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  • id: 24641448
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  • id: 24641449
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  • id: 24641450
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  • id: 24641451
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  • id: 24641452
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  • id: 24641453
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  • id: 24641454
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  • id: 24641455
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  • id: 24641456
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  • id: 24641457
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  • id: 24641458
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  • id: 24641459
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  • id: 24641460
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  • id: 24641461
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  • id: 24641462
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  • id: 24641463
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  • id: 24641464
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  • id: 24641465
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  • id: 24641466
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  • id: 24641467
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  • id: 24641468
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  • id: 24641469
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  • id: 24641470
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  • id: 24641471
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  • id: 24641472
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  • id: 24641480
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  • id: 24641512
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  • id: 24641513
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  • id: 24641516
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  • id: 24641519
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  • id: 24641521
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  • id: 24641522
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  • id: 24641523
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  • id: 24641525
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  • id: 24641526
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  • id: 24641527
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  • id: 24641528
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  • id: 24641531
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  • id: 24641532
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  • id: 24641533
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  • id: 24641534
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  • id: 24641535
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  • id: 24641538
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  • id: 24641539
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  • id: 24641540
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  • id: 24641541
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  • id: 24641542
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  • id: 24641543
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  • id: 24641544
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  • id: 24641545
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  • id: 24641546
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  • id: 24641547
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  • id: 24641549
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  • id: 24641550
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  • id: 24641552
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  • id: 24641553
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  • id: 24641554
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  • id: 24641555
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  • id: 24641556
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