Newform data - 245.6.a.a

Formats: - HTML - YAML - JSON - 2024-04-19T09:15:00.336322

• 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
  conrey_indexes	integer[]
  dim	integer
  embedded_related_objects	text[]
  field_disc	numeric
  field_disc_factorization	numeric[]
  field_poly	numeric[]
  field_poly_is_cyclotomic	boolean
  field_poly_is_real_cyclotomic	boolean
  field_poly_root_of_unity	integer
  fricke_eigenval	smallint
  has_non_self_twist	smallint
  hecke_cutters	jsonb
  hecke_orbit	integer
  hecke_orbit_code	bigint
  hecke_ring_generator_nbound	integer
  hecke_ring_index	numeric
  hecke_ring_index_factorization	numeric[]
  hecke_ring_index_proved	boolean
  inner_twist_count	integer
  inner_twists	integer[]
  is_cm	boolean
  is_polredabs	boolean
  is_rm	boolean
  is_self_dual	boolean
  is_self_twist	boolean
  is_twist_minimal	boolean
  label	text
  level	integer
  level_is_prime	boolean
  level_is_prime_power	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': 8820, 'analytic_conductor': 39.29403585418026, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[5, 1], [7, -1]], 'atkin_lehner_string': '+-', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [245, 1, [197, 101], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 1, 'field_disc': 1, 'field_disc_factorization': [], 'field_poly': [0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': -1, 'has_non_self_twist': 0, 'hecke_cutters': [[2, [8, 1]], [3, [1, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 100663541, 'hecke_ring_generator_nbound': 1, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '245.6.a.a', 'level': 245, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [5, 7], 'level_radical': 35, 'minimal_twist': '35.6.a.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-8q^{2}-q^{3}+2^{5}q^{4}-5^{2}q^{5}+8q^{6}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '245.6.a', 'trace_display': [-8, -1, -25, 0], 'trace_hash': 2245994316202444879, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.044', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.970', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.108', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.909', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.321', 'prec': 17}, {'__RealLiteral__': 0, 'data': 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132490900, 0, 23825500, -629211328, -660208415, -183099136, 0, -320545200, 22206617, -759358464, -8373888, 15685240, -206564375, 0, -642580778, -284981640, 154075080, 0], 'weight': 6, 'weight_parity': 1}
• mf_hecke_nf •

  Column	Type
  an	jsonb
  ap	jsonb
  char_orbit_index	smallint
  field_poly	numeric[]
  hecke_orbit_code	bigint
  hecke_ring_character_values	jsonb
  hecke_ring_cyclotomic_generator	integer
  hecke_ring_denominators	numeric[]
  hecke_ring_inverse_denominators	numeric[]
  hecke_ring_inverse_numerators	numeric[]
  hecke_ring_numerators	numeric[]
  hecke_ring_power_basis	boolean
  hecke_ring_rank	integer
  label	text
  level	integer
  maxp	integer
  weight	smallint

  
  {'an': [[1], [-8], [-1], [32], [-25], [8], [0], [0], [-242], [200], [-453], [-32], [969], [0], [25], [-1024], [-1637], [1936], [1550], [-800], [0], [3624], [-1654], [0], [625], [-7752], [485], [0], [-4985], [-200], [-1192], [8192], [453], [13096], [0], [-7744], [-11018], [-12400], [-969], [0], [1728], [0], [-10814], [-14496], [6050], [13232], [-26237], [1024], [0], [-5000], [1637], [31008], [25936], [-3880], [11325], [0], [-1550], [39880], [4580], [800], [12488], [9536], [0], [-32768], [-24225], [-3624], [-15848], [-52384], [1654], [0], [51792], [0], [-4846], [88144], [-625], [49600], [0], [7752], [62765], [25600], [58321], [-13824], [23644], [0], [40925], [86512], [4985], [0], [147300], [-48400], [0], [-52928], [1192], [209896], [-38750], [-8192], [8343], [0], [109626], [20000]], 'ap': [[-8], [-1], [-25], [0], [-453], [969], [-1637], [1550], [-1654], [-4985], [-1192], [-11018], [1728], [-10814], [-26237], [25936], [4580], [12488], [-15848], [51792], [-4846], [62765], [23644], [147300], [8343], [11878], [132439], [136842], [109485], [-200934], [330692], [-43982], [-99748], [-258930], [-498430], [-245803], [85478], [193026], [157783], [265659], [183660], [635048], [-226613], [46476], [204972], [953020], [-223523], [-1014801], [-999797], [851120], [1092696], [765905], [1210938], [-278262], [352998], [-1558094], [1219630], [-405792], [652442], [118827], [-1488011], [-1895801], [821853], [2095998], [-394571], [321422], [-2232588], [-3656558], [-1889618], [2693290], [1574679], [4055760], [4906283], [-3453364], [-4234660], [1864604], [-4815015], [-1213757], [5904417], [-4842890], [-270360], [3136477], [-1877033], [-3203566], [6272090], [724986], [-875985], [-832668], [-5921152], [682776], [5416673], [-1985990], [-1069738], [4592457], [1960655], [-3514831], [1452110], [4242398], [7560124], [1240647], [-1850568], [7775552], [-8377156], [-6155910], [7215132], [-13669927], [10068648], [-9806151], [8262575], [3594918], [13296913], [2503266], [1882542], [-8214870], [16115487], [-8505438], [13219079], [-1891152], [4905866], [13636695], [2223448], [4884836], [19878473], [4278696], [-9489252], [-5863853], [-2666705], [4466290], [7477568], [4397509], [28403555], [-19601184], [-2603443], [-29886928], [-12146982], [-4538450], [-19332951], [-16639237], [-18040917], [23389065], [22903698], [-18074463], [11798936], [2576502], [38433960], [12422190], [-7920666], [-14898342], [13874020], [12549996], [-28600198], [-40960752], [13050436], [-25359472], [19859482], [-19934448], [-11069535], [32568200], [-31568977], [36799728], [18845252], [-12511964], [-34234418], [26202748], [-8011138], [46012609], [-37582848], [-22206617], [-1763475], [-18114566], [-7944520], [10762018], [58372627], [53469166], [-54702210], [6561700], [30715007], [42017097], [21398284], [-41942560], [-13741588], [-59772172], [-11254074], [26596598], [-9107284], [18881990], [22033892], [54597679], [3615425], [65018648], [-50039006], [86245466], [-25233823], [-62707412], [-18924348], [-4915311], [-19457073], [-17050304], [5695723], [43325119], [-66190890], [51708758], [9674498], [34667690], [26414290], [42513103], [-44608590], [-20054884], [30830710], [-88064232], [-49964288], [-24665842], [53958976], [27214043], [4019310], [54471148], [-37360678], [-25175832], [-98996138], [50364506], [75944122], [111079870], [17227485], [20473006], [-9950637], [-42231130], [80136959], [41146735], [-91870937], [46929372], [-12774124], [105986650], [131339992], [-133995143], [-49941], [-138243737], [62406900], [78651416], [35622705], [-62952102], [-69468544], [-141705792], [104676059], [-162378770], [62388529], [183970450], [-175938232], [-124107882], [125554965], [39878186], [-111829318], [5191098], [4197792], [-91837360], [-117121266], [-68102465], [87990702], [-14353972], [192251833], [-117222727], [15425626], [104578682], [-19720000], [97862269], [-190312702], [-220765750], [82443825], [6636418], [27287176], [40368626], [-101925732], [93930872], [122277479], [-236983780], [11850198], [-186191341], [84273052], [10668530], [157172257], [155632198], [155355039], [-29561243], [45336528], [40820698], [5731043], [-9877873], [-13003074], [12602322], [189904400], [32732560], [-102938583], [118514913], [-37302004], [233834208], [-189509734], [187274820], [106186898], [-260784991], [44095740], [-114516257], [76940059], [-12666918], [-65516405], [229485576], [-220395063], [205921782], [-172864238], [-11986520], [23088200], [-149802924], [-78937056], [333203835], [4754382], [60090306], [-167897278], [-341664460], [62684710], [61086687], [-166852621], [-167584635], [227386618], [-335044628], [-195659442], [181093576], [186501326], [148783048], [-192538575], [-264970276], [262862892], [332119656], [-27788498], [-56813488], [413361710], [18820269], [399429812], [61019583], [-325433275], [403042674], [368065678], [-399633637], [-190891834], [127857732], [367934390], [-121092053], [-271603974], [-143128580], [-57525742], [127780372], [-306907342], [226718763], [330563948], [155921032], [408746577], [308754739], [-25260095], [274038654], [456457410], [118318158], [-7026958], [-130602734], [-51559488], [-85470252], [-362158788], [-3160785], [211805548], [383825506], [-170861277], [-134485154], [-13224203], [169261287], [-495403240], [590280276], [397325075], [-52703262], [233817602], [334130160], [-407165373], [-109306831], [51347530], [-131297507], [-200604642], [-2344694], [-270484448], [194398122], [-38791060], [-207623241], [61604087], [-205511767], [-326942604], [-212118627], [679340705], [58773239], [96785325], [414678548], [111259247], [1467736], [77522940], [619592260], [466631187], [-107215198], [63268300], [-393998904], [456222682], [-539123537], [477506700], [170002838], [53409702], [636389927], [143334724], [117092460], [-83832601], [-233632498], [-449384154], [818166532], [592582442], [256410088], [-411656465], [246589028], [-716805502], [-38899521], [-231216915], [783071398], [158463662], [-238489180], [-334066771], [779081643], [618161036], [1659330], [880498028], [154075080]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 100663541, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '245.6.a.a', 'level': 245, 'maxp': 2999, 'weight': 6}
• mf_newspaces •

  Column	Type
  AL_dims	jsonb
  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_prime	boolean
  level_is_prime_power	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

  
  {'AL_dims': [[[[5, -1], [7, -1]], 16, 4], [[[5, -1], [7, 1]], 18, 2], [[[5, 1], [7, -1]], 19, 5], [[[5, 1], [7, 1]], 16, 2]], 'ALdims': [16, 19, 18, 16], 'Nk2': 8820, 'analytic_conductor': 39.29403585418026, 'char_conductor': 1, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [245, 1, [197, 101], [1, 1]], 'conrey_index': 1, 'cusp_dim': 132, 'dim': 69, 'eis_dim': 16, 'eis_new_dim': 0, 'hecke_cutter_primes': [2, 3], 'hecke_orbit_code': 100663541, 'hecke_orbit_dims': [1, 1, 2, 3, 4, 5, 5, 6, 6, 8, 8, 10, 10], 'label': '245.6.a', 'level': 245, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [5, 7], 'level_radical': 35, 'mf_dim': 148, 'mf_new_dim': 69, 'num_forms': 13, 'plus_dim': 32, 'prim_orbit_index': 1, 'relative_dim': 69, 'sturm_bound': 168, 'trace_bound': 3, 'trace_display': [6, -40, -25, 0], 'traces': [69, 6, -40, 1168, -25, 72, 0, -348, 5765, -150, 1420, -3796, -690, 0, 1000, 19124, -1822, 7202, -1916, 700, 0, -1560, 1436, 15124, 43125, 8808, -1732, 0, 994, -7800, -1692, 500, 26628, 23364, 0, 94824, 30054, -700, -50040, -12600, -14246, 0, -31096, -15132, -125, 17468, -35116, -13332, 0, 3750, 10056, -11776, -8634, 21628, -24100, 0, -108112, -45776, -67192, 80900, -7230, 97320, 0, 238988, 26550, 108732, -66040, -37900, -129780, 0, 40200, 95728, 88014, -114536, -25000, 101676, 0, 146472, -118008, 48400, 280549, -360968, 105540, 0, -61550, 227696, 241348, -47344, 306526, -163450, 0, 65020, 155112, -309980, 82100, 256188, -72870, 0, 1230636, 730000, -110886, 885264, 90492, 588064, 0, -1113808, 5024, -565736, -372542, 9700, 391908, 0, 325154, -131416, 194100, -698968, -599494, -704916, 0, -210400, 726425, -401244, -499132, -54520, -15625, 0, 180832, -1069428, 851744, -103100, -564960, 157872, 0, -1049736, 349300, 1101636, 550410, 1186568, 389288, 0, -959760, -1965320, -523724, 1187092, -127950, 231536, 0, 1634944, -486382, 45000, 2475640, -440356, -2053682, 0, 345800, -1422912, 139178, -4346736, 81316, -798600, 0, -1905122, 980164, -180468, -237600, -112572, 1551212, 0, 1877603, 833300, -552004, -1951228, 55918, -1071796, 0, -2588028, -1963456, -954816, -2353636, 1775500, 1396238, 0, -1799252, 4107508, -539250, 4518864, 1546900, -2499336, 0, 2932500, -3138160, -385140, 915178, -1130844, -1213600, 0, -415746, 2295240, -324684, -217500, 38636, 2765932, 0, -1477184, 789350, 1747716, -864432, 644792, -890168, 0, -5314292, -1560800, -71848, 3345584, 468500, 8272880, 0, 1482064, -136384, -1064200, 1946340, -928208, -5581148, 0, 3603125, -7618572, -746968, -8364072, -970386, -3037600, 0, -3458004, 6222354, 2087956, -1815000, -5929060, 2531532, 0, -1552576, 479500, 2407826, -5142066, 1412604, 1976568, 0, 673352, -7619528, -1464200, 5523036, -93750, 4147192, 0, -453672, -140020, -974200, 1195156, 2434702, -13016360, 0, 1230700, -4160906, 2043508, -143156, -4053352, -2961850, 0, 3145932, 3517636, 1707078, -3773200, -3084768, 3394380, 0, -1693084, 887500, -4232336, 5650286, 8247868, 3849864, 0, -5120222, 10147840, -6675448, 15605840, 2787600, 16756428, 0, 21912760, 8130215, -33400, -9128184, 3347772, -13813354, 0, 1561900, -7221468, 3526660, -5680392, 164644, -2372500, 0, -2003936, 12019452, -253268, -2122350, -4217080, 5345520, 0, -423140, 7094600, 6821224, 7903784, 5745770, 1554084, 0, -16964528, -3454106, -7621432, -3209352, 1670000, 17457368, 0, 9004264, -10910520, -431250, -3522128, -10587444, -27758316, 0, 2104000, -4724268, 11694516, 654334, -1455404, -5520800, 0, 9003890, 11207642, 2356732, -11461600, -10633844, 6736076, 0, 12450184, -5082700, 3790736, 28868176, 9183528, -1046894, 0, -5089712, 5082320, 1467386, -10153288, 2317600, 21081668, 0, 13745208, 10097056, -4798000, 21497801, -8448148, -20788004, 0, 3686850, -47617800, -4480308, -13324828, 12683342, -13614100, 0, -42093712, 11314630, 3472196, 625000, -14123648, 14397952, 0, 5848460, 11709000, 6329996, 8257440, 4864048, 2647820, 0, -5861132, -8880876, -7950588, -17652346, -766500, 17407740, 0, 51114512, -13933400, -7055800, 51936476, -8266274, -21694984, 0, 11952500, 10989662, 27504, -32858560, 13655944, -7697625, 0, -20632792, 78854064, -8458674, -169100, -4572960, 13592696, 0, -54248140, 11291600, 11168248, 42069688, 19489256, 13003496, 0, -18015294, 6706056, 6433800, -40042212, -1138750, 36715712, 0, 54205868, 13197688, 4056200, 23709232, -13017576, -21943978, 0, 14471900, -31816776, 2716600, -79307840, -1463140, -14444400, 0, -16858168, -6612648, -12596424, -3673250, 3551468, -1387816, 0, 4864422, 4501250, -924372, 8658960, 28161692, 9067200, 0, -25627512, 1932586, -37728868, 15930768, 5957000, 10477626, 0, -29372540, -118252504, -3257900, 54016532, -8955096, -65745664, 0, -20150400, -8334912, 15337676, -29192792, -33691836, -1197500, 0, 8068910, 37383096, 9387772, -8213800, -1999696, 16213200, 0, 17101012, -2733550, 11619284, -77947544, -4193808, 2360164, 0, 694892, -110827820, 1668312, 11895996, 6127900, 18007640, 0, 20022900, 38155156, 437500, -14453180, -11829524, -33192484, 0, 2613850, 24332060, -4623068, 28727680, -5897354, -19261500, 0, -56383692, -62069776, -3213104, 7126100, -3828112, 12624956, 0, -38925808, 8047800, 9927966, -91684940, 17533108, 1261564, 0, -28711480, 36209808, -628560, 52996289, 5846300, 9264012, 0, 64908132, -48613136, -2248100, -72773888, 16315352, 12829028, 0, -732700, -39616070, 13036016, 34371900, -3958836, 4907250, 0, 57312808, 47975256, -2624310, -975000, -18306672, 36239056, 0, -44882540, 10237000, 637620, 22502070, 5122440, -9027880, 0, -100453416, 604508, -16546260, 37821736, 8124650, 21011112, 0, -66752280, 9137514, 11461400, -67458276, 33486192, -32782868, 0, 897500, 138044884, -48030398, 117678642, 10897992, -7993600, 0, 174513040, 4031976, -35299740, -34913650, 17160072, -6696220, 0, 123037568, -28593400, 37206284, 127523032, -30574630, -1266012, 0, 71784808, 45274976, 32201240, -49890144, 9452500, 18768134, 0, -88010676, 116083768, -23241725, 51362720, 17134420, 29781484, 0, -11256200, -49067592, -7880444, 40944750, -13414072, -3794300, 0, -88102982, 47367620, 34896784, 750600, -33774380, -37729816, 0, -77017632, 26953125, 6973628, 22725152, 2783776, -15132448, 0, 43068728, -90525728, 32410708, 6969476, -6547500, -34810152, 0, 206429112, -33142072, 5746200, 55438726, 6110712, 5734320, 0, -712500, 89096744, -11675624, -119533620, -4371956, 5505000, 0, -5302536, -193162, 33647892, 5355300, 20246868, 42737558, 0, -82816084, -12263200, -34248926, -47378824, -69882132, 3242996, 0, -18634984, -50301100, -21844056, -100704464, 9883400, -41196600, 0, -67501566, 170092116, -1082500, 166941476, -55323474, 41106832, 0, 79510800, -140836240, 52994720, -2965560, -11345348, 28283150, 0, 97281904, -78013700, 44214960, 18864900, 50339548, -51016176, 0, 115978880, -9993900, -42807136, 29959836, 9014228, 28672072, 0, -71283430, 19898160, 44943808, -32820316, -24499200, -39036868, 0, -202205760, -132511126, 5745800, -47624480, 17232060, 58396024, 0, -49290400, 3997140, -96042228, -31323448, 19597652, 45779200, 0, -93616594, 128679296, -31444592, 621250, -9574380, 25340920, 0, 19063073, 15459300, -1885864, -326555268, -20077770, -13986900, 0, 360398476, -78910616, -67361320, 78462756, -12885400, -65113672, 0, -81445444, 38281808, 4147650, -74233804, 59960228, 80506816, 0, -4875000, 61408296, 85725432, -125482472, -34150692, 17193600, 0, -89593858, -400650536, 43295300, 77462500, 67821714, -100213456, 0, 10297768, -57272150, -86904664, -25755000, 1441228, -57630722, 0, 54525896, 356201376, 130406, 343823272, -1057500, -122641388, 0, 234742748, -44962744, 65839800, -122177232, 47735080, 149138236, 0, 9956350, -153814720, -64681608, 145591424, 14801512, 44730900, 0, -49375072, -20456836, -120157488, 24129400, -47805416, -52358914, 0, -98944696, 312500, -19677370, 154256568, 1071784, 38491680, 0, -182301112, 17729156, 48583536, -150974002, -37304950, -36018896, 0, -263677616, 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• mf_twists_nf •

  Column	Type
  conductor	integer
  degree	integer
  multiplicity	smallint
  order	integer
  parity	smallint
  self_twist_disc	integer
  source_char_orbit	smallint
  source_dim	integer
  source_hecke_orbit	integer
  source_is_minimal	boolean
  source_label	text
  source_level	integer
  target_char_orbit	smallint
  target_dim	integer
  target_hecke_orbit	integer
  target_is_minimal	boolean
  target_label	text
  target_level	integer
  twist_class_label	text
  twist_class_level	integer
  twisting_char_label	text
  twisting_char_orbit	smallint
  weight	smallint

  
  
  • id: 197144
    {'conductor': 7, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '245.6.a.a', 'source_level': 245, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '35.6.a.a', 'target_level': 35, 'twist_class_label': '35.6.a.a', 'twist_class_level': 35, 'twisting_char_label': '7.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 197145
    {'conductor': 35, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '245.6.a.a', 'source_level': 245, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '175.6.a.a', 'target_level': 175, 'twist_class_label': '35.6.a.a', 'twist_class_level': 35, 'twisting_char_label': '35.c', 'twisting_char_orbit': 3, 'weight': 6}
  • id: 197146
    {'conductor': 35, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '245.6.a.a', 'source_level': 245, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '175.6.b.b', 'target_level': 175, 'twist_class_label': '35.6.a.a', 'twist_class_level': 35, 'twisting_char_label': '35.f', 'twisting_char_orbit': 6, 'weight': 6}
  • id: 197147
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '245.6.a.a', 'source_level': 245, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '245.6.a.a', 'target_level': 245, 'twist_class_label': '35.6.a.a', 'twist_class_level': 35, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 6}
  • id: 197148
    {'conductor': 21, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '245.6.a.a', 'source_level': 245, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '315.6.a.a', 'target_level': 315, 'twist_class_label': '35.6.a.a', 'twist_class_level': 35, 'twisting_char_label': '21.c', 'twisting_char_orbit': 3, 'weight': 6}
  • id: 197149
    {'conductor': 28, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '245.6.a.a', 'source_level': 245, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '560.6.a.c', 'target_level': 560, 'twist_class_label': '35.6.a.a', 'twist_class_level': 35, 'twisting_char_label': '28.d', 'twisting_char_orbit': 4, 'weight': 6}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 578250
    {'charpoly_factorization': [[[8, 1], 1]], 'hecke_orbit_code': 100663541, 'p': 2}
  • id: 578251
    {'charpoly_factorization': [[[1, 1], 1]], 'hecke_orbit_code': 100663541, 'p': 3}
  • id: 578252
    {'charpoly_factorization': [[[25, 1], 1]], 'hecke_orbit_code': 100663541, 'p': 5}
  • id: 578253
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 100663541, 'p': 7}
  • id: 578254
    {'charpoly_factorization': [[[453, 1], 1]], 'hecke_orbit_code': 100663541, 'p': 11}
  • id: 578255
    {'charpoly_factorization': [[[-969, 1], 1]], 'hecke_orbit_code': 100663541, 'p': 13}
  • id: 578256
    {'charpoly_factorization': [[[1637, 1], 1]], 'hecke_orbit_code': 100663541, 'p': 17}
  • id: 578257
    {'charpoly_factorization': [[[-1550, 1], 1]], 'hecke_orbit_code': 100663541, 'p': 19}
  • id: 578258
    {'charpoly_factorization': [[[1654, 1], 1]], 'hecke_orbit_code': 100663541, 'p': 23}
  • id: 578259
    {'charpoly_factorization': [[[4985, 1], 1]], 'hecke_orbit_code': 100663541, 'p': 29}
  • id: 578260
    {'charpoly_factorization': [[[1192, 1], 1]], 'hecke_orbit_code': 100663541, 'p': 31}
  • id: 578261
    {'charpoly_factorization': [[[11018, 1], 1]], 'hecke_orbit_code': 100663541, 'p': 37}
  • id: 578262
    {'charpoly_factorization': [[[-1728, 1], 1]], 'hecke_orbit_code': 100663541, 'p': 41}
  • id: 578263
    {'charpoly_factorization': [[[10814, 1], 1]], 'hecke_orbit_code': 100663541, 'p': 43}
  • id: 578264
    {'charpoly_factorization': [[[26237, 1], 1]], 'hecke_orbit_code': 100663541, 'p': 47}
  • id: 578265
    {'charpoly_factorization': [[[-25936, 1], 1]], 'hecke_orbit_code': 100663541, 'p': 53}
  • id: 578266
    {'charpoly_factorization': [[[-4580, 1], 1]], 'hecke_orbit_code': 100663541, 'p': 59}
  • id: 578267
    {'charpoly_factorization': [[[-12488, 1], 1]], 'hecke_orbit_code': 100663541, 'p': 61}
  • id: 578268
    {'charpoly_factorization': [[[15848, 1], 1]], 'hecke_orbit_code': 100663541, 'p': 67}
  • id: 578269
    {'charpoly_factorization': [[[-51792, 1], 1]], 'hecke_orbit_code': 100663541, 'p': 71}
  • id: 578270
    {'charpoly_factorization': [[[4846, 1], 1]], 'hecke_orbit_code': 100663541, 'p': 73}
  • id: 578271
    {'charpoly_factorization': [[[-62765, 1], 1]], 'hecke_orbit_code': 100663541, 'p': 79}
  • id: 578272
    {'charpoly_factorization': [[[-23644, 1], 1]], 'hecke_orbit_code': 100663541, 'p': 83}
  • id: 578273
    {'charpoly_factorization': [[[-147300, 1], 1]], 'hecke_orbit_code': 100663541, 'p': 89}
  • id: 578274
    {'charpoly_factorization': [[[-8343, 1], 1]], 'hecke_orbit_code': 100663541, 'p': 97}
• mf_newform_portraits •

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

  
  {'char_orbit_index': 1, 'hecke_orbit': 1, 'label': '245.6.a.a', 'level': 245, 'portrait': 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', 'weight': 6}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 12719000
    {'hecke_orbit_code': 100663541, 'n': 1, 'trace_an': 1}
  • id: 12719001
    {'hecke_orbit_code': 100663541, 'n': 2, 'trace_an': -8}
  • id: 12719002
    {'hecke_orbit_code': 100663541, 'n': 3, 'trace_an': -1}
  • id: 12719003
    {'hecke_orbit_code': 100663541, 'n': 4, 'trace_an': 32}
  • id: 12719004
    {'hecke_orbit_code': 100663541, 'n': 5, 'trace_an': -25}
  • id: 12719005
    {'hecke_orbit_code': 100663541, 'n': 6, 'trace_an': 8}
  • id: 12719006
    {'hecke_orbit_code': 100663541, 'n': 7, 'trace_an': 0}
  • id: 12719007
    {'hecke_orbit_code': 100663541, 'n': 8, 'trace_an': 0}
  • id: 12719008
    {'hecke_orbit_code': 100663541, 'n': 9, 'trace_an': -242}
  • id: 12719009
    {'hecke_orbit_code': 100663541, 'n': 10, 'trace_an': 200}
  • id: 12719010
    {'hecke_orbit_code': 100663541, 'n': 11, 'trace_an': -453}
  • id: 12719011
    {'hecke_orbit_code': 100663541, 'n': 12, 'trace_an': -32}
  • id: 12719012
    {'hecke_orbit_code': 100663541, 'n': 13, 'trace_an': 969}
  • id: 12719013
    {'hecke_orbit_code': 100663541, 'n': 14, 'trace_an': 0}
  • id: 12719014
    {'hecke_orbit_code': 100663541, 'n': 15, 'trace_an': 25}
  • id: 12719015
    {'hecke_orbit_code': 100663541, 'n': 16, 'trace_an': -1024}
  • id: 12719016
    {'hecke_orbit_code': 100663541, 'n': 17, 'trace_an': -1637}
  • id: 12719017
    {'hecke_orbit_code': 100663541, 'n': 18, 'trace_an': 1936}
  • id: 12719018
    {'hecke_orbit_code': 100663541, 'n': 19, 'trace_an': 1550}
  • id: 12719019
    {'hecke_orbit_code': 100663541, 'n': 20, 'trace_an': -800}
  • id: 12719020
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  • id: 12719021
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  • id: 12719022
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  • id: 12719023
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  • id: 12719024
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  • id: 12719025
    {'hecke_orbit_code': 100663541, 'n': 26, 'trace_an': -7752}
  • id: 12719026
    {'hecke_orbit_code': 100663541, 'n': 27, 'trace_an': 485}
  • id: 12719027
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  • id: 12719028
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  • id: 12719029
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  • id: 12719030
    {'hecke_orbit_code': 100663541, 'n': 31, 'trace_an': -1192}
  • id: 12719031
    {'hecke_orbit_code': 100663541, 'n': 32, 'trace_an': 8192}
  • id: 12719032
    {'hecke_orbit_code': 100663541, 'n': 33, 'trace_an': 453}
  • id: 12719033
    {'hecke_orbit_code': 100663541, 'n': 34, 'trace_an': 13096}
  • id: 12719034
    {'hecke_orbit_code': 100663541, 'n': 35, 'trace_an': 0}
  • id: 12719035
    {'hecke_orbit_code': 100663541, 'n': 36, 'trace_an': -7744}
  • id: 12719036
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  • id: 12719037
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  • id: 12719038
    {'hecke_orbit_code': 100663541, 'n': 39, 'trace_an': -969}
  • id: 12719039
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  • id: 12719040
    {'hecke_orbit_code': 100663541, 'n': 41, 'trace_an': 1728}
  • id: 12719041
    {'hecke_orbit_code': 100663541, 'n': 42, 'trace_an': 0}
  • id: 12719042
    {'hecke_orbit_code': 100663541, 'n': 43, 'trace_an': -10814}
  • id: 12719043
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  • id: 12719044
    {'hecke_orbit_code': 100663541, 'n': 45, 'trace_an': 6050}
  • id: 12719045
    {'hecke_orbit_code': 100663541, 'n': 46, 'trace_an': 13232}
  • id: 12719046
    {'hecke_orbit_code': 100663541, 'n': 47, 'trace_an': -26237}
  • id: 12719047
    {'hecke_orbit_code': 100663541, 'n': 48, 'trace_an': 1024}
  • id: 12719048
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  • id: 12719049
    {'hecke_orbit_code': 100663541, 'n': 50, 'trace_an': -5000}
  • id: 12719050
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  • id: 12719051
    {'hecke_orbit_code': 100663541, 'n': 52, 'trace_an': 31008}
  • id: 12719052
    {'hecke_orbit_code': 100663541, 'n': 53, 'trace_an': 25936}
  • id: 12719053
    {'hecke_orbit_code': 100663541, 'n': 54, 'trace_an': -3880}
  • id: 12719054
    {'hecke_orbit_code': 100663541, 'n': 55, 'trace_an': 11325}
  • id: 12719055
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  • id: 12719056
    {'hecke_orbit_code': 100663541, 'n': 57, 'trace_an': -1550}
  • id: 12719057
    {'hecke_orbit_code': 100663541, 'n': 58, 'trace_an': 39880}
  • id: 12719058
    {'hecke_orbit_code': 100663541, 'n': 59, 'trace_an': 4580}
  • id: 12719059
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  • id: 12719060
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  • id: 12719061
    {'hecke_orbit_code': 100663541, 'n': 62, 'trace_an': 9536}
  • id: 12719062
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  • id: 12719063
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  • id: 12719064
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  • id: 12719065
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  • id: 12719066
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  • id: 12719067
    {'hecke_orbit_code': 100663541, 'n': 68, 'trace_an': -52384}
  • id: 12719068
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  • id: 12719069
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  • id: 12719070
    {'hecke_orbit_code': 100663541, 'n': 71, 'trace_an': 51792}
  • id: 12719071
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  • id: 12719072
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  • id: 12719073
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  • id: 12719074
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  • id: 12719075
    {'hecke_orbit_code': 100663541, 'n': 76, 'trace_an': 49600}
  • id: 12719076
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  • id: 12719077
    {'hecke_orbit_code': 100663541, 'n': 78, 'trace_an': 7752}
  • id: 12719078
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  • id: 12719079
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  • id: 12719080
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  • id: 12719081
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  • id: 12719082
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  • id: 12719083
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  • id: 12719084
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  • id: 12719085
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  • id: 12719086
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  • id: 12719087
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  • id: 12719088
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  • id: 12719089
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  • id: 12719090
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  • id: 12719091
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  • id: 12719092
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  • id: 12719093
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  • id: 12719094
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  • id: 12719095
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  • id: 12719096
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  • id: 12719097
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  • id: 12719098
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  • id: 12719099
    {'hecke_orbit_code': 100663541, 'n': 100, 'trace_an': 20000}
  • id: 12719100
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  • id: 12719101
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  • id: 12719102
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  • id: 12719103
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  • id: 12719104
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  • id: 12719105
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  • id: 12719106
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  • id: 12719107
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  • id: 12719108
    {'hecke_orbit_code': 100663541, 'n': 109, 'trace_an': 109485}
  • id: 12719109
    {'hecke_orbit_code': 100663541, 'n': 110, 'trace_an': -90600}
  • id: 12719110
    {'hecke_orbit_code': 100663541, 'n': 111, 'trace_an': 11018}
  • id: 12719111
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  • id: 12719112
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  • id: 12719113
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  • id: 12719114
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  • id: 12719115
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  • id: 12719116
    {'hecke_orbit_code': 100663541, 'n': 117, 'trace_an': -234498}
  • id: 12719117
    {'hecke_orbit_code': 100663541, 'n': 118, 'trace_an': -36640}
  • id: 12719118
    {'hecke_orbit_code': 100663541, 'n': 119, 'trace_an': 0}
  • id: 12719119
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  • id: 12719120
    {'hecke_orbit_code': 100663541, 'n': 121, 'trace_an': 44158}
  • id: 12719121
    {'hecke_orbit_code': 100663541, 'n': 122, 'trace_an': -99904}
  • id: 12719122
    {'hecke_orbit_code': 100663541, 'n': 123, 'trace_an': -1728}
  • id: 12719123
    {'hecke_orbit_code': 100663541, 'n': 124, 'trace_an': -38144}
  • id: 12719124
    {'hecke_orbit_code': 100663541, 'n': 125, 'trace_an': -15625}
  • id: 12719125
    {'hecke_orbit_code': 100663541, 'n': 126, 'trace_an': 0}
  • id: 12719126
    {'hecke_orbit_code': 100663541, 'n': 127, 'trace_an': 330692}
  • id: 12719127
    {'hecke_orbit_code': 100663541, 'n': 128, 'trace_an': 0}
  • id: 12719128
    {'hecke_orbit_code': 100663541, 'n': 129, 'trace_an': 10814}
  • id: 12719129
    {'hecke_orbit_code': 100663541, 'n': 130, 'trace_an': 193800}
  • id: 12719130
    {'hecke_orbit_code': 100663541, 'n': 131, 'trace_an': -43982}
  • id: 12719131
    {'hecke_orbit_code': 100663541, 'n': 132, 'trace_an': 14496}
  • id: 12719132
    {'hecke_orbit_code': 100663541, 'n': 133, 'trace_an': 0}
  • id: 12719133
    {'hecke_orbit_code': 100663541, 'n': 134, 'trace_an': 126784}
  • id: 12719134
    {'hecke_orbit_code': 100663541, 'n': 135, 'trace_an': -12125}
  • id: 12719135
    {'hecke_orbit_code': 100663541, 'n': 136, 'trace_an': 0}
  • id: 12719136
    {'hecke_orbit_code': 100663541, 'n': 137, 'trace_an': -99748}
  • id: 12719137
    {'hecke_orbit_code': 100663541, 'n': 138, 'trace_an': -13232}
  • id: 12719138
    {'hecke_orbit_code': 100663541, 'n': 139, 'trace_an': -258930}
  • id: 12719139
    {'hecke_orbit_code': 100663541, 'n': 140, 'trace_an': 0}
  • id: 12719140
    {'hecke_orbit_code': 100663541, 'n': 141, 'trace_an': 26237}
  • id: 12719141
    {'hecke_orbit_code': 100663541, 'n': 142, 'trace_an': -414336}
  • id: 12719142
    {'hecke_orbit_code': 100663541, 'n': 143, 'trace_an': -438957}
  • id: 12719143
    {'hecke_orbit_code': 100663541, 'n': 144, 'trace_an': 247808}
  • id: 12719144
    {'hecke_orbit_code': 100663541, 'n': 145, 'trace_an': 124625}
  • id: 12719145
    {'hecke_orbit_code': 100663541, 'n': 146, 'trace_an': 38768}
  • id: 12719146
    {'hecke_orbit_code': 100663541, 'n': 147, 'trace_an': 0}
  • id: 12719147
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  • id: 12719148
    {'hecke_orbit_code': 100663541, 'n': 149, 'trace_an': -498430}
  • id: 12719149
    {'hecke_orbit_code': 100663541, 'n': 150, 'trace_an': 5000}
  • id: 12719150
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  • id: 12719151
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  • id: 12719152
    {'hecke_orbit_code': 100663541, 'n': 153, 'trace_an': 396154}
  • id: 12719153
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  • id: 12719154
    {'hecke_orbit_code': 100663541, 'n': 155, 'trace_an': 29800}
  • id: 12719155
    {'hecke_orbit_code': 100663541, 'n': 156, 'trace_an': -31008}
  • id: 12719156
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  • id: 12719157
    {'hecke_orbit_code': 100663541, 'n': 158, 'trace_an': -502120}
  • id: 12719158
    {'hecke_orbit_code': 100663541, 'n': 159, 'trace_an': -25936}
  • id: 12719159
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  • id: 12719160
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  • id: 12719161
    {'hecke_orbit_code': 100663541, 'n': 162, 'trace_an': -466568}
  • id: 12719162
    {'hecke_orbit_code': 100663541, 'n': 163, 'trace_an': 193026}
  • id: 12719163
    {'hecke_orbit_code': 100663541, 'n': 164, 'trace_an': 55296}
  • id: 12719164
    {'hecke_orbit_code': 100663541, 'n': 165, 'trace_an': -11325}
  • id: 12719165
    {'hecke_orbit_code': 100663541, 'n': 166, 'trace_an': -189152}
  • id: 12719166
    {'hecke_orbit_code': 100663541, 'n': 167, 'trace_an': 157783}
  • id: 12719167
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  • id: 12719168
    {'hecke_orbit_code': 100663541, 'n': 169, 'trace_an': 567668}
  • id: 12719169
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  • id: 12719170
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  • id: 12719171
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  • id: 12719172
    {'hecke_orbit_code': 100663541, 'n': 173, 'trace_an': 265659}
  • id: 12719173
    {'hecke_orbit_code': 100663541, 'n': 174, 'trace_an': -39880}
  • id: 12719174
    {'hecke_orbit_code': 100663541, 'n': 175, 'trace_an': 0}
  • id: 12719175
    {'hecke_orbit_code': 100663541, 'n': 176, 'trace_an': 463872}
  • id: 12719176
    {'hecke_orbit_code': 100663541, 'n': 177, 'trace_an': -4580}
  • id: 12719177
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  • id: 12719178
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  • id: 12719179
    {'hecke_orbit_code': 100663541, 'n': 180, 'trace_an': 193600}
  • id: 12719180
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  • id: 12719181
    {'hecke_orbit_code': 100663541, 'n': 182, 'trace_an': 0}
  • id: 12719182
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  • id: 12719183
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  • id: 12719184
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  • id: 12719185
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  • id: 12719186
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  • id: 12719187
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  • id: 12719188
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  • id: 12719189
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  • id: 12719190
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  • id: 12719191
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  • id: 12719192
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  • id: 12719193
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  • id: 12719194
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  • id: 12719195
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  • id: 12719196
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  • id: 12719197
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  • id: 12719198
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  • id: 12719199
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  • id: 12719200
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  • id: 12719201
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  • id: 12719202
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  • id: 12719203
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  • id: 12719204
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  • id: 12719205
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  • id: 12719206
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  • id: 12719207
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  • id: 12719208
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  • id: 12719209
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  • id: 12719210
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  • id: 12719211
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  • id: 12719212
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  • id: 12719213
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  • id: 12719214
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  • id: 12719215
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  • id: 12719216
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  • id: 12719217
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  • id: 12719218
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  • id: 12719219
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  • id: 12719220
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  • id: 12719221
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  • id: 12719222
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  • id: 12719223
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  • id: 12719224
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  • id: 12719225
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  • id: 12719226
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  • id: 12719227
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  • id: 12719228
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  • id: 12719229
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  • id: 12719230
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  • id: 12719231
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  • id: 12719232
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  • id: 12719233
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  • id: 12719234
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  • id: 12719235
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  • id: 12719236
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  • id: 12719237
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  • id: 12719238
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  • id: 12719239
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  • id: 12719240
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  • id: 12719241
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  • id: 12719242
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  • id: 12719243
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  • id: 12719244
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  • id: 12719245
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  • id: 12719246
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  • id: 12719247
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  • id: 12719248
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  • id: 12719249
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  • id: 12719250
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  • id: 12719251
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  • id: 12719252
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  • id: 12719253
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  • id: 12719254
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  • id: 12719255
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  • id: 12719256
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  • id: 12719257
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  • id: 12719258
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  • id: 12719259
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  • id: 12719260
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  • id: 12719261
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  • id: 12719262
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  • id: 12719263
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  • id: 12719264
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  • id: 12719265
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  • id: 12719266
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  • id: 12719267
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  • id: 12719268
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  • id: 12719269
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  • id: 12719270
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  • id: 12719271
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  • id: 12719272
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  • id: 12719273
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  • id: 12719274
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  • id: 12719275
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  • id: 12719276
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  • id: 12719277
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  • id: 12719278
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  • id: 12719279
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  • id: 12719280
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  • id: 12719281
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  • id: 12719282
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  • id: 12719283
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  • id: 12719284
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  • id: 12719285
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  • id: 12719286
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  • id: 12719287
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  • id: 12719288
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  • id: 12719289
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  • id: 12719290
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  • id: 12719291
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  • id: 12719292
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  • id: 12719293
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  • id: 12719294
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  • id: 12719295
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  • id: 12719296
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  • id: 12719297
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  • id: 12719298
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  • id: 12719299
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  • id: 12719300
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  • id: 12719301
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  • id: 12719302
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  • id: 12719303
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  • id: 12719304
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  • id: 12719305
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  • id: 12719306
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  • id: 12719307
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  • id: 12719308
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  • id: 12719309
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  • id: 12719310
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  • id: 12719311
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  • id: 12719312
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  • id: 12719313
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  • id: 12719314
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  • id: 12719315
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  • id: 12719316
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  • id: 12719317
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  • id: 12719318
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  • id: 12719319
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  • id: 12719320
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  • id: 12719321
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  • id: 12719322
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  • id: 12719323
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  • id: 12719324
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  • id: 12719325
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  • id: 12719326
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  • id: 12719327
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  • id: 12719328
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  • id: 12719329
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  • id: 12719330
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  • id: 12719331
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  • id: 12719332
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  • id: 12719333
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  • id: 12719334
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  • id: 12719335
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  • id: 12719336
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  • id: 12719337
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  • id: 12719338
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  • id: 12719339
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  • id: 12719340
    {'hecke_orbit_code': 100663541, 'n': 341, 'trace_an': 539976}
  • id: 12719341
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  • id: 12719342
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  • id: 12719343
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  • id: 12719344
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  • id: 12719345
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  • id: 12719346
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  • id: 12719347
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  • id: 12719348
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  • id: 12719349
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  • id: 12719350
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  • id: 12719351
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  • id: 12719352
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  • id: 12719353
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  • id: 12719354
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  • id: 12719355
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  • id: 12719356
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  • id: 12719357
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  • id: 12719358
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  • id: 12719359
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  • id: 12719360
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  • id: 12719361
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  • id: 12719362
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  • id: 12719363
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  • id: 12719364
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  • id: 12719365
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  • id: 12719366
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  • id: 12719367
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  • id: 12719368
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  • id: 12719369
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  • id: 12719370
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  • id: 12719371
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  • id: 12719372
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  • id: 12719373
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  • id: 12719374
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  • id: 12719375
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  • id: 12719376
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  • id: 12719377
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  • id: 12719378
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  • id: 12719379
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  • id: 12719380
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  • id: 12719381
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  • id: 12719382
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  • id: 12719383
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  • id: 12719384
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  • id: 12719385
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  • id: 12719386
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  • id: 12719387
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  • id: 12719388
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  • id: 12719389
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  • id: 12719390
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  • id: 12719391
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  • id: 12719392
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  • id: 12719393
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  • id: 12719394
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  • id: 12719395
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  • id: 12719396
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  • id: 12719397
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  • id: 12719398
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  • id: 12719399
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  • id: 12719400
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  • id: 12719401
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  • id: 12719402
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  • id: 12719403
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  • id: 12719404
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  • id: 12719405
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  • id: 12719406
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  • id: 12719407
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  • id: 12719408
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  • id: 12719409
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  • id: 12719410
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  • id: 12719411
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  • id: 12719412
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  • id: 12719413
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  • id: 12719414
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  • id: 12719415
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  • id: 12719416
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  • id: 12719417
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  • id: 12719418
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  • id: 12719419
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  • id: 12719420
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  • id: 12719421
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  • id: 12719422
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  • id: 12719423
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  • id: 12719424
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  • id: 12719425
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  • id: 12719426
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  • id: 12719427
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  • id: 12719428
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  • id: 12719429
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  • id: 12719430
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  • id: 12719431
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  • id: 12719432
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  • id: 12719433
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  • id: 12719434
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  • id: 12719435
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  • id: 12719436
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  • id: 12719437
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  • id: 12719438
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  • id: 12719439
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  • id: 12719440
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  • id: 12719441
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  • id: 12719442
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  • id: 12719450
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  • id: 12719459
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  • id: 12719487
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  • id: 12719495
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  • id: 12719512
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  • id: 12719513
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  • id: 12719514
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  • id: 12719515
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  • id: 12719516
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  • id: 12719517
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  • id: 12719518
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  • id: 12719519
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  • id: 12719520
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  • id: 12719521
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  • id: 12719522
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  • id: 12719523
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  • id: 12719524
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  • id: 12719525
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  • id: 12719526
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  • id: 12719527
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  • id: 12719528
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  • id: 12719529
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  • id: 12719530
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  • id: 12719531
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  • id: 12719532
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  • id: 12719533
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  • id: 12719534
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  • id: 12719535
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  • id: 12719536
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  • id: 12719537
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  • id: 12719538
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  • id: 12719539
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  • id: 12719540
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  • id: 12719541
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  • id: 12719542
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  • id: 12719543
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  • id: 12719544
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  • id: 12719545
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  • id: 12719546
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  • id: 12719547
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  • id: 12719548
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  • id: 12719549
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  • id: 12719550
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  • id: 12719551
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  • id: 12719552
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  • id: 12719553
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  • id: 12719554
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  • id: 12719555
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  • id: 12719556
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  • id: 12719557
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  • id: 12719558
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  • id: 12719559
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  • id: 12719560
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  • id: 12719561
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  • id: 12719562
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  • id: 12719563
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  • id: 12719564
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  • id: 12719565
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  • id: 12719566
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  • id: 12719567
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  • id: 12719568
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  • id: 12719569
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  • id: 12719570
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  • id: 12719571
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  • id: 12719572
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  • id: 12719573
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  • id: 12719575
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  • id: 12719576
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  • id: 12719577
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  • id: 12719578
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  • id: 12719579
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  • id: 12719580
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  • id: 12719581
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  • id: 12719582
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  • id: 12719583
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  • id: 12719584
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  • id: 12719586
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  • id: 12719587
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  • id: 12719588
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  • id: 12719589
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  • id: 12719590
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  • id: 12719591
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  • id: 12719592
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  • id: 12719593
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  • id: 12719596
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  • id: 12719597
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  • id: 12719598
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  • id: 12719601
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  • id: 12719603
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  • id: 12719605
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  • id: 12719607
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  • id: 12719608
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  • id: 12719613
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  • id: 12719616
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  • id: 12719632
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  • id: 12719639
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  • id: 12719641
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  • id: 12719645
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  • id: 12719656
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  • id: 12719751
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  • id: 12719795
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  • id: 12719799
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  • id: 12719800
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  • id: 12719801
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  • id: 12719813
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  • id: 12719821
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  • id: 12719823
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  • id: 12719871
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  • id: 12719899
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  • id: 12719900
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  • id: 12719901
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  • id: 12719902
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  • id: 12719910
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  • id: 12719911
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  • id: 12719912
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  • id: 12719913
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  • id: 12719914
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  • id: 12719915
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  • id: 12719916
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  • id: 12719917
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  • id: 12719918
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  • id: 12719919
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  • id: 12719920
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  • id: 12719921
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  • id: 12719922
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  • id: 12719923
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  • id: 12719924
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  • id: 12719925
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  • id: 12719926
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  • id: 12719927
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  • id: 12719928
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  • id: 12719929
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  • id: 12719930
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  • id: 12719931
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  • id: 12719932
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  • id: 12719936
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  • id: 12719939
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  • id: 12719940
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  • id: 12719941
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  • id: 12719942
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  • id: 12719943
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  • id: 12719944
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  • id: 12719945
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  • id: 12719946
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  • id: 12719947
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  • id: 12719948
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  • id: 12719949
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  • id: 12719950
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  • id: 12719951
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  • id: 12719952
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  • id: 12719953
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  • id: 12719955
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  • id: 12719956
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  • id: 12719957
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  • id: 12719960
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  • id: 12719962
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  • id: 12719963
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  • id: 12719964
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  • id: 12719965
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  • id: 12719966
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  • id: 12719967
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  • id: 12719968
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  • id: 12719969
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  • id: 12719970
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  • id: 12719971
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  • id: 12719972
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  • id: 12719976
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  • id: 12719977
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  • id: 12719980
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  • id: 12719981
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  • id: 12719982
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  • id: 12719983
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  • id: 12719984
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  • id: 12719985
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  • id: 12719986
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  • id: 12719987
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  • id: 12719988
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  • id: 12719989
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  • id: 12719990
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  • id: 12719991
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  • id: 12719992
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  • id: 12719993
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  • id: 12719994
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  • id: 12719995
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  • id: 12719996
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  • id: 12719997
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  • id: 12719998
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  • id: 12719999
    {'hecke_orbit_code': 100663541, 'n': 1000, 'trace_an': 0}