Embedded newform data - 380.2.be.b.51.19

Formats: - HTML - YAML - JSON - 2024-06-09T01:54:48.953922

• 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': 1520, 'analytic_conductor': 3.0343152768086545, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 76, 'char_degree': 6, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 31, 'char_orbit_label': 'be', 'char_order': 18, 'char_parity': 1, 'char_values': [380, 18, [191, 77, 21], [9, 18, 5]], 'cm_discs': [], 'conrey_index': 51, 'dim': 120, 'has_non_self_twist': 1, 'hecke_cutters': [[3, [21447124258816, 0, -2663623776003072, 0, 3097195194919398912, 0, 25626176313524363264, 0, 161010437157994778640, 0, 2075394353338448443140, 0, 8412908125349159243221, 0, -7873694263481072465421, 0, 295334752895922904244625, 0, 2858678268021093780155686, 0, 6468425613076089388599297, 0, 7269291519570956524130628, 0, 41793476714352906032477979, 0, 33579524147598478814553975, 0, -74407408027594164090913671, 0, 258524471757619613395220637, 0, 588513305311348929807295791, 0, -377327613360027814549287663, 0, -113062710646637490260887444, 0, 1030266616665888583314624891, 0, -512567992964884163114331159, 0, -392924589332738983669527324, 0, 1260118731849465553710076338, 0, -629466994374155718414710733, 0, -238042687210431445415784342, 0, 516052531343970026624527623, 0, -117983623372985463051599097, 0, -99176904613589222761328306, 0, 94509627321990624134248071, 0, -22197387723622835582685540, 0, 2372459579954710175443128, 0, 2454602603099534515968942, 0, -618058132456837464965691, 0, 102470732607507449922138, 0, 47255108856450483699171, 0, -12438693956892443946987, 0, 3041617022227491000354, 0, 345888010287748050690, 0, -104475162664709730546, 0, 31709303133424371539, 0, 2188222671418939428, 0, -599613156593823900, 0, 223653651041659459, 0, 9380829815919117, 0, -2253426762283752, 0, 877644783057902, 0, 33070344180561, 0, -6143411477742, 0, 2429856723021, 0, 85844579676, 0, -12310737048, 0, 3762907413, 0, 130308615, 0, -13998669, 0, 4248290, 0, 100191, 0, -9435, 0, 2456, 0, 48, 0, -3, 0, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4505661245227388, 'inner_twist_count': 4, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 4, 2, -1, 2, 0], [1, 1, 19, 6, -1, 18, 0], [1, 1, 76, 11, 1, 18, 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': '380.2.be.b', 'level': 380, '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, 19], 'level_radical': 190, 'minimal_twist': '380.2.be.b', 'prim_orbit_index': 11, 'related_objects': [], 'relative_dim': 20, 'rm_discs': [], 'sato_tate_group': '1.2.3.c18', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '380.2.be', 'trace_display': [3, 0, 0, 0], 'traces': [120, 3, 0, -3, 0, 3, 0, -36, 6, 3, 0, 0, -12, -18, 0, 9, 48, 0, 0, 0, -12, 0, 0, -18, 0, -24, 0, 69, 0, -12, 0, -27, 6, -18, 0, -72, 0, -48, 0, 0, -36, -27, 0, -99, 60, 27, 0, -63, 60, 0, 0, 33, -24, 21, 0, 0, -48, 0, 0, 6, -24, 54, 0, 84, -18, -132, 0, 66, -72, 36, 0, -42, 0, 66, 0, 180, 60, 114, 0, 27, -66, 33, 0, -144, -48, 75, 0, 9, 0, -3, 0, -42, -144, 0, 0, 78, 42, -87, 0, -3, -12, -81, 0, 69, -12, -21, 0, 6, -24, 0, 0, -105, 0, -243, 0, -111, 48, -27, 0, 18, -36, 36, 0, -75, 60, 81, 0, -39, -6, -15, 0, 0, 180, -30, 0, 24, -78, 60, 0, 15, 0, -150, 0, 78, 0, -159, 0, 78, 24, 3, 0, 192, -60, 111, 0, -108, 42, 159, 0, -45, 30, 297, 0, -63, -12, 30, 0, 39, 108, 0, 0, 108, -120, -30, 0, 60, 36, -138, 0, 72, 24, -87, 0, 192, 18, 9, 0, -123, 0, -45, 0, -147, -84, 63, 0, -144, 12, 297, 0, 0, -90, 171, 0, 9, 54, 87, 0, 0, -450, 0, 0, 264, -72, 18, 0, 189, -252, -117, 0, 24, -108, -120, 0, 195, 6, 159, 0, 189, 96, 54, 0, -30, 90, 465, 0, -54, -84, 81, 0, -171, -90, 156, 0, -78, -78, 0, 0, -84, 180, -3, 0, 78, -108, -138, 0, 225, -120, -216, 0, 6, 0, 39, 0, -216, 0, -282, 0, -279, 60, -147, 0, -96, 24, 144, 0, -183, 66, 72, 0, -45, -114, 90, 0, 0, -18, -186, 0, 333, 168, -42, 0, 177, 108, -252, 0, 36, 270, -198, 0, -3, -12, 309, 0, 315, -48, 366, 0, -36, -12, 0, 0, -378, 216, -153, 0, -90, -78, 21, 0, 18, 432, 0, 0, 72, 12, -108, 0, -60, 114, -18, 0, 342, 90, -15, 0, 333, 162, -294, 0, -30, 0, -432, 0, -357, 0, 240, 0, -492, 168, 0, 0, -369, -144, 108, 0, -225, -84, 6, 0, 0, -180, -384, 0, -102, 54, -78, 0, 132, 0, -66, 0, 66, 0, -384, 0, -9, 144, 153, 0, 6, -48, 219, 0, -228, -18, 249, 0, -216, -24, 114, 0, -468, 438, 36, 0, -165, -312, 0, 0, 24, 78, -465, 0, 141, -78, -327, 0, 246, -108, -48, 0, 282, 120, -414, 0, -153, 0, -135, 0, -129, 192, -135, 0, -387, 6, 225, 0, 183, 180, 162, 0, -240, 12, 168, 0, 0, 480, 288, 0, 156, -198, -93, 0, 336, 90, -375, 0, 69, 108, -39, 0, 45, -180, -96, 0, 219, -72, 528, 0, 33, 96, -15, 0, -306, 144, 105, 0, -405, -12, 135, 0, -213, 330, 0, 0, 60, -366, -168, 0, 117, 228, -168, 0, 357, 42, 51, 0, 396, -240, 30, 0, -192, 0, 108, 0, -180, -180, -180, 0, -6, -48, 279, 0, 120, -12, 288, 0, -15, 144, 48, 0, 0, -774, 42, 0, 18, -90, -390, 0, 30, -72, -708, 0, 3, 0, -435, 0, 528, -66, 72, 0, 240, 288, 522, 0, 3, -210, 303, 0, 0, -156, 216, 0, 81, -24, 231, 0, 18, -408, 0, 0, 420, -96, -246, 0, -24, -282, -153, 0, 105, -30, 105, 0, 612, -114, -138, 0, 48, 0, 36, 0, -312, 192, 543, 0, -306, -48, 513, 0, -111, 264, 729, 0, -210, -96, 231, 0, 0, 396, 12, 0, 186, 246, -252, 0, 186, 1008, -432, 0, 39, 180, -201, 0, 180, -48, 93, 0, 15, -312, -18, 0, 273, -18, 591, 0, -405, 186, -246, 0, -252, 84, 237, 0, -72, 0, 0, 0, -48, 156, -348, 0, 342, 234, -318, 0, 588, 234, -3, 0, -48, 216, 246, 0, -78, 0, -333, 0, -879, -72, -30, 0, 321, -24, 567, 0, 174, -30, 333, 0, -135, -120, 345, 0, 0, -18, -240, 0, 528, 96, -42, 0, 180, -810, -291, 0, -132, -792, -552, 0, -48, 222, 204, 0, 324, 0, 627, 0, -246, -24, 3, 0, -216, -936, -24, 0, -297, -102, 387, 0, -75, -432, 0, 0, -372, -12, 87, 0, 471, -420, 36, 0, 690, 240, 48, 0, 483, -372, -156, 0, -12, 0, -81, 0, -309, 0, 309, 0, -282, -246, 72, 0, -477, 48, 342, 0, -165, 36, -117, 0, 0, 1176, -660, 0, 189, 12, -429, 0, 192, 108, -3, 0, -66, 0, -843, 0, 297, -606, 297, 0, 66, -240, 309, 0, -216, -12, 111, 0, -828, 588, 111, 0, -630, -120, -33, 0, -342, 504, 0, 0, -6, -540, -561, 0, 102, 48, -240, 0, 288, -348, -72, 0, 186, 12, -705, 0, -141, 0, 117, 0, -9, -378, -78, 0, -852, 18, 261, 0, -99, -426, 207, 0, -438, 84, -21, 0, 0, -480, 300, 0, 246, -144, -375, 0, 111, -90, -708, 0, 27, -72, 102, 0, -558, 48, -222, 0, -150, 624, 408, 0, 402, -60, -414, 0, -567, -108, 81, 0, -261, 12, 18, 0, -264, -36, 0, 0, 276, 504, -378, 0, 48, -408, -96, 0, 846, -120, -84, 0, 684, 96, -21, 0, -30, 0, -357, 0, -489, 186, -12, 0, 183, -156, 630, 0, 642, 90, 468, 0, 36, -588, 15, 0, 0, 312, 438, 0, 363, 228, -441, 0, -24, 648, -279, 0, -282, -36, -477, 0, 441, 192, 105, 0, 288, -468, 936, 0, -534, 252, 465, 0, -81, -42, 450, 0, -225, -72, 276, 0, -111, 660, 0, 0, -6, 528, 60, 0, 696, 594, -153, 0, 123, -432, -21, 0, 876, 108, 333, 0, 261, 0, -27, 0, -120, 396, 612, 0, -330, 360, 558, 0, -147, -240, 900, 0, 27, -84, -48, 0, 0, -606, -48, 0, 894, -24, -669, 0, 258, -360, -714, 0, -66, -360, -381, 0, 555, 78, -12, 0, 147, 192, 39, 0, 219, 102, 516, 0, -864, -714, -465, 0, -36], 'weight': 2, '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], [0.9719425523672401, 0.23521835578426825], [1.074937928943284, 0.3912454098191135], [0.8893446502042908, 0.45723745816917455], [-0.07765782588644342, -0.4404194161008241], [0.9527498122876965, 0.6331131944377419], [-0.7167009486415092, -0.41378748562663553], [0.7568412661401774, 0.6535987284774452], [0.23637413725737286, 0.19834145139250933], [0.028115785407342768, -0.44632891751591475], [-0.33734210248565105, 0.19476455367908496], [0.7770982397013414, 0.8394538984592779], [0.42853046801085903, 1.1773777844081565], [-0.5992617372934471, -0.5707588836460559], [0.08883473242004995, -0.5038068029244333], [0.5818678136939848, 0.8132833745915271], [0.7801881008033761, -0.6546555476330155], [0.18308853219912394, 0.24837603242226258], [-0.13389683827781035, -0.9909952758208315], [0.1323116823476881, -0.4271927184706271], [-0.6085165790123774, -0.7252018191911392], [-0.37368934219228606, 0.10995090273003325], [-1.603150112830093, -0.28267861901776525], [0.5578398807831257, 0.9986887348885393], [-0.18793852415718168, 0.06840402866513375], [0.13956613026019107, 1.2451418009671271], [-0.39547518226135137, -0.6849831088092225], [-0.44819501632052977, -0.6957022066878129], [-0.9300607917559321, 1.1084032899061476], [0.20484686438401822, -0.46877571023797326], [-0.14388501941217546, 0.24921616406992209], [0.3742429098239772, 0.9273307093192171], [-0.4388225586137092, 0.07737625682711874], [0.9122850155406707, -0.4527730216143854], [-0.12658260532725982, 0.34778284983238267], [0.11952893333220344, 0.2844730184061753], [0.0, -0.15059526943903515], [0.1029602446189148, -0.9946854719095948], [0.0, 1.4332686157324213], [0.22908292309068817, -0.3840846447701676], [0.5598105446038343, -1.5380668304716294], [-0.42086237744117155, -0.8479887763087609], [-0.6048250205832346, 0.10664696973637695], [-0.3890670435999599, 0.018967368389936377], [0.0689971246156876, -0.11950652541053217], [-1.4916786125111834, -0.651837712083032], [0.01714665189540202, -0.020434583997307677], [0.30727839537983503, 1.101882257556676], [-0.15755983347757382, -0.2729016368152496], [-0.1987553320090961, 0.022278195572217704], [1.0947847592878106, -0.3984690653090524], [-0.1572299462726414, 1.243034815774107], [1.5442018667313586, 0.27228445276511587], [-0.2232585574508955, -0.7587872532294816], [0.11197534526747766, 0.13344702000449357], [-0.2719778789482581, -0.7816062732652924], [0.24379156278692335, -1.1176449327489086], [-1.1646824591935545, 0.8585369524273819], [-0.7362852576935458, 0.6178166881719229], [0.3093640360076072, -0.4074393176684898], [-0.06267046435438697, 0.35542186512003454], [-0.1984681893622692, 0.20837939690917354], [-0.08733835793943345, -0.23996016629083877], [0.14561740426533384, 0.9893409784169593], [0.4852612918672989, -0.28016573748689055], [-0.4447106335629475, -0.02801384416498947], [0.8589386965835959, 0.7207351435071889], [0.9931891521785974, -0.22548318490881117], [-1.6126901499260657, -0.931087092179272], [-0.20483593061461203, 0.3082503984396716], [-0.09782857073835255, -0.5548133946676039], [0.04926198089014707, 0.3046068307563592], [0.28291209574296317, 0.10297158176430858], [0.035422771666338705, -0.14636995055300805], [-0.2287850101545469, 0.0], [0.3340397241723373, -0.9425589969200171], [0.3223645398242498, 0.0], [-0.3371310871897743, 1.3930547566028308], [1.230064465498439, 0.44770685166999785], [0.31299919959733524, -0.31942370145533583], [-0.21069644314395322, -1.1949189074604183], [0.9058852405142029, -1.363234885067577], [-0.525863516906367, -0.30360744304289433], [-0.2095915276386567, -0.9231909320574802], [-0.34891072572656145, -0.2927708612709548], [-0.6129404991120029, -0.03861121891096862], [-1.433415320685657, 0.8275827212583978], [-0.3826122886047567, -0.07308051784082431], [0.593594351309226, 1.6308870765379129], [0.09517136981752819, -0.09992408712610878], [0.18005600009773742, -1.0211483198673827], [-1.2965017230813929, -0.9844190002046435], [-0.2521721450179722, 0.21159755387776405], [0.02147214985675185, -0.015828034460864317], [-0.4260554233819623, 0.13592930591604183], [0.03947401500244793, 1.1432437727470854], [0.3322454940741152, 0.3959547611860651], [-0.0889476323982319, -0.3023056783996493], [-0.11836883269215803, -0.020871618878593668], [-0.19841900522185651, -0.025097776131938098], [-0.5538657127236618, 0.20159063321204834], [1.1577951316078388, -0.1297755693585142], [0.2858369333389867, 0.4950840912228032], [-0.4452030808377813, 1.171175062082528], [-0.27213688722145957, 0.32432011302357977], [1.4368292024361038, 0.6278694700819918], [0.7872579779664303, -1.363570816501797], [-0.03851380207195166, -0.7900121304059571], [-0.44599235747675614, 0.07864048581292679], [0.07744441425170788, 0.15604149383116148], [0.05891970790849513, -0.1618805670394523], [-0.08049873138426668, -0.8236505856796169], [0.0, -0.27423064646732204], [0.4998419972125379, -1.0289424180234694], [0.0, 0.7280106435921018], [-1.3339480924159428, 0.5604939037815755], 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[-1.6302926247928673, -0.5933779885683218], [-0.28495375054566724, -0.04016161469520464], [0.1810357167042712, 1.0267045688463954], [-0.2580397545147602, 0.3883149645854945], [0.05744551834039157, 0.03316618547756266], [-0.1537831616474836, -0.6773709888734146], [-0.2497175719728993, -0.20953792254094566], [1.6815526706223092, 0.10592675532092355], [-0.10315521583231281, 0.05955669162909974], [-0.016780569424580834, 0.08785449612732875]], 'angles': [None, -0.09753557691686027, None, -0.23456383850226434, -0.36453047168207425, 0.052194822665054694, -0.2760759397893976, None, -0.3735631928214012, 0.23983553966310792, -0.439646440187886, -0.4880046559011035, -0.29187839718133635, -0.32745335476922255, -0.3867660606919958, -0.07880728552838037, -0.44089731358815937, 0.05665586810631429, -0.04416793073009557, -0.48233093115351566, -0.17039473324041007, -0.0808832684117166, -0.21576223319443127, 0.11167032870177322, -0.06950671234535337, -0.35316637807942547, -0.03719754832858039, 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-0.3615690860225401, -0.1649460568730241], 'char_orbit_index': 31, 'conrey_index': 51, 'dual_conrey_index': 231, 'dual_embedding_index': 19, 'dual_embedding_m': 99, 'embedding_index': 19, 'embedding_m': 19, 'hecke_orbit': 2, 'hecke_orbit_code': 4505661245227388, 'label': '380.2.be.b.51.19', 'level': 380, 'weight': 2}
• 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': 1520, 'analytic_conductor': 3.0343152768086545, 'char_conductor': 76, 'char_degree': 6, 'char_is_real': False, 'char_orbit_index': 31, 'char_orbit_label': 'be', 'char_order': 18, 'char_parity': 1, 'char_values': [380, 18, [191, 77, 21], [9, 18, 5]], 'conrey_index': 51, 'cusp_dim': 336, 'dim': 240, 'eis_dim': 48, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 2061617856892, 'hecke_orbit_dims': [120, 120], 'label': '380.2.be', 'level': 380, '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, 19], 'level_radical': 190, 'mf_dim': 384, 'mf_new_dim': 240, 'num_forms': 2, 'prim_orbit_index': 11, 'relative_dim': 40, 'sturm_bound': 120, 'trace_bound': 2, 'trace_display': [0, 0, 0, 0], 'traces': [240, 0, 0, -6, 0, 6, 0, 0, 12, 6, 0, 0, -24, 0, 0, -6, 0, 0, 0, 0, -24, 0, 0, 0, 0, -24, 0, 0, 0, -24, 0, -60, 12, -36, 0, -144, 0, -30, 0, 0, -72, -54, 0, -126, 0, -90, 0, -18, 120, 0, 0, 18, 24, 90, 0, 0, 0, 0, 0, 12, -24, 72, 0, 60, -36, 36, 0, 78, -144, 72, 0, -84, 0, 132, 0, 204, 0, 60, 0, 48, -132, -30, 0, 108, -96, 30, 0, 144, 0, -6, 0, -84, -48, 0, 0, 156, -12, -120, 0, -6, 0, -84, 0, -114, 0, -6, 0, -150, -48, 0, 0, -210, 0, -270, 0, 6, 96, -108, 0, 36, 120, -288, 0, 30, 0, -162, 0, -126, -60, 0, 0, 0, 48, -60, 0, -12, -108, 312, 0, 0, 0, -30, 0, 108, 0, -78, 0, 156, 48, 6, 0, 198, 72, 30, 0, -192, 144, 162, 0, 0, 60, 348, 0, 126, 0, 0, 0, 72, -24, 0, 0, 216, 72, 180, 0, -132, 24, -84, 0, 0, 0, -84, 0, 12, 60, 18, 0, -192, 0, 0, 0, 12, -168, 78, 0, -144, 0, 0, 0, 0, 12, 144, 0, 114, 0, 246, 0, 0, -324, 0, 0, 210, -48, 168, 0, 174, -504, 108, 0, 72, -216, 168, 0, 318, 12, 234, 0, 78, -48, 24, 0, 102, -12, 594, 0, 288, -168, -30, 0, -162, -276, 300, 0, -108, 0, 0, 0, -168, -216, -6, 0, -132, 48, -144, 0, -30, -240, -342, 0, -96, -72, 174, 0, -204, 0, -288, 0, -216, 120, -276, 0, 186, 144, -36, 0, -222, 48, -162, 0, -12, 108, 90, 0, 0, -48, -324, 0, 108, 288, -30, 0, 96, 216, 156, 0, -12, 540, 150, 0, 0, 0, 378, 0, 294, 0, 0, 0, 60, 96, -54, 0, 108, 432, -330, 0, 252, 168, -168, 0, 0, 240, 0, 0, 0, 24, 132, 0, -246, -12, 24, 0, 54, 120, -138, 0, 66, 372, -462, 0, -30, 0, -360, 0, -126, 0, 228, 0, -444, -48, 0, 0, -516, 0, -468, 0, -114, 0, -192, 0, 0, -216, -636, 0, -396, 0, 360, 0, 30, 0, 0, 0, 84, 0, -288, 0, -90, 240, 12, 0, 0, -336, -90, 0, -360, -60, 186, 0, 0, -48, 168, 0, -288, 108, -144, 0, -138, -96, 0, 0, 0, 60, -246, 0, -54, 0, -222, 0, -300, 120, -72, 0, -300, -48, -432, 0, -114, 0, 48, 0, 12, 384, -276, 0, -510, 12, -126, 0, 474, -144, 252, 0, -246, -72, 132, 0, 0, 0, 588, 0, 282, -12, 36, 0, 204, 144, 6, 0, 252, 216, 0, 0, -294, -24, -192, 0, 258, 0, 390, 0, 234, 432, -714, 0, -144, 240, 138, 0, 36, 0, 180, 0, -102, 36, 0, 0, 216, -24, -204, 0, 72, -120, 48, 0, -162, 96, 114, 0, 126, -48, 108, 0, -198, 0, 288, 0, 180, -360, -132, 0, 0, -192, 72, 0, 444, 0, -252, 0, 318, -72, -6, 0, 0, -396, 300, 0, -540, 0, -312, 0, -72, 0, -300, 0, -162, 0, -126, 0, 456, -420, 96, 0, 228, 96, 24, 0, -210, -636, 336, 0, 0, -168, 432, 0, 630, 0, -126, 0, 252, 24, 0, 0, 708, -816, 216, 0, -252, -24, 198, 0, 0, -156, 42, 0, 444, -192, 84, 0, 192, 0, 36, 0, 378, 384, 546, 0, 156, 48, 90, 0, -228, 192, 504, 0, -84, 0, 42, 0, 0, 576, 0, 0, 192, 348, 108, 0, -60, 1440, 210, 0, 18, 360, 372, 0, 324, -48, -162, 0, -318, 240, -78, 0, 594, 48, 450, 0, -90, 324, -354, 0, -252, 912, -12, 0, 288, 0, 0, 0, -660, 336, -432, 0, 48, -204, -192, 0, 180, 456, 18, 0, -222, 336, 1092, 0, 264, 0, -114, 0, -324, -144, -60, 0, 912, -264, 18, 0, 276, 300, 18, 0, -102, -384, 420, 0, 0, 84, -312, 0, 444, -408, -48, 0, -192, -324, 234, 0, -168, -1584, 36, 0, -120, 204, 96, 0, 96, 0, 90, 0, 108, -240, -312, 0, 594, -1344, -288, 0, 270, -420, 354, 0, 0, -432, 0, 0, -792, -72, 462, 0, 150, -240, 72, 0, 444, -120, 204, 0, 198, -1128, -330, 0, 12, 0, 150, 0, -18, 0, 630, 0, -60, 228, 0, 0, -1086, -96, -216, 0, 246, -24, -438, 0, 0, 648, -732, 0, -666, 0, -306, 0, -204, 0, 0, 0, -150, 0, -450, 0, -102, -504, 150, 0, -48, -96, -588, 0, -624, 192, 42, 0, -378, 264, 192, 0, -738, -72, -462, 0, -516, 192, 0, 0, 48, 0, -606, 0, -144, -120, 36, 0, -108, -480, -66, 0, -756, 120, -654, 0, 246, 0, 540, 0, -30, -756, -654, 0, -876, -48, -342, 0, 216, -132, 414, 0, -582, -432, -534, 0, 0, 0, 432, 0, 300, 96, -228, 0, -150, -180, -264, 0, -60, -144, 276, 0, -1086, -672, -600, 0, -444, 0, 78, 0, 570, -696, -1170, 0, -378, -240, -102, 0, 162, 168, 36, 0, -294, 576, 0, 0, 48, 360, 324, 0, 18, 144, 312, 0, 228, -312, 108, 0, 54, 288, 300, 0, 12, 0, 90, 0, 294, 432, 150, 0, 360, -168, 0, 0, 1140, -48, 216, 0, 726, 456, -30, 0, 0, -72, 732, 0, -378, 576, -330, 0, -24, 0, 132, 0, -432, 0, 66, 0, 468, 624, -6, 0, 72, -72, 732, 0, -276, 936, 378, 0, 0, 12, 582, 0, 918, -24, 144, 0, 354, 648, 0, 0, 408, 936, 492, 0, 540, 636, 186, 0, 54, -120, 120, 0, 948, 120, 390, 0, 702, 0, 0, 0, 450, 600, 960, 0, 60, -120, 504, 0, -306, 0, 1008, 0, 474, 0, -156, 0, 0, -108, -144, 0, 840, -240, -642, 0, -24, -288, -36, 0, -48, -936, 528, 0, 702, 132, -192, 0, -636, 96, -180, 0, 612, -300, 612, 0, -540, -552, -948, 0, -72], 'weight': 2, '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: 38768722
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 51, 'source_dim': 120, 'source_embedding_index': 19, 'source_hecke_orbit_code': 4505661245227388, 'source_is_minimal': True, 'source_label': '380.2.be.b.51.19', 'source_level': 380, 'target_conrey_index': 51, 'target_dim': 120, 'target_embedding_index': 19, 'target_hecke_orbit_code': 4505661245227388, 'target_is_minimal': True, 'target_label': '380.2.be.b.51.19', 'target_level': 380, 'twist_class_label': '380.2.be.b.51.10', 'twist_class_level': 380, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 2}
  • id: 38768723
    {'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 51, 'source_dim': 120, 'source_embedding_index': 19, 'source_hecke_orbit_code': 4505661245227388, 'source_is_minimal': True, 'source_label': '380.2.be.b.51.19', 'source_level': 380, 'target_conrey_index': 51, 'target_dim': 120, 'target_embedding_index': 10, 'target_hecke_orbit_code': 4505661245227388, 'target_is_minimal': True, 'target_label': '380.2.be.b.51.10', 'target_level': 380, 'twist_class_label': '380.2.be.b.51.10', 'twist_class_level': 380, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 2}
  • id: 38768724
    {'conductor': 19, 'degree': 6, 'order': 18, 'parity': -1, 'source_conrey_index': 51, 'source_dim': 120, 'source_embedding_index': 19, 'source_hecke_orbit_code': 4505661245227388, 'source_is_minimal': True, 'source_label': '380.2.be.b.51.19', 'source_level': 380, 'target_conrey_index': 231, 'target_dim': 120, 'target_embedding_index': 10, 'target_hecke_orbit_code': 4505661245227388, 'target_is_minimal': True, 'target_label': '380.2.be.b.231.10', 'target_level': 380, 'twist_class_label': '380.2.be.b.51.10', 'twist_class_level': 380, 'twisting_char_label': '19.3', 'twisting_conrey_index': 3, 'weight': 2}
  • id: 38768725
    {'conductor': 76, 'degree': 6, 'order': 18, 'parity': 1, 'source_conrey_index': 51, 'source_dim': 120, 'source_embedding_index': 19, 'source_hecke_orbit_code': 4505661245227388, 'source_is_minimal': True, 'source_label': '380.2.be.b.51.19', 'source_level': 380, 'target_conrey_index': 231, 'target_dim': 120, 'target_embedding_index': 19, 'target_hecke_orbit_code': 4505661245227388, 'target_is_minimal': True, 'target_label': '380.2.be.b.231.19', 'target_level': 380, 'twist_class_label': '380.2.be.b.51.10', 'twist_class_level': 380, 'twisting_char_label': '76.3', 'twisting_conrey_index': 3, 'weight': 2}
• hecke_orbit_code 4505661245227388 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': 31, 'hecke_orbit': 2, 'label': '380.2.be.b', 'level': 380, 'portrait': 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dDt54zTkEYUsalj2LE5RYic0SRgz9aUUBlSLUjziKWeZDQJiQKBMJpNc5qNsznLvZjeSDDOQlaGgq2zmqWu5uQFRSOM2LoAOzclbNkwZvOGCVs3TNi5xXDFVsX1u0Kaqs2xkzN8+cmIh5/JePxESq76fMNLu7zlxYam2sAzJ+Y4djbgzMWc8w7chxcNt994iZ/69hV2bZzl7MU5Lq40WOqGrHQlq/2c/iBnMBY8c3yRZ051r3/s0MWXHT19Yc/xsxc/ecfXvTW55873f60h8VU9/k4z+PJKlyQxKMU7vvjI0Rf/xK98QL7txYde/K/fcia4tLqF5e4MS6stlroRS92ApS4sd3OWuylLqznnV+HIkmDTxlX+03cu8fxrWpy6sMDZi23OLgZcWDKcX8w4fSnnYj9jbmHMS24e8MLrIJJNYhVzYbnBucWA88uC4QSyTNOINO1GzvxshgZOnM/oDWD3lpB2c4IxAkTEYKS5YuuEpdUAjJUiqwOYZGAwLHcTdmwO6Y8UQhmEnjDTCLli25jVoeDE2YBcB2yYkXQagjiELBMMJ5Lzy5JzS4YLKxlxPIYw444bBrz4RsGmmSZLKzOcuhBzdhEuLGZcWM44swxHlgzPu2GRn/nOFbbOzXDy/ALnl5pcWolY7EqWV3NWeikrvZzlvmaxLznVg9XlHr/8r5Ps217b+FK08ft11LrhSwL9E4aQqDHztYbKZR9/Zxn8D//kA7z4jtv4N//m3/zsuz7wuX/9u+/+zFVPn+juOXJ2KF9y04Art+XkeYAxCmMse2MkIAGBEIZAGCIJZ5ea3H9YcvO+Za7bNabVgDCQRKEiigLaTUkrlAwHIQePN/j0wxEnLk7oZSkHT03YsmGZN71khZuv6vO867ocX8xYHApa8ZijZw3dXpubrpSsjnP2H1d0WgFPnYCrtxvGSc44jwiClPkOHDgVo4KcUGYEIYwmkudfN2Q0lNx8VU5vlHPibIe9WxXtVsLqxLB5bsjKoMd7PwePHst5/NiY3duXuOXaHvMLCW+8o88/eblh39YOeTrHsTOzHDkdcuq85vTFlNMXc45cFJxcTXnONZf4T9/ZZ8vcHKfOL3BhqcWl1YilrmSlm9Ptp6wOclYHhpWB4PxQsdLLuP26RX74Gy/KZsiei+dP7h2Pshc0Zq5sNlrzn3n4y3/Jb//eu7/WkFn38XeSwd/9nr/gput3qC/dd/g/HD15/t8/9MRxdX45YXGsODc03Lz7Ar/8g5e4dV+LC0vzLHVbLHcbLHdDlnsBK31Y6eas9DKW+xmLXTi1IgiaY1504zLf/PKEvZvbrA5muLjc5NJyxGJXsNy1EmGlr+mNNL2JYTjO2DCTcsUWDQji0HD6YoiQMbs3K/ZuN2zfPOTCyoTHDnV47tWGVnOFJw8v0GknJEnIhnnNaAzXXzHmXZ+b49pdGZOJYeOsJM1HdBoxTx0f0wzb3HpNxuNHEy4sRezYELN3G1yxNUGplNOLEIUGIQy7t2TMdyT9UcxgGNIbhiz3FMursNTVLHdzFrs557uwNM65YseAb37FIi+6LqARznBucYbFlQaLqwHLPcFKV7PaT1np56z2DUsDOD9QXFjNeP615/mFH1zi6h1tlrozrPYa9MczqMZVedTc9rOpvPJnlD6bv/SV//hrDZ01j79TAD/4zDM0Go3m2TOnr3jk0afefvTEmf9y8NBpxqmkP4bVkeDiUHG2n/G8K8/ziz+4zC1XNrm4MsfSapuVXoPlXshKL2ClB92+ZrWfsdLPWO4ZLnQFZwcGxIC3vLTLG5+vuXJbgyRpsdJtsDqI6PYVKwNBfygYTwxJZshzUNIQh9CMDXMzhs0LKUE45si5hCcOx+iszetfkBCEqzy0f5Y92+Dj92e89KaYi90RjUCR5SkL85ClIUGYsbTU4iW39fj4vR32boMHD00IafG652syMeKJIznHTjcIZMSW+YD5tqAZC6JIoARkGpLUME6gPzSsDjT9oWZ1qFkaGEZ5zu6dQ974wi5veXECusPS6iwXl5ssFWTQhdV+TneQsdq3zL08gHN9xaVezvOuucAv/OBFbtjdZHFljpV+i94gpjcIWekL4tZOGu0tP7lt5/Xv27lzx8nxeDy6+uprvtZQKh9/ZwB+4thhNm3aFB06fPi7nzl06DcefOhRsbQ8kOOJZjDW9MeG/khYkI8k5/opz7/qIj//fUvcdlWDxdUC5DGr/YiVfsBqX9DtG7qDnNV+RnegWRkYLvYF57qa+bkhX/e8Pndcl7F7i2KmGdLrN4hDCSiSTKK1QBsYjgGhme+MOXTGoE3Cpx5sMxk2uWpHxItuHpLqVe56eI5brw45dH5Ad2WGF9485DMPxWxZMOw/Yfjf39xj//GYLQuSTz+seNH1iuVhj6OnFrj1moS7nhiRTVrccUPEvl1jRtmAOx9SkAuOnA6YaQUEAoYjiTaCXBvSDJCaINJ0B4Z2J2XXtgkvvn7I1z03Y0O7wYXlWZZWm6z07LlZ6Qm6A+j2M7qDjO4gpzs0LA8l5/uCxX7GC669xM9+3yVu2dvg0uosqwW4hyH9YUB/qOiPBGne0PuuvtnsuXLfD++98qo/XFq8lFx37d8NkP+dAHiWZTKZjN704Jc/flV/kP3C/Q88FI4TGCeG0ThnOM4ZjDSDiQV514H8bDfjjusv8o7vu8Rz90Ws9ma5tNKhO2iw2o9YHQR0+4ruEPoDQ2+Y0RvYf6s7NFwaCC4NIM0n3HL1iK0LOYOh4Q0vnLBnqybLJYE0JCl84bEGJy822Daf8eSRBugW1+1U3HatJm4MeejQkEuLbW7c02ZmboV7Hw+5/eoGS8NVVlZm2LrVcP9+xT991YAH9gfs3ByyOOiysrzAbdcPuffJnIXmHDdeNeBit8v9T8/RDNo871rDNVeMQQ547Jhg80LKhUspdz0WMk4VUkKuDXu2JXzdCxP6A8X2ec1tV0OStFjutljuxqwOQnpDRXcg6Q2gN8zpDXL6w5zeULM6NCyPJGd6gu5owouuucTPfO8Kz7va3hzdfpPeMKY/DOmPAvojxWAkGYwE/WHOYJRx623PS7UJfvRt3/Smw+128yNhGOqvNba+5pnMZDIkS4ffeerYQ7986fwzC+cvrDDTkihlA0UwRToehLUAhTBIaZAy4IFntvAT7wx484uW+ZZXLbN3R8L5pRniqEkzjmjFIe1mQL8p6YxCZtuBu2Fytkw0o4mhP45ZvtTg9ClDkmnOnM+IYwMIImUIpGA4UghCsmHAc/YI9m03XLFjyCTv84kHFAcOz/Pa58bcdv0Kf/wJQyRa7Nkx5PF7FTvmFBtnhjRUkyQNudiHdiNg5xbBowcSbrumyctvXeSPPjoiCju85gWGMB7y2fsTPn5fm6ePNblye4s923I2zSfs3Zhy054cpTSBsueoFcdsmotJ0pD+MOLJQ6EtURgpBmPJYASDsWEwtL97f5QzGBl6I8PqCC4NFRdWDK3ZLj/y+kv84xdNuOXKNucWZ+gOGvRLcCsGYwvu4VgwmhgmKaQZ3P3FB8KZ2Q2/vHnz1uVXvPT5/2evP/yjmU7rf12Ap8kABN97/viX3nHswOcWJsMBzTgCJAaBXWACrCuSIwRIYTtplDQomRNJyeOHNvHIM20Onb3Im1884MU3jJnrzLDcbdHuNZgZRQyGjnXGktE4YDgJGE8M40STpIY0NWS5PZIswmiQShAGgkYkmOsI5juwdaNm55YhG+e7fPIhuPuREKlnee1zQ55zXZ97nk5JxjO86DmC7mjExaU2d1yj2Tg3pBnEjDPFpV6K0oLnXBPQ6kx4+GCDl902ywtv6fPwQQVmlufeEPHPvmGZzzya8OkH2uw/2eCKTYqtC03mOy1mO9CMIQwMSoI2sP+YIM8FaSZIMpik2N9xkjOaaMYTzXCsGU40gxH0JnBpILnYh4ke8+pbl3nTi7t822s0WTbD+cU2vUGD/ihiMAoZjBT9kWI4FhbcY8NwohlPciaJZjTRXDh+lrPv+8RCf5T932/++pcHvf7wnV9LkH/NAJ5MlhDk/+zSqbveceHEpzcrhnRaMWqSl3/Hlm0KhFAIIZASB25QyhAoQ6g0zVCwOGzyns/t5LOP9HjpTat8+6tXuWnvgA1zLZZWW/RHMcNR6ICt7JEIJqkkzQRZZpf6YrFQ0hAE0Iig1dQsdFJ2bB6SMeDQmZT33tXg6Kk2c3GT228IuOPmHvc/0+VTX57hBVc3uGLbkHd9TqBEzEwnZXUwQRtQAjbNDOn1I3TW5E0vvch7Pt5i34UGb3zBkCRd4q4nNpDmDZ5/w2beeHuPq3d1+ezDQx4/1eKxYxE7FyQLM4JWLIhCexNKAUIYtAGtDWnmbtbUMEntjTxOYJRAfyxYmQiW+yCCMbdeu8q3f90qL70hZ8NMk5Vei26/SX8YMxiHDEbVSjCcSEZjGBY3zji3/7Zj8lwrTl/o8kfv/fTmcco7vulNLzHnLy7//tbNC/9rANws/SzLgz0ky3/+Xcl4/Au9i/s3Kno0Gw0go2Js3CEsuIVEyQApc5QSbnnWhMoQB4ZmIFgZK5a687z/C23ue3LAi25Z5dtfs8qt+7psyJtkWcxw3GAwChlNApJUkWaSLJfkWqCNsFlQYYgjTauREUcJUTjhzNKEjz4oOXw64tjpeZSO2bct4vq9iude10PFl3jiSIcdcy1uvBK2blphuTfDTTskmTZ88oGYyVAy18543fPHfOSulJPnO1x7Vci51TFPHQ3ZtWWeW/Ze4p7H+9z7lGCSRFy3d4HrdsVct7PPkXPLHD4DDxxocehom1YgiANJOzY0QpDSrnnG2Js1yyHJIMkFg4mgNxb0Ukh0hjZjnnd1j2//uh4vvSln20LMeDzLUrdBfxAzGEcMRwGDsWI4VowmgtFYMprYvtHxJGecFCtDcQMZRgmkueLEuR6/9e7Pb77/mUu/0Gq3sp/6jY//8YFDJ3nvL33/P1yA/5t3/DosvAfTfcO3CX3sV7PemblQNGg1GkiZWlEinMYWCilASomUECiBUgqlBIHSBConDARRoIlCQxwaWlHOXEPQn4Ss9Ob5wN0zfO6xMVvmh7z9FV2u2zVmPBpw417Drq2KSRqS54rcpfkFBik1YZBz4oLh2HnB6kjz4XtanFmcxyQh8w3F9g0Bu7cGXLkDbtzXQ8tFfvcjbZaXZ3nBdQE37uvy2ccEIgvZPC9ptzKGaYQ0EoxEBRHdseDCsuAG0+IVz+3zpYebbN8Y8YIbF/ieb1jkDz/e54GDbQbjkKXVDnu3N7l225DnX9Pnm17W5+zyMh++J2ZpGHPiXMiZMxGhEkgpEQi0MeQaUm3IM838hpSbbxgymaRct2vCW18xYfOsYqETk6YNzl1qMBxFDCd2lRuVwJYW3BPBeIJja8vak0nOKHErxMSCe5QKholgnAecOdPjiQ98aeON+zb96h23bUnf+0t73r104ufZsPvH/uEB/Ad+5l10nvNt4jv+rXzbzpknf++bX/5k68a9MSAQSIqyYyEMQoKUBiENUiqklCgpHbglgRIEgSAMcqJAEIWaRmhopoZWYpht5Mw3BcNE0k/aHDvd5uffvQA6Q2QZz715yN6tCVkG2miMsUkcKQRSCYIw4uDJiP2HG7QbAZ1IsrEl2LRBsnkhYPsmxe5tOdfuXiUXS/zaB2c4cXKOF1wTct2enFHW58tPxMw1QzbMGuY6Ca2mlUJaS7pjxfLAsNTN6Q6avOTGVR7cP+TAScXcTIPn3zDH971piV//EDx8uM1gZFjtB1xYnmHrxhab58fs3jDm37xtyEyry+PH4OApSRgalDIIoQFj/2cgy2DP1pwX3ZSRpyFpFmNMi3EScn4xYjSxK9o4UaV8GyWC8UQwTixrTxKblZ1MNJNEM061+6w4LLhHqaCXCFZTwSDT5MMRaf+RuX/8/M2/9/8sXsrEzHe9f3C2Ydrb/9U/HID/yM++lyu2b1RPfvFP3vLM8aU//rP7LzUePTDHz/9Qj+t2DSyYhUYIjZQRUhqUDFwgaVBKOb0tCQOrOaNQMQklk0QTJzmT1NBMNZNUkySGmQwmqWaSQZIJxqlkksekeYMDh9s8dgByY7DQtto4lBApW/PRieHGbTDThNm2ZL6j2DAXsHkBrtg6YdumVVKzzK99cJYjR2e57UrFlTsl+3au8PmnMi4szfLcvZL5GU0jGhHLGKMEWS4RxpDlCSuDBheWQm67rslzrulzz8MNtswLWo0Ot12j+ZG3LPGrH9I8dabD6kCz2ldcWgnYONdmfqbJ/MwsM62UTe2U3bclxGFGGGQolSOFDSYM9qZKU8XFSwFppkgzRZIqJql7TiSTVDJJJONEMkmEDVATwSQxTBJ7XidJTlIwdmo/HycwTgXjFIaJoJ8KVlLJIMnQ4yHP2bPCz/3QIl9389nWoKf+WA/ep7W6+oMrJ38rn7/in//9B/h//MX3MN+O1PFTZ9567Pj5P3ro6TMNOvN84r6AMBD8zPd1uX5XHyVzpNIO3AaldAnwUBnCQBEGhjCRRKGwFyEUTCJFklqgp6khyXLrimTekUOWG/Jck2us3taU4BYClIRAQhhCHAgasaAVS9otxWxLMj8r2LyQsXvrkE57lQ9+KeGuJxZYXZzh5isUu7eFXL1rTC5W+eQDLdphwKZ5Rac15okj8PTRgJt2GYYTxS1Xp9y8z3D+XM6llYjRuMXrb+/zxcdHHDqjaDclcTTDTVdqfua7lvjCUyM+8oWNLPUMuzfnrHQD5mYUs+2QTiuk3TQ0Yk0caeIgJ1BWaknXWmkMNmGlBZmWZLkgywRpJkkyQZpKJql1XpJUkKSGJIFJmpOkmsQjjklaHM6lSQWjFIapoJdKuikMJykyHXDbnhX+0/cv8frna/qjWcbjYw3C9p/qoP2/GbHpz08f/MN857Xf/fcb4JHUcmm1+y0njp/5rUMHTzZmWyG9NCBF8FdfkiSTgLe+ssfbXj1gfiajL3MCmROoyAaRQU4UBIRpQBwoxqFjm1CSRIIkFfbipIo0gySV1kHIKtsvyzV5bt2F3DinpLDWnTujpJU9USCII0kjlrSbgpmWYa6j2bIwYdN8n8ys8v4vSv7w4xvY3Ghw8xWCK7aF7Nmu2b1thQ9+2bC83OC6rYr5Gei0Ui4cl1xciYn2wiQVbJqVzM3BoWOGlZ7m/GKDq/c0eNVz+3z07gYbOhBHEUrOcdM+wfe/8SKhvMhf3TPP02cabOmlbJ7LmG0rOk1FqylpxgFxBHEIQWAdJilACg/k2Bs715DngizHAR3S3JBkkKa5JYVUkxTPqSZJYZIVrowF9ygTjFPBIBX0MkE/MSSThNm4x9tfv8TbXjHgtc819AdtRkmDSRIx7p1oyLj1e0EjDhDh/8DyzN9PgP/m73+IXOvvevL+o7946PCpmfmWYpRpJIK+jJhIyScfCPnyUw3OrSzxv3/TiIWZjHHcpDdsEKiIMAjtkeQkYUCUKiapJAltKt0yjrBM5FgpyyDNIc+tk6C1Dbi09pJGVC6N1faCMLAAacTQamg6zYy5TsamuREb51f50oGEP/1Uk4PH5tgzG7JvK+zcGrFzC1x7RY9h1uP+/TM0VcimecVcB+Y6E+ZnM6IoQAh7c40mEcu9lNWhoTvIuLgSccXWDi+87iKfemDIwTMztOKUUEUIMcu+HYrveM0iz7v2In/6qQ73PznH0iBg80zGXCuj1ZA0G4o4FMShJAxtrKIUzj60KDfYHlatKYGe5dqtbs5azDRZbsGdpZBkpjpS68qMHbCHqaCfCfoZjMcZOh2zodXjh//JMv/Xtw5oxRHdfpNxEjNJI5IkZJKGTPonZ6K2+rW5jbdEx57+4B/uveEtf/8AvrzSRSn1vb/5zg+848TJ0xuakSDTFauEmaAnQkZSsjoJ+MX3hew/ssKbXjbgFbf22bIxod9rMprERGFGHIVMkoA4tfZeElmAp6kkyeyym2bO085x1h+OuSXaUIHbJikdc0OgbMIkCg2NSNNsZHQaGfMzE7Zt7HGhO+Q3PhzyyQcXWF5pc9UmwRWbBTs2R+zcLNi7fUwQrfKeuwKOnmpzzRbJfEcy286RcsKZS4Y4kEgBxgiSNGD35h4PkNMbKlZ6hgvLTa7Z2eCbXtHlzz8bcfxCTBikCBGiTZs0kzx37wq7v7XHJx8e8q5PLvDQ8TY75gUb2zntRk4jEsShIAptrBIobOAsRVmTYbA3mTZYpyW3gC9AnuVW0lmwQ5LbWpekSB5lglEG/UwySGGYavLhhJ0be7z8tlW+8WVD3nC7JhAtVlYbTNKYJAlJspBJGpCkAWkmGS6d2xA29/3C1bd8kxqPu+9sNP7nTNz6nwLwlZUuURR+z8c+edc7Hnv8qc1xYNPdSV4BPBCGUAoGUtKXDbpJwHs+3+ALj/e57boe3/qaIW98QZcNczGjccxoEhGH9kTZk2QDpCxTpLkkyyRpLsgySZ4Lci0qra0FpSoxuIyoTRYplyyKQk0c5TTjjE5zwsa5AaN0xGefMLz387Pc/+Qc81HITTsM2xYkWzZEbN8k2bkl4codKzx+fMSHv7iJWRWwaVYw0xbMtFK6w5yPf7lBJzIIYYE1mgS86UUTPnafrYnpDjQXVwJ2bu7w5hcPuP9An/2HItpxhpLCgly3GCdW63/Hq7pcs+0i7/lCj3ufnuPkSpOtM4LZhqEVaRqBJgqdtSpxCTKcU2Whrp1U07pa4TIHdEsQkOaCNHfAzgXjTDDMBP0cJokmSxLazSFvfu0y3/qaHrddk7NlIWA0atMbRCRpxCQNSR2wk1SRZIo0VaSp4NSJg5tl9OV37LvupXo46P1Bq/233zjxtwrwlZVVur0BwHd++rN3/7ePfeIzG3rdVZqxIsuMZUxhKubMrHMRS+jLkGGoON2LOHtfi/ueGPDnN/d566tGvO5FYxbmIpJJzCQLSdKQNAtIHdCzXJHlLmGTVwDXxjG3rmrKrM8OSto6jiDQRGFOHKU044ROc0TOiM88LHn35+Z48tgsIo3ZM2/YNmfYOKfYtBCxdaNk+6aUK7b2OHWpz29/pE02abJzp2CuEzDThplWiggTeqM2cx2DEAJjIM0kC7Ei0xn9NKI/zFnpKc5canLDlR1+4B+t8gv/I+bEpTaBSt2NEZBlDcaJZOuGmOde1ePmKwc8deIM7/18k089NMfZbpN2rOhE0A4NUWAIFQTSpvOFqFfXacBoe9PlWpAbyHJh/fNckOQ2STTKBaMcRpkhyzJ0OmFDY8TrX73K21/d56U3pcw2A5KszUo3ZpJEpFlAkoYuNiqSajaxlqSWkMaDLr1HP785y+V/u+ra27PlxbN/EjXatNt/e2z+twrw0WjE3Gz7G79834O//olPfmZm0O/RbARkmUEJm05WwrkkQhBIQ5BbJo+UppkLhipmmIVcnDT4q/va3PXkkOd/esC/+Cd9rr+ix+Y5xUwrIEkjkiwkyyqQ5wXAtUQbiTFWEpS1WsKl+pWxyaIgI44yQpXQG6Vc6qX8ygcbHLs4z8P75zA6YkNTsHmjYeOsYMOMYsNcyJYNkq0bMnZsGrJhboVPPqJ56Ok5bt4pmO9IOi3JTEvTbiaIcEIcBwTK/nxjIM8lo0nAaJySaUF/pOkPDMu9kPNLM9xx7YAX3rDKez7doLmsCGRqAWkCsjwiSW2P58a5Bs/bN+B5Vw144OVnOXFJ8qefmuPiaovTSzGRkrRDQVTIMGlX0JLIC6mCZfLMCDINqRZMchhnkGgDeQZZilQTts+PuHm3vR63X58z0wzIsjbdvtXZmQO2XWGDEtT2vSTNrawsVofBqM8jD35+gzbBr1917a0rk/How3+bmPxbA/gzhw+xbdtW9Wfvfs9V+/c/MzMYWHCnhSxxyRuZC1RmQR7kEOSCUBmizNDIBS0lGCnBMIgZ5SFLSZNPPTTLl54e0Y4n/G9v6LJzQ8ae7SPuuLFPIGyLmBBWrtispK2VNsZjbmziSAnrmRsykBlPHZM8eCDgo/d3eOpkhyRr0QkUm5qGhbZhvmWsDz4TsDAbsGFOsHUhY/umEds2rXDXkxN+96Ob2TYXsGkGZtqKmbag08poxhO+9IxinASEbQsqYwRJJmkEiluvGXHfE3O28GmUs9oLWVyNubA4zw+88QKnF5e479FNhBIQKRpKAE0SyWAUMN9pMDfT5oXXDHn5zUO+9ZWXOHBK87H7G9x/oMkzR9tkImAyUQxThRKyLH+AIvB0OQGjybTBaE0ocmajhAYpL7xtwN5tY3ZuTPn2101oRpJ2MyRJWnT7IalbUS3hqNJrr8BdPzJXEJZlFuT95R4PPXjPzPnz56963Rvfqo4dPZLvvXLf3x2AHziwn40LC9FDDz/03cLkv9jrrtBshOTalHrXlrcK53MLVOYKpnLjpIogyg1xbmgoQSsXTDSM85BRHjLMG/T7Of/tPfOYLGXLpjE3XDFmw2zGW1814orNCWkqnN6W4DE3Tn9KqRFS8IEvNHn8SBsRBJw42+LMhRaNpmI2Fsy1DTMNzUwDOk3BbEsx01HMdwI2zMHGuYwtG8bs2NwjN6t84IszjAZtrt5pmGkpOi1Jp6npNDLCMOGT9zWYDCXhZtstWkiUdlPx+uePuPsRzWAiGYxyesOA1X7A+aUW1+/t8NaX9nj4qRYnljsoqYHU6eWQNLdu0jiRDMYB3UFEp9mi3Zxw/c4xL7h2zKmLXY6fWyUIcx47GvDnn28hlC1cY3r+oNGABmNIk5zdWzLe/qoRG2dyrt1t2LIB8ixkknTIspCVXkiWKtI8cHGQBXQBcBsTFYVs0sVJwsVJ7tm9znTAhYvLzG/MfvHRRx4e7tq1+w8PHtifXHvd9X83AH7m9GkWFy9dc+bMmd945JGHpK1uk2S5LVwqM5JOCwYSMmlQWpBnViemuSHMrQaMtaGRG7uMaUOSCyZaMskliQ5JNVwazPD5xzWGnL+8345swGh3FFk8Z5GJoiJRIpUiSwOkDggDSSeGvZsM7VDTijWtGFqxoN2UdJpWDs12JPMzsGE2Y9P8hO2b+uSs8Ct/0eCeJzazbwPMtxx7tySdZkarmdBujWg2W8RKoqTT4Fg5kKYh45FgNMnpT5TtWhpp2zLXjjh9YZaX3DDhR952gV/+84CTqzFCaIxJ0bkhzUKSVDKe2DLWziig3YhoNRu04haNOKXTTHju1QlRmHL71Rnf/uohgcpcEkjbentflDtJp7VECEkcKiBiPAlYWgls3U5exDxOFhbgzS2oszLgr5ytzAdzXoCc6nPn2jz44ANSa/kbw+Hwi5PJ5Mm/DWz+vwb4Jz/+YZqNoHn8+JG3HDp8SEShQhvhTqJtTMjcs1IGlRkyZVA5qBxyZSP2wEXveRHR59ZWLCN7bfWhPQSJlmRGkuuAVMfkzvbyH2WWUkAghM1UKmg0DY3A0FA5cQhxAI3I0IwFzUjSakpajcACvC2Y62gWZjI2zE3YvDBg++Ylfvejmnd9agu75hQbO5qZtqLTUrRb0GrmdJop55Y0R87FNCJbfgtFpZ9gnATs3arZunFMbxwxGhvH4pLVfkCn2aDTmuPbX32Ro+fO83sf3kEgAwyaXOdk2pBmAZNEMUpsUdSwIWmNA5pxSDPO6fZtjBGFOWGQE4Y2iaaURkqbzi+K22zpiq3BtyAXdLWrstQ2rslzidaSTFfxTpYL8twCOi9fCxf0W1DnuQfs3CaZ0lyQ50W+wgW3ueDRxx4Xvf7wLVfs3nPkgx/80Ogtb3nz1xbg7VYQ9bqXfry7cuHHyScyjqT9wlKWAJfSkEtDrl0tdy7InTzJNATul8yL5IO2nmzx3h6mSrO7Sjnr5YoyUPI1NzhpJGwMEEhNIHE1LRAqQRgY6xsHgkYsaUSSZqxoNhSdpqTTMsy2c+Y6GQszEzbOD7liyxL3PzPhPV/YznwjZktHM9MSFtxNSbuhaTcyOq0J9x+Exw60uGqTcbq3SpuPJorbrzVcfcWIB56cYzix7XmDUeBAHtJqNGk25vjmly3z2DMXuW//VjAKrXNbDpsZstSU9SSjSUBrbGg2FI1IE0chcZQTB5ogyAkDW2JclEFIaVdYhEFQ6bkqOLclxLpwpHRhv3pWrAN2pkUJdvueEtjFkeeWnHJnQxZH7hHbpD+Up8+c+w9h1IzardbPAsnXDODj8VAmk/FP3/mx9/yfqyvnojgO7BeWIHNBLgR5DeAW2MolFXJlCEow2wZa7U5ClX3EsrMDuXaZuCJZYYzBy7zXVlxZ6n9rSyrpMpYKr2jLZv/iSNGIFc1Y0GoKOk3DTCtntp0x15mwYXbE9k0r3HdwxE//0RZOnp7jyo2auRbMNBXtpqLdgHYjp9lIicIx3bFBSUWobPxRPHJtGS7NImaaKcNMM3R11sNxTn8o6TYVrX5MI+6wZ2vKz3x3l//4x5Iv79+CQaGNJs81WZ6RZJokVYwTxSiWNCeKRiSJI0McKeJAE4bW7w+Uq/NRblV1MkUIU2/Qdal940jEuFqW3AE+19WzBagsSwBKgGvh3lNKkSL5Zm8AR1qunELnhlwbjp84HUVR60e/57u/PRwOhz/ZarX+xun8vzHAR8MeOk9/dv8TX/xXy4snG81YukylIHPJhVxasCopyFQBZIOWFty5A7cuXk8BW5ceLRhtbBe5KwH1D6YAXjVLOHALC26lrF0WuFa0MJDEkR0A1IjtSIZmbGg3NJ1WzkwrZbaTsDAzYvumVe47MOQ//uFGDp5cYPeCdVg6TUm7JS17Nw2tRk6rkZLmCX/26Q5SKUJpUKKyCbUplvCQ73jtCnc+lNBPYoYO4IORoj9QdOOARhQThzNcuyvjv/yzJX7qDwX3PrkFbSS5tmn1NLOFZpNEM2nYctc4FjRCQRzZzGYUmDJjGyiNVDYeki4vUQK8SnkCjkSwuQTrtrhAvgCwmzqgy+SaA3m58opyda4Abrxnh4vytUYbycHDxxuf/PRd/8fXv/7VYnW19xNzc3+zJNDfGOAXzh3FGPPC40ceaQomRKFC5saCO8exNyiNexbkUpCX6eEC3MXyZD/TZa1E1X5lgS5sHUUB6uLET32vAuBFDUaRySvYOwiKuhNJGEpbvxEJGrGdedKKc9pNC+6ZdsLczIhNc13uPzDkp/9ggadObGTnvGBD25MmjYB2w9avNBsZzTghDCecWZonVAIltbPlqiAzzyVZptg2b8iylF7acJ0ymtE4pz+WNIeKRhQShQ3CYJbrdmb8l++5xL/7fbjv6c3kWlqA54Y0yx2TayaxppFIxpEqJVgYQhhYiWbrVAxBYd0KbO29qM6hTxrGuEywdqxeyEOXHCqyxXnufe7LSw/YWlfXu8SBNnWwa0M6nnDPvQ82r7pyzwuFlF8Rj3+rAN//+CcIg0nrgXs/HSWTLlFggSulDRwzaYPH3AUUuWuKrd47pg4of8k6sAsZYkqgm0KOFK8v892kqIqorPcuSnArKV2jRCFPoBFCHGmaDUMztvq51UyZaSXMtUdsnO/y0KExP/XOeZ44sYntc4pNbc1sU9BpSFoNRaspaDbszWFT/Qn37RcMxhENhbvJrAYvmhByLUizgHZDcceNfe5/aoZhamXKaJIzHCn6sSKOFFEYOf08x/W7ND/3fRf5sd+Be/dvJtWSVGvXLF31YE4iSRxpy95hVUcfqOLAyZRKxkmX5V0P5EVSyBQAd4DPS+elKuDyV17t9HUJ5ALYhhq4q9fuBjCCxcVV3v2+v4re9KY3tN79vo8Nv+3tX/8/H+DLi8eZXdg599RDH/ztQA5fFqoULRVSW387cyDPNWRSOPnhAV0VJ8He5VqJ9VnbA7QugV01BeO0d3kxhC0oEtKB2xUZqRLgoFzFYBhAFGI7gSJXYBXnNJ286DQnzHZGzHd6PHp4wk+9c57Hjm9m61zAppZmtgnthqDdVLSailbJ3jmNOKPTGnPXYxGr3Qbz81WavACMdto0zRWbNyhe/ZwBdz2obRdNoj2QSxqhpBEGhEFEEDSRUnP9LsM7vu8iP/Y7hnsPbibVAamrALRlr5bJ41SW1YVRIAkCV4QlBSoozg3l9ytuwkKqiKIqjSohNH1o71lr77lceSvw6hLoeO8h19qtar6ZYCsbl1ZHL3vm0LHf/4HveesP3n7o+Oq1V+/5nwvwYf8sk9GlHxusHP2WfHKROIrcF7RBhJQGLS14lafDCqBrv+GgvNsd2F1ypmDvWiA5zdwO6UVGrtTesqigq3R3UTEYKGx9RmAIQ9tY3Ig0jSin2choNVLajQmd1piF2S4PPzPhx39nI48e3cLmuZDNrZzZlnHgduzdkDRjy/6NOKMVJ2R6Qj+JEUoSFgxeanDh2M35xWlIOxrbcoGkwXwB8nHOMLIMHkeSMAgIg2IDWsNNewy/8IMX+Le/pbn3wBZSHTDJBUmuHYsLGqkmDg1RaHtXAxd32P5W4doA7XmyMkV4K6A9q+WN6cc6U+AuScgjJh/cJZBN9boCdwH+gvgq90xrwakzizzx9LFvueueR45MkvTf/U9l8EH3JK2ZXbufeuC3bk7Gp4hjG+hY3WT3lMl1ob1NFYRo4zpKiqIe4wFclCcq1/4JEx5TVFlJ46+ZBWv7QWVZFmATSsoFU0HgOoNcEVJRPdgIc6ebU5qNCfMzQ2bbfe7bn/ETv7uRR45uYdNswKZmzmzD0HHgbjasnViAuxnnNKKMmXbC/uOGLzzcJpKSUGkXxFUeRbF8p7ki0wGveG7KVVcOOHKyyaYWVZ/jJGc4diwcKIIgLBNmQhhu3A0/9/2L/Lvf0XzxqU2M06ZNhmWGlqvhjkMsyINi9dJOokikyssVTknhAVx4IGeNXqlAbuoAN5WsLD5bb2Wu2B0P3KYmcUqWR/HM0XN8/DMP3vyO//D9uw8ePn3i2qt2/u0DfNA7QxTP7blw6p7/nk2WvhE9IAojslyjpPCsPoGW0pMhhb1k0HkhR8SaJa2yo9wyPu2SrHFLHHNPg1sYpCpsQVfzohxrB4Yo0IShJg41cZTRiDIacUKrMWFhdshKf8jdT8LPvXsrjx/eyEYH7rmmodMUtBui9Mqt86Ite0cW4M14QpLnjEcNGsreZFKIWiVfkUixgWZgtXwwYZIYRqnwAK6JopwoDAhDSaAUSoYlwBFwy17Bz/3gCv/tf2Tce2ADZ7szjNuSudzQyQwNN3EgDo3z/gsnxZTsXUiVAuDl93Vf2sd5qRDdRalWVq/81ge7KSoWjXe91wK8sIN9Fi+qHAfdEecurnzjRz55b/7Klzzn/zh6/OzxK/ds/9sF+LB7nCRsvqC39NRbBqsHCMMYrXOkcAkA6XujpgbuUoIoUUoSC2rhlrYiYWNKGbIeuKdVYTk3BT9YKspxjTccyJbFhoF2YybyEtxx5MC9MODSyoh3/FmLD395E4uDeTbNSjY1HLgbVne3XGDZjCWt2DgGt9q7ESdAwucejVhJIzbE1OqxEfUVKs9t88NMHPCq24bcdzChn8bMlh3rmmhia9WjwAI8UAYlQ4S0CRoMXLdL8sv/osfH7hvxs3+whdOL84zmAuYiQSfTtDKIUzt6OVJ2oFFYBJpSlEFw8ewH6v6NKUTZK1KxeHmtPLB7bpf2pKb2gF6s2D7gy3yHMyQKgCMUDz56iF07trxldqb9Z73+6PjfKoOn6YAgaF29eOYL/3K48ihxKDEYtMyt5tYCqQWqBLisrCNTvTa+1i5BXUgQU5MmNdb2ZYk70QWzFOnmwgVQBcCVseW4LnsXBq6/M8yJwoxGlBJHKZ3miCAYctdjOb//8Rk+es9mEj3D5hnBxoaVJdYCLHxy5Q7hmNtn75QgmPClp+cYJgHbWsX3mWZwyvOUZopGqHjh9SMybQE+SoXtWi861yfaBoeBcCzuxmq45LpBsHFO8C2vHNCJz/IHHx9x99MbOJ82GTYkM5mhHRgL8sDFIcq4uMQVv8niHIqqdlyCpGJxf0dB/5KUbD618vpxVMXkhftiys99BvdjspLFDSADPvelp3juc675l29900se6fWHh76akXBfEeDp8BArZz5CEM1tn/T2v1yai8RRg9xkaC1QBVu7Ih1dJmsK9tZVutexeXGBa1qbSmtXwPasB9++EmZKmhRZOVsxaEe7aVfz7cCtbC1GHKZEUUojTGi1xkTRkHd/KuDn/2QzRy4tEMYNtnYEC3HOTGxox9B2HfbN2GY7Gy4hZOtXcrcSWHmy2MsZJBGRUkTSlAEm3q9S3Ni5q9lIspBmOGbr3IjVYYdRKty4NRsrhGHubD7l7E7lRm34gautfPzGlw64/YZL/NyfjnnXJzexnLUZxiHtUDIT2BqcOIBIUTZDBEXSx618spQqVQLIJ5W6WFmPzVkH7HjanDJhVwN3YTeaSq4UiaTcKE6c7/LZew+8vD/Ot19a6h566OlTPO+GXf8vGdzkbNj+ij3j7mO/2x89RCM25DpzbC1tylgLlJYuiKhSuIVjUAO3FmWywJgqwDT44PZKXb2HwFRs4rJv0ge4NChX5FUxd+5AnhEFVpLE0YQ4HHH8QsbvfazNh764gaMX5plphSw0YD7O6cTGpd4LcEsHblkmhRpOe8eRvXFm2hM++KWAQyeaNNwErrJdjArl5RgH44qTsoDrdsM33N7n9z+xgUErYMbNHokTFzcoTRBIN7YOD+Shd63sqnDFRslP/NMhN+89ze98dIGj52dZzpoMw4C2ErQc0CNp7I3jXKZy9RNVDb8QblOYoq9TQFGWVWPyYqUtSidK33wdS1FXrF7WEnnAtoAXJYNnLqE0MSEfuecgtz/vht9965te8oaLS/2vKFWeFeA6TxAyZLJ618508PA+yUWiqFk28uaOsZXP3mteF6ztM7YoJYvP3uVyV7JCQdumpgMLYNvnqqBLSe1ck4K9c8Igs507QUYcT4iCCf084TfeH/EHH9vKmaU5tGqyMKtYiAyzkablmLtVpu+lq1Nx0sR55yW4I5u9nKQJh07HDJKY+di5OEXSqXAliiys8WpS0oCZdsDenQkqHtNPOowiQTM1TAqAB7lL1CjrY8uiBHi94FWxaXbID3zjkLe84jx/8LEev/eBDSyO2oyCBo1A0QoETWWIM2PZ3NXpB7IqbyiynGuYnLpcKcG9HpszDW5R+ywvZUphnzr2dsDPvE6jkZEsXuhz570H9rXajZ3f8vrbjo8nKY045HKPZwV4npxGBrObhAjen/a/GAaBROoMKWy9gGVt6cCuHSNLtK5kSbF8mhrQ/Yq1ir2LIHKdZcSzA00J7Jo8ka5KTuUW4EFOoHKiMKURJURhQnec8KXHJe/+1Awf+OIGxnmHKIrYEAnmIk07MrRiQyuqwN2IJXEsiZ00sYkh50w4gEehzXweO2e4+6EWSRoSt82aALMkjlKDWzJIUkUYBrz69j7v+cyAg6fbjBp23sskNEQZhKkmTDRKSetbS1tzXw73oVoRcy3JtKQVB2yZG/Fvv3nI9VdMeNenOjy4f5ZLozZjFRGGAY1A0JQQFwOWCntV2rqismBNeOffIxvvEtUYvVyRmZIpTDO5qEDuXhcsnhpBqiEzkBhBokEHir/4zKPht7zxue8/e2n1OZeWB5f+xgwugk0yGz36gmTlQ7NKjJBKoYVGSgtq43ofcy1RRrj3wv1ZBWhtKu1tfJAXwK6B3P3s8v/s6ZIFk5cpZV2We1rdbQhUbgGu8lKOBEFKd5Byz5OCP/rEDJ96eJblbgfZbNBpKuZCw0ykaYWGVmRoRjjWtszdjCWNSNGIBI0IV6GnHbg1cWj1twomPHMaznQbNrHi9G09cVLVz9g+SAvyTEuSJGDLjODqXSOeOJkxTEMmbsZ3lGDBp4rJukWiBuRUZ44vCW1ttq0Pf/urR7zu+St89pE+f/zJGR7cP8NSv0VXRgyigEgJIimIJbaHU9pd6pSoblIlXNnvOgBfW7/i33hVPkN7IPclSm4q5s40pMYCPCtZ3pQNLckw41f/7DOzP/JPX/WCVz3/uk/wLMODnhXgSh+NhUp/K0kPtIMgBbQDrkQbVUqRwDgmL3ohC6B7YNZGgGN1oA5wqqWtRnU1tjC1An0rS7TT3BolczsQv3AzZMqlfsZdDwV8/J4OH757lou9NqLRIOyEzAQwG9pOnmaIkx3QjIQ7pCs5dbo7EsQFexcADzKiKKMRJRiT8rmHY06ca7JxQRBK7XSsqBp9PbYry0+dpBhNQnZvEbz6tiEf+nLCIA0ZpYJGaPtVowwmqfFWKVX61QhZkyn2kKWMtFnTgGY84e2vHPF1ty/xl1/s87F7Wtz1eIeL3RYjETGKAoJQEQhBKAWhlITCOKllUAhPGrI+k68HclPU6zuJihdIOtYugJytAbUBk7tDg8nRRvPEU4fb4/HLf+vh/WeuB0Z/bYCvdDUro9G3Zd3PzW3snIUsIE2Lk6ZcY28BbOXkSNHsWzX9mmIHYoPdz9K/CGB7J9epCawFlB6whdDODtQIB/AgyImClEYjZTzJOXgGjp9VvPfTs3ziwRkurrQhbBDMhLSUpBMaOoGmGRqaITRCC+5GaGcS2jJT6R3C/blxINclyKPQtqcdOat54lgMYeiWeeOl6EUNBTUNWtRP53ac8017J9ywc8CBMy1GDUErE8SpYaJw1p527F24KYUFWWmV0mcvLVvlpg+EjJOQZnPCd71+wpvuWOXOhwa87zMtjp9tcOBMi2Q1JosDxkGAVG6qLxC454LJS+lCFfyveZRuSgVqTaWv7evq0Bg76bdk69xlATOgKFXMITN0Twx54smHOLux/WwcfXmAL66siCRNfuS3/+TQ3L6tLV54bcrt16SoEBqBQKeSJFForSzAS2DLkkEq9vZGOCAcqCmDyGnHRBSReqn5bFLDShLtdnnIiWM7STXLc84vwac/H3DkdJMv3N/kzEqTI2fbEMeoVkAjULQDQzvQ1kUI7eD8RmjHtVkQF4d0h3IAx2luB+4wJw4te9sbK+HYJdh/vEUo6/ZgKVGo6sHLoKtMghU9jSE37B5x9eYhTx7NGGYhnVQwCSDK7ExA5QFcSoGQssbk4C3/XjY5K/omc0Wah0zCiJlmwne8dsJLb+5xZqXH5x6IOHoq5s6HW5xdapCPQrQMSCOFkNKuFK4rX+IynlCTLWt6PL0bupBmpUcObtqY10tbANtoB2pt+9pSjQg1UuU8/8YJL7x6witv+PzGV3/dj/3Lf/1dh39BhFetG75dFuDveOeHydKMD/zVMuhN7N2ecNPehJc/b8z1e1N2LGiu2jNBGUmeytqS6DN5JUUcsE0lUXzGNu6MlD53jbk9KaJywjgnzQ1HTwmeOKr49P0tnjwW8fSxJr1JzCSJIYxQMyGxErQUtAJN0/OB46Co0yjKZm1deOxkSRQpoki6G8BU2jvMbWYxtDq/EaUYnXBhWTIxMUEgiaQh8Gy2KQIvQV7kDop+xyQLEQRsWkiQaswgDRkGwjodaVUwFihdy0BK4UWxxbAjKqlYtJYVg5HCXJXjJ4aTiK3zCVdsSXnulRNGyYj/7ViXJ49HfPq+Bk8ca3D0ZIM0UxArjFQgJLn0skF+Mn868KyJ88IHLp619zx1aA2pJiBn396UHQsZ1+1NecXzxty0N2XPNk0ok3beu/NbcsJf+Gsx+Dve+UkuLHXVx+56VIzSkDRr8tiRiCcO59x5f5vZMOOKnRk3XZfw2tsnvOrWBIxti2q2cZOkJGhB5sBfBpI+g/tnw1DuqiakrRtBaIQ0pIlhOLaMfvy05H98KmaYKh59usHhUzGLg4hJHkEQgQpRM4pICpoKWsrQUNhxZsoVHinL2lEobNLDB3coiZwsiSOII5xrYlPmYaCJwsxlRFOajYSLKzmfvrdDtx8zPysIyobrCuTTj4KstJf9nUwUGzcoXnfHmDsfHHGy22YUSitTAggzQ5gWnrXz2GVu7UL8WSey/BnaBN7PsECPckUeKLLQjn1I09BaqWFKO0p56U0ZL7x+wptfPuaZU5LH9oeMEsW7Pt3i2PkQhGQ4CsgTVZRvYoJi6Z2yjPz0bQ3ggNGI3CB0IU00zXZOGGqE0bzqtgmvvX3Mjdem7N6ZMRvCxhkDWpHloe3iHz4pZPNFanjxvVlr8zd/9Qy+eWH2N4a95JZUBBCJUtxfGmou5TnHlnPufdLw/k9nbFrIMNpw2zUJb3/N2LUgwaZZza03JbQbbsUxosyBrb3mohzO0x0KHns8YKknaTYk9+8P+cgXG4xTxThVnDsfoUVAakK0CCEIEHFAICWREjSkoeGAHStDrIytAQ+c5xtUzB0VfZkluJXr0RQle0ehJoqKAq28ZO8oSlEq4fOPKD705Q4qCqzdVtPfl2fwwguvutEV43HIm1404sNf6vGuz80yyBq0nQ4PCx2eFkkZU3YLCSFLgNkfJT2t7wFcu9EOgWXyMFBkQUCQ5RboKkcpO0h/vpHxomsz7rg2xYgJb33lkHFqx7n91RdjHtgf0YwFiz3FY09G9IbSqSTBZUV5ufOEbQ289daUjXO5bXrINW9/zZhbr04xGjYtaBbmDIEtykDnkslYeda0BD28Je7M/QbwA18Vg19Y6rF5oTPzY7/y4WsniVHIEGRoxT05SA2BRpuciTZc6GourNqhMc+cbPGRz9s70eSG2XnNC25J6DRtCeW66Un/Vneuw+pA8eATEb2uQgbSzkQxgWUmEWDnAgcgA6SUhFJYMEtDLDWRtECIFESqmtFnQS6qhofANgIUjcc+uC3Du7LasGDw3Dsy4iDFmIQzixHJpEE8K4lc2lu5qrxaFlNQkZdnnZbd6VqRpCHzHcWujQmRGDPKYkaZoBnYIZhFDUmR0FLSL2+V5c+yP0O65I+usqdau57JShplWe7yBsrtf5SRZjkqtbmEQOVImbFzo3Yrhub6K8YkZoQMNN2u4MEnAlaHElUqlnpQXbvSrg6l3dC88JaU2XmNyezK3lT23NnvHpCnkkRLci+208ZZ1NqAyZTOh9e2t373TJ6u9FQ4/+wAP3JqkVPnV37h3seOvfJ8d4QIQutyCFXXS/gBgb0zM6PpFkuQ0vRWDec+3/Z+xfUA7qfG3MURAl1MCMLVnApVBTlSOiurALVLO0vcxq2Fb+w9B66TXuG23qMEt23rUkQO3FFAWWJqGdyxeKCJXHY0DFPiOOXUouZP72xDENnpXNJL8NTAVyeygl2LIaEWbHawTpKGfPvrRvzlXSOevtBhkIe0Mrspra0CNFUnjipyAl6wV5zLYqXQ0ivwKg5d1sIEgSLM7byU0AFdySppZuvG3Wuh3cybnEAYhMnZ2NJ8/Us0iNzJTEAU+2esc83LGiMBWpGndmc9Y6ykTXHxm67iOE3duCiduXxIOjzwymx85Bcw2Q99RQb/5T/5DFLK6Mix87ZhVjnLqcxMKRf5eutsAfbpIEIZ8tAD97r4LtitAHg9eBFSli1oSkAobFo5FlYKBBLvuWiq9QqJArw5KLid2aqu+grgspQtcWTKlrYo0t7gnIzQsXcUpEiZcOK84FKvgQgCYklNnkj/1/Iuty8dasBzTkeShWyYmbB764gD5yeM8oBxDnEuCHNDmDkdnlE6S1UKXdU6FYrYzuYoTK1O30ojTZBrciVRQbF9uXLFanZbGSWrQ0iNciAXxc9Gu83DTOl6FUAvHDD/9y/ds+ImrD1XpoSfQymC5vqfYQl3eBpx4c8js06+Zy2DHz5l7azJiNkQt7moIMcz5xE1bxMKu6d6rkD9bLIE15XjFdYLgaRKEdupVBAKQygcaJ0EKF6Xnzmyr0pBKRtsIyUs2GvglvY5KoBeBJ8O3EX3T6BLiRIGVp9GUUpGyse+1OTCpSbhrCLyazh8B4UpReqnrr1KyyLpM57YCbZvfPGALz0+ppc1GAYBzUyTuHS6kt5QU1Fld6vOoSLQLGqACuvQzVQxkCv7MwMtyJQgyKXbxc7W8mQO6FUyTZcJNim1l3hzr6UPbmfzlnvFGI/P6+aCD/Dy9VS223+P91prQ5rnpPmpdQm0BvB3vvtTzHQaL/mzD3zx9qXzOSoojHq79UfB4jbVKkqj3jfziwTOV5rUUl6GIlkgQBXPwhBAabUplzK2800qjasKYEs7YL8YheADu5yDorD9iOsBvAg4C90dFLLEOL1dryWPwpQoTDjf1Tx8uAlBRODkSeAVKBXZPjGFcHvRvKq7sgZalp54mobcdtWEDXMjuisthpmipezOGKECldsBSir1AY4FefmD5FSlpnB9k64YTtlK0FALciXJlSZXgsyB3C9eK8ohypF8HqiLkgmBdiB3gC4z0caTaB4KSyZ3iFgDdqbYusqI11L/RhHJ2dvnt33dSy4cf+M9W/Z8w/oAT5OU/sB8vSS/1eQJzSAoN23SeHNJHFM7UVKCurhgbuFYJ7hgTQuUdHd5AfQKHKZk8OkSzqCojXA14EWpp5IVsJW0skSV3SsVsIvmW8veTnMHlHq7sAQtY1fgDsvqxBRByke/GPOlJzvIOCCSws7fLisI/fksfh11dZn9Oh1dzgBU5FoxGofcceOIb3hpn9/7aIckjxnkkkZumGS4lcuv+tNOzumpG+pyTA46kFX3lQN3riRKacvoUrrREtorRfZrgEwF8lq2uWDyYpH2ZOp02YLP4vgLvl+I5xXjTRXr2ZLjHBFya5aOvl7r9J51GfzQ0dPMz3Ve96fv+/Q/PX/hEo3QWj6qyLp5jFM9ixLs5Z24pqqszthFgF1WB5ZLWQWGitUdyL3RBgVz2y1Iivc4Bqdsw6qxuOuGCVUd3HacwhRzu57NyLW3hUHRcJB5R0pCyvs+N0NuYlSZvfQDzKqvsXA2ahqcqXY9Le10qLwINgMEIW9/1ZA/+9iEVZ0yyhuMckGYUbK4lAaZibLozNqF0+unpLImhQdyQR64UQ7KgTywU3+DXLoxe7aC0WaP6/MmlZtQ69cJFbUqZVNKCXRTAqB+m9fLpH1wV6udB3gzDXwXu/SWaM4N/um2va//wqB7+s727M46wJMkZTSaXNXrDfd1e33iMLIXoACzv9RBDdiXmzI1/VgDck+elECfKs8stfiU5ixA78/2UEpUWtxV3NWG3ThgB0pUTkppB9qOe9uYbBxzVwFm4LF3HCY8fFhy6GwDo0KUlERSE0zXaXgCfE1pqTvKLhavfr5wVNIsZN/2lBuuHPDlZ5qkKmKUCRoSwtwQZMLJN9eFkzkdjrRyofYjp2vy603flbti612KGZLKSb8K3EUtkHFlAgWTU64ewgM3opiYZVgv4XW5R1WnNM3wHtC9xpk0G5Amw315NrlK6/TONQx+9vwK3f6Y3mCEKkaeeUuG3zldXqMaW3/lb+/nL/3C+RrQPXCrsua7st0qySJs97yowG2DTFF2iwcluGUN4P7wH9ttTwnsMltZMndOFNjEju0KSjGk/PnnWiwtNRFxYH13/yacrkHx73BvBSyab/067tKb1oo0Ddi4IHnbq/s8fHiGSd5gqCKaudXiRTmrkjhwF2uFdp64Hw152eTiZ5YdWP6oBvs9lPZmumtTJpbstupOg8tiv6NCmsiqOaKMCerlF/aam/oJWUODplbKUesVKMFdPRdBZ54NSceXyLJx+d+WAP+1d34YpSTLy6tEkW1srf5xr5TA+6H1r/aV+LteXukXIJXPPqB9Fq+NF6sYW/oMroTH4oVckaigDvAocAOAwmLrQJfhDAxhmYrX7nVeOwJlO3eePgHv/1SHiYxQUrnsZf1GnM5gTt/+/nms63CnxXNFlgfEecDbXjvmjz4x5PGjTVIVMpSSKNfOPRLI3Hjnydj2MuGvqdr9rPq+RT6T5zZ/V05FCPJirIS2Uqjs2yzmsojyhs6m9HhVR1QHeDn7UHxlrFTg9rW5qOOwLPkACOktHyAdn7Vpfx/gR4+fYe/u7a1//ZO/uXdp8VLpTNS+hveP+c5f/e/U0ezX2UyzNuto78tLFFECZ3ocsvQYuwgyi6lNQVBs8uq0t5oCd5G+D4vGZG1nhpQtYkVPZ+aOFBUmHDoT0E8iUIGTJ2aqPHb6xq0jvD7QaMoLd904VeInoB0Krt0x5vFDCbmOGemIRm5rtgOnwZWwG7naxFLBlpoiyKyY3EueuPRFUA42tZ8VA1MDjesgMm40n3HjJSyY86K7vzQAquCyDDynrvd6AK87LFMZ0BrWPLB7wWjxSBNNs7N5700v/JFWf/WHh525HRbgx0+cY3Fp9bVX7NjwY/c/NCYM5Fq95M0CxDiHZyqgrH3p4kd7/870jA2Bzef4QKiAXfUxKo8VVW2oZgFyqhpp5YG6fO2SPArnhVtwWwBXQ4FCX5747K1cX2eUsNzX/D9/0WFp1EDEoZUn0tRWlWpwzrMLtzKe0V4Tdsng1lHJsoCZVsAPf1Ofzz48w9IkIpEBIymJXA9lNfLBMbhfTy90WUZr0A7cGoOk7qwIx+CmDNILsCspHINbSZSXLooD9VTvpvTZu7zRKwelNov8MitcDVfTxsU64AZBliVsiDf/2NKFA/dk6fAvwTH4Aw8/TdyIOHTkBOiMKIoqIK/zQ435ahR39R18sK9xUTwg+MDwNy/1pUnRIVMCWwqkqsaPKQ/UgZQETpIEJcALza3LoDIMdAnuMCjqL+rsHaqUKEp47+dCnjrSBBkipSQuSmM9a7PcI979kpetJqRi86q7vAJ5pqXb5Cnkpn1DvvGlPf7oEw10EDOSEbEUZdJHSUFaC+jqTC58Jjd1j7mUKgqUsauCNsKCu5gSpiEv56eICuC1INP2cQpZB3jhiOFd88tahtPyxUkT34FijYKwf57nGStLJ4GAPLcbQwQAzWZIsxHRjIPSdcALKKcvzFeF6/rNRWGWFX9mt84Q67J3FViKis1LhvxKAJcVwJVXQx24upSQUoqEqnJLQm84UKW5LXuHgZ1atdLV/NXnOyx2Y2g496S2ydb6EqX4Paeuyvq2XTmVwFbPWTclYH5G8Y9eOeTDXxqzNIhJVMAol86eFM69EVUztizAU+lwY6quH12yeWEDC4LCWVHutXTv3Tjs4rz7IBdu5zxZ/nwqHS7NmviqCjjFVE6kSJKsD/CpU1e+qZSEs1hNiBFx+feCJ596hk0bF/Z87u77f+Tc+fM0Y4VSXoT61wW2+3m14Go95kbUGVyIZ5Uoogbs+uxvv8PFDnenDu5iZ4OCuZXH3GsYvBg3UY2cCJTNXB47LnjmRANNjJBB2ZxbVQ/68YPwXI3qhEwnxHxPt0rZV46K1jbYxARctzth37YxSweamDyyLJ5bmRJ4Lk4V3Ik6YxqrySsmdGxuKp9cy2pOiR/bKG1vGu127igTWrIioxLcWpSsXYG7aK0zZTlBJeGMRwL123IaWxUe63/PxjERy4sXWdh844/sueYlj148d/h4oLVmPJ5sFZjXra4s04gjW19iqEes/r+2niUgpr7IlLbyg60C5NL9orWh9d5JK97LkrnrwC6fFW4UsO+D+4fb0lr54PZA7varD11paMHeyr0PghSlUj725Q6HFpsQVfIk9KzLtZJrnXM1RRrV9CevuMjf3awoo00CrtyY8MY7hjzwdAt0SJZbLR7mLrub16VSCazyAhW2obSJu1KieHJFutdu0wIti0O4bWlMuXrm0lZP2+tiymtaJnxkXXrideXXA0+xLmYue96m7oAijtFGMlxZJcvM69J0sjXP8+NBcUGUsk0ASlVDMP86zD19m1XAru7LaQAUy3fhgU8HaAWgxTrALtlcCa8J1wO3m09YbdvBWmAH1YCgcsRboB3IMytPVEqzlfDlg4q//Hyb0TiCVkAgBaGoS5Pp7+/fzJe7UDX9PWUZ+r54mgXMdgLe/Ioxn/jSkPsPRph2yCiPiQTljabKn1+xp7euliA3tWVfVzeYsmyeS6vHtcfaRVCvZVEeILydIYQX6DqS0sLLaBarWjECBE+mrE0CiTUvKlCviQs9qTdJ7OazxVaUQZKmTJKULM0r7ebvErzOHbMeqKevYaW3vjp5Itd5XUoRUYFaKm/3BiVcbUoF7grkRdmsIQiqEcqB24QpUHWghyVb20MpG2BGUUKa5Hzi3hZPn2xBGCKkcqByc0O84FLIqZt4+ny4c1ll49xU1qlJYOXEAs8uTJKA66/IeP2LBzx2vMkki8hlyEgropyp71J44UwxuIuvpr4LqrjZNFrZaWXGgJECo0CaSo+XK6oEqb1ZhrpaNeR0PDJFbHVs1KcoTONoXXJYg0/hKlsFxmToPMHolOA97/8IQaDodvsoFdTG/E6zzWWwvS7Qy6XHY/Q1mpt1AO4BumLxageCSpp4VmHJ2AXAq8mppURxzG0Z25RMHZTP1evQBZeBSomjhCdPCO78UovhKIJ2iBRF5SCePbhOFtP7Pf2zVdSiFFFSfZD8VMLHK8BK0pBOJ+H1L5rw4bvGPHY0hiBirCWR0+JK2y1kqroQEDmlPLCjWkV1RVXl5ASKSrpIy+bFqlIE+dpYsEtdJdqErnZrK1cwXTF7dS5MJVeoA34azGINuC7/8LEaBIpTRx9h8fwhtM4JLl5cQghBlqW23uByqbfLIFtc5jPhvaiWp6/A4tIDu6+5S5Bbve1nM5VyFYauotC2c7nXgT8ffArc7giLKbSuwD9QmT2ClDBMyUzOR+9pcveTTWgEIG1Dc+iV8NZKY/3Df3OZC+NPYzXFBgC6clRyLWtAn4xDXn7TkDe+ZMhTJxpkWYgRipEICHPK7yTyisWrr7A+k1c/36BUwdyWze17Ox670OGl318werHaOgYvh3YKsT57e++rCQpeiCnWQOqrBrtAMhr1SdMxxhiCKHIz7oRE55Sz7r6Kf+kyy8nUaK/aL+YFlQXAvbYuf2eBGrBrUsVP03uHmgK38o6g2gS1AHTogbpwTqxjYp+VSonClEePS97/uQ4QgQwRQhGWyR1TFlfVbU5RnovijNQBRq1ArWJuT4MbYXfEUG70Q7lPfIAxAW9/1YhP3zvmwSN2kkCqFcNcuIIvB7q8cCy8OpDq9sIu58ayuAf04k+VA72Wbj+fIijWXmbZuJ9lPFBrb2Cn9G7+WgLMCzB9wK+Lrct45pd5pJnECIUxmiAKHWsbQarE1JK6FtTrvl2HuddYQQ7UVRvXOjsJCMfSQtgTU2i7gjlKR8UDuWtNqzabsjs7VAPwK3DXWNt7LhprC6miVEYYZqR5xhfub/LE4SaEIUgbXEbCeJNj/cCqvolTnbzr0DLei7IBwqsRqVUX5hKtnKOSB0ySkBv3jXn5CyyLj3LL4hMRMdYQ5KIK/PLCLnTZudy7yS5XPGfsuTTKII1AGWz20wgbnwmQRlRSpZSWeOztrqv2b3xvrrvng/tWZk2be7j5agnXaHsdchc0B4ESSGn3F1eyKPE0X+nfKv9PeP96XX/7fqeo/WKVL1p3TOp7xEzVnwjKvXfK3YuL5ttaw0O1dYlSU+D2huKX7onKUYEHcCdRoiDl0DnBH3+iwyQNoRU6eULZmqb8XYLLG7dayWp6Zfph6kD3ZYq/OYA262nxgHYs+c7XD/no3W0OnrE3X64Vw1zZKsPcJX9c8kTkbixHCefqlS9VwLJxccNJp9GlNhhpr5GRwgJce7FSweS6csTWJvDWbhpWB7aoA/yvwdoFoWhtfXhcw7L6b7/4S1sCpf7vEydOXmeTKhWLrntITw+LKZ3s/bnvU9tMmy83/D8rxgG7ZzceuATu1FGMTPA97vI5qHS3dVDq4Pb36qmKqdzuD0FaNjOEQUIuE/7oIy3+7M45iGNQDZQKaClDUxk3joKywTn0WuOqTKqfiJJUk2GpBahVLFHZjsVNKySu8bfqhVTSIIxm19aEM4uSh56IyISdPKCFQghbSrte3FMHjSg1ifDfe/XXmKruv5Iv3l5K1MsONNX873UP/7/xAuvSh6d6LksICmn0LP+u9v59MFx3/XO2Pue2Oz4TnDp1aq7f778hyxKiKPyqloPLRbuFrvbvKLyTXMkSX5L4GtwtdT5r1+rATU17yxIMlSRRnvZW5U4P3kZUykxJkqJSsGDvlDBIeeas5D2fbbn5K5a9y8794ucLauOFpfd7+4Gm8N94SbQaOLRfG1LNFSwGmObF9N5ckSunxfOAb371kA99ocX+0yHIBCMk4zwkQJTpc+ukOHjmReKngKonnYxxXVqm7AUwJaM7ljZWthS6Wxr7M4x2/rh2AWptda6z+bQ0qS14Yi2mvlomL1bOdJzS6/ffcO7c6bnA6BRB7nbxks+a2fH3elwDdF+yeMt03eRnrSzxdaysv/YBbrtICv3tvS6AXFS7FRrcA7edyKrds7UDldKowu9WGUpmKCdPcpXxkXva7D9UaW8ppPW+yw4a1r2Agun3njtQwsp/XW9Arnni3kSqQAtbmyKrFH6SBlx/1YQ3vWTAkffEJLkCEZCLgJEQBLmz7wryoXBUBD4flyGw00vGCJSpCj2MtN9R+awpTJXiF6ClBb4uZIrng/tg91eUMh5jLdDXSt71cbfeI01hOMwIo4QgCJRrxLXlpXZIpqll36vaEu9iifoP8/etLG4GMQ1076JPJwJqgUoN4BVrF+8L1i7AHkizhsUrJq90tyqCyGKLE6kJZDU0X6mcMEw5ek7xmx+cYSxDiglaVde8W0H8GmhfT36VNmttpIzzwplerrWvwUWtPiXXAVkeEucZP/SWAX/xhRZHzgagUtABqQgZCYHKvTJWP9icAnnhzRsgKG4495k09pwXbC5N4YnrGptrYW8oLQXCVKvHWjPBAd99jWLlQ6w9fV+1R+45QGnu9vXRkqCowCv04tqB9HWGXnMHlUuyKL+gHzCsCS4ka1iv1twgfbD7TbxeA3IJbl1JFFln8KDmbzsw1/xu75CWxcMgoZdofu/DM5y5GIMKnDUoywFDvu9dvob6DTy9aj0b0PG1ZTW5oAJ3oUFleZTNEFKRZwE7Nk34vm/s83N/HNFNbUBgjGSilbUN86rQiVxQKewK5NX/2z9R7i5085tKVi/Y3Bhbf1IyuLHXyTiPwhlzjsEvE3C6E6M9Vq9haBrY0yCfOo8FcWSZ22dTQ1mLUgR+l1co9RnQFd5F/cuVr0VtKQKmPNEpcEtfovisXU1pldJrmxI+oD0mD7RjcV1KEytHtCdVCsbOyudApQRxygc+GvO7fz7DRIdWnghVypOyqXjKEqvpblHEIlMscBkWr9jHy2iWoC9S9sbue6S9UlrnqmQ6oBFk/MBbBzxzIuIPPmK1OChyIRlrG3DKnJLBqwKs4mIZDyCVXWnBXUkWYxybiyqws6RjrH1YS/xYGVP8rALQuiA5pvW4qOMHD+jrLIrryZTi3JUbzBoIqt/TAnzqRl4f4FMgL7+g96VqF94ljy7bmubJjzqTGy/IdFt0+1sGKt910JU8kQWYPSaXVXVgqbvLZztrcHkF/uKzLVYmBbgtwENptXcg6vKk9l0Lu2y9C+KdOF9r+xeF0gnw5QluPp+og9tpcaUVWgdkecBslPOW1wz50D0tlvoKZApakWL1+HR14VQ0xeWY3OaBqqRQUZ9SBJvGsXgJ6EKHG9ZZqe2HViU5KQPVDbcOlmpafBp765GG+78Cg4GQ9Ytk23XWrgX1O2lab3sA9kE/1Y62bkAmLwNsUZcmNfaWayVJ9ZkP7rwWYBZBZrHPTeCxd9jK+OjnG9z/RBPtaW/b1FDIk3q9ifQr5fwLIuoXZ13N6AGrPpbD1EpotQf8Mug00m484HzxLA8JdMYLb0r4hucP+dOPRaASEBIjBBMd2EkJ2GrwCkTGu8SeJvd88Kr53OnwonZGeoVi0lag+tfPGHvDGw8DuogFCrYugVgx/GWZW6zFHeucV4FnGWobT7j7U7glQ9T/O7H+62lwrydTpoFd3gSu06PmnMgKMHX2NqVFWG5U6oFbSkPgRoxJ6RwTaZyu9iRJ4ZhIT6JI657EYcqRk5I//miH8/3I7nct7aB3Jah2bJiKF9bobt93vswFmGabMtFDxexrpjf5m+h6deJKFs92+5Mt7Zzv+oYB9zwRc+SCBJECCo1kLKS3iZQFVQHq0sb0bzifz8tsprsOPpsL+7oAcyFbipXZ/lkx+72QKb50ofaay7E5UI6e8KTxWiJ2ez653zOokjR1TTR9p9TuqGlQe4AuXtcA7Z3U9W1Bb8mXpg5wYTV2fTdj41mE2pMrxeu81N4FiwfFOGCVoWRO4GzBKEqZ5Jrffu8Mdz/ctL1tMrDaW0rbtSOq+Svldy1WFv9mXofJ/fPnX5C1GczKtaj2ePfLZ/0yWttupgtHJddkMkBlAS9/bsL3v73HT/92xCSTNgOlJZlzVaSL6IoMIoWzUn4x25KG9/3shAW7AhRFWVI60EvjAkxR3gDGsbV1VqoGCOnuqapcY62kZep81nD4FbFpf5Z2zdPaGAKbYHCI9yUF1C7SGha/TEDgP+Mv4+swX7WZqydTZDFIxndRtBdk1g9Z+uDVBNRacFnKEuuW2IGSWcngYZTxuQdDPnR3i0kSQjMotXfJ3kXnek2erMPcHopLsHvJr2n69gubqqmqPrjBFO2Dul4rnmuJ1FaqFEDPsoBmK+MtLx/xqbtHfPpBZW1DJAhJKgJGBel4fOfLFbvbTF2T28IrUzG5Y2YjQbnfr3hfSJMC6MX1NUJY5sa+LgqxfJytwV7J2uKrVxLCskVx/oOScWX9wk0DeJq5p6VIHeRVh0bpNLBWngifCadYW0jPsSj0b7mfunNRyuROMQlVl69L1i4OVYE7cOCOwpTVgeGj97Q4eK5hpYmwJbGi0N4Cb4KUWQPucuUpf38f0M+iTwpwG8uahSVXP0QF7jXDgaoaFSkVUudIHZBOAq7ZmvINLx1w//6IbuLSr9rq8QRFsQ+ExHnjtTLa6rsbbHKnvCHdrBzlWtoqNi+kikv4CFdDXgLdK9sVLn8kikDU6/4XawFeVkPWcCgKSqgTrrBOUZW2d8VWfgf6mjtonSVi/eyTF3CtE1wKTB3ssgg4poPM+syNCtx1LV5NPdV1kMupgLJI5PguirSd8pqcP/lYk9/9YAcjAut719ibSnvXrMG1QK/LN1E7Z5dj71olH9P6u2Dyta1s5aa7WqNziZbWF1dSk+YhUml+4M1DDp8N+d0PBaRZBXKNYCIkSheDJBy4/da2EtSFrrCLQPkdSx1OBXRhgSyL/0w4qWKqERO4GMA4AqwDv2q1q0jUH31xObauf2aEIcs1uTZ2uD/CTggtpj7VAO2DeM0PMOsw91pQr5UnVUOqv9+8L0+qkbz+ZksO+FOOiSzArablSX3PeuX2nrEaPCWMUg6fl3zoC20GgxCaai17lzXfnrMjqgRPTZJNvS5A/pU4vJzS5PvfFFpc1NwT45oOSqBLbzNeabW4lAFpmtNpZ7z5FUM+8cUmh8+5pIIdUE0uBCP/mxbgNhXYTQlq55bg6sMlbjOPwkkpUveWvZUDayVP6kA3vqSbwkddEXgtdx6RFp9fTq5oIM81ea7RWhO0mxHpJCAKbQXb9KNiIlO7kNS+zLODGqZT2lOTkGrWoCnHgSmPxYuJpkrZwY/VYPbCOdG17TakJ0ukdI6JY/IgyJikmk/d1+azjzTtcHAZWoBPsXe5aghRC4YrmVVPPxcnSXwlZNcJvQ50v0pOWxuukCnGbUVidbeuZIqW5EKicokWinQS8JpbE17zwhGnPh4y0VaHu0ooMgImwsoNqXHOhbDLhah2n1YlnxaOirtPBCXwEaIie2OvqREu8KwB3fnetXkpXpM0dfCX59Hg6XDPYfEAWuh1YyBNDUYopIwItu/YuWr05BPtVviP0zSvkrhTert4Wo+1mQY2dSBPuyhyisXry341f7oCdgF07TG69pyTuv5WZfo9915nSGk7dWSUcdeDET//h7PkJqicE6kQQtp9gESVlq8zuPc7SdZl72fzadcgu2BApmWKqckVTTH1yhVjiXU0ubTeuNABWaaJopwf/+4eB08H3PWAREfCQdb+AqlWjMAz3IwnS9bR5KUX7lZbKslSBJLGuPtIuN59YV0644PY+EV2000QZgpnhdzzNXfx90r0V7+BMUgZ0mp2PrFz585V9dybdwxWVhaPgPn+PM9t1/pUvUhZrlqC0jGyXKtPK5sP1z/pJ2mc5FD157rt51LvfpVg7dDVZ5cBty9VglpCx/Zanl4W/Pwfz3LPI227KY+07WjIkEAKmhJiaTuFQmnW1m7XDtcoUg7JqQ8jKmrepZpqmPbOW/VeeDe9mTqvHhl4A378hos1uy0Y2LghIw4M9z8esTryagtcmFlMEa8qDi26RA34/t1afbZ+WcfUkFa/qIy1pSC1mfNTpQvV6+JeE96/NZUNLlY8o2nEMZcWl77rySefPhjkTk9pXWUNaxmk8q6pntcNLmsB5rRMqUZ5+R6yz+bT22FUdqGpsXahuUsWX+9QfmDpSmHd6zzK+eMPz/KXn29jGgqEsugUgWVvr9+y6m98lo55n31qXlYdF/7HZYKnTuSVTIFaoFmfX+iCTGlqWtwYXdWoCIXUmlwEyFHOW1454umjIb/wzoAkzrxlV2B0yATXXeXkCbnN1hiK+nD7LY1wlqGokinWVXHaXNgkjizS+aIquDIOK1WyfEqamCIPU6Tv6zGerxrKmHi9c1t67QYtIAiUpfrcufjracf1AO1/Pp3E8bW49P9sCtglwIsRvLICui9VKmtQuyBzCuBKOwAXIPfBnSO92pNPPxDzhx9vM87dFHxRWIN2E9NImJr2Xjc17wMdpn7vKflWY7+1D+OCu8J7XpPRxKwpoTXSy2xKz1kRyiY4pCvOkppcB8Sh5rvfOODexyI+/Yi1CwtvHCnQJmCibTtamYrUUzLFSwAZYf1vpEG67TALR0W6f9rowh6kArpTQEKCdLkXKaoeAuOQXsQ3FdgLvFVBZ/ls6ufVGMhzQ5bb7xBEoW0yyqXbbmA9gK/L3madizutw78SsAvtXWfuGrhFtbOXqulwH9xTEqXcuLQ4MlSQMpzAz/7+LEfPxJig2i25rr2rza3WTeywFsTlZz6Qi/P4LIK8vkPGdEbTL77y9fja2hQtXcWhrLO4yDVCBMhEc+WOlJ/8Z13u/dGY/tj9Mrr8kuQEjE3xHdeC3LonomTy4uZULqAs3BVTMHRZTcjlgS6qv1M0Mxfn0we7b72uPa2mdna1MUwSjTaZHRsxv7CAkorRqM/q8ngt00wvD6zP1OXf8ZaiYoxunfmqkWJ+IVUhRcpgU1XbZFgf3AO2A32ZvKklc7zded0W1EGQkuXw6x/o8MiBhvW8ZcHclXMSCn+QppkaIFkx93TJb+WeeM3Ul+HrNed3yjmpGiCoipmMLWZaU20oLIOXQWfB6LlEC3fkykoVrbntupQf/idd/vt750hyCWSOuay+yFFMdKHF12FyBzQlvCynsBv0mkLCOLALXfjhgDQO1FNAd+exjCMKlxIvM1yyuSmLs3A3xHonOcs0Cxs6zM52yLOc4Lm3v4G40eLUiad45P6PI1Vk9yKkChcuZwXWPqsxuqlLk2lgl6w+PVt6rYMyvT9jxd555YX7SZ0p5g5URtDI+cx9MX/wgQ7dUWg9QOd545p0C/YuspZl8Cfxvh/eaLZ1ZhDWwjJRvq9dh3VYew3ea0A3nrPis3ax3bXx9LhjcmFtxFwqpNG2XiVTzDQ03/vWIQ89FfOpLytoCcrCEYekTEvGFDFFBXKDLY2ltC2t510AWmrH5o7JC93tM7pkLdCFAJMzlRw0ZdMEhTPjg91ZkWuSPAYmScaL7ngetz/3Fnr9PoEKAlRgp6UWGkdOax3/B9cYfTrAnN6fpQ52H9gV6KcHqes6yAvtXZMnFXNLT3PLcl91G1hKmSGDjAPHA37z/TMcXopcutaytn2WJXuvaSaelii1c+FLkzrjiPL/1nkUsnaqFqVi8SqxUjoPTKfxvebk6UIso8tNZUUhVYRByACZGvYtZPzQ2/ocPx9w6IzABL7AEiBDcgfydeWKsMAuDOoi8CyEs5UplVlRgLymv6eALoRl/DWS11TEWTC78YFeyBlTB3kgFXEYMglCArerCtoI0kzYHlu5FtTlD/GZmmJZrlgOwTqzoakxdcXWU8xdMrius7nw5InS7v10Mke7KsFKmkRxxvmu4GffOcOHPtfChKpKxztpsh57V3Xf0z5+HdzrJXV8Rq8EYx3wNdaeAnvx2VpA133xSroUnxWdP9I6GaJ47YLPXJOhCaV1VboTyY/9suLCqoDYp1uBISiZvJIn7kYrnp0mVy6gLANN4RhemJqDIgvpkrv3hdvmOyoewAsQl+fTY23hsXql0QsbGqSyAbOwjRmKQMXnszy4M2xssINTqDSy3xOpPM0si0o+rwBqvWo/vyGhVjviAVd5HfHlv6OqdLxShQzRJcjrBVSVayKlBXcYZCRoPvKlJp95oOVqTQpLUDoGL9jbm1PisbevudeUxXqs7gN7TQgj1kP1WrlS0+AUzF3s3ePpclMvoy30eK6LUlovtW8k2ij3mX2dZQHCSF77/DFvevGQSGS2iVF7h8kwRpMZGGuYaEGiIdWCzNiG3kxTHrl7n2vrMObFvptulclN9Xn5PneHwdaN6KIX1ft7xWv/MFUpbPnflFlfzY5tG4kjdWerGZ+PQoX6xV/6Fd70xpesGlg1Ov22Qf8iYSjLQTR+kkGUiRxvjxa/GtD7+xXoq89V7SZgqq5kut57KlPp3SByCtxSVhlLG1Rm5FLz4bub/OffmeXY+dg1MVQJHWSAkIJYQkPaQfaBwG3N503NKhosVHUDVCPlqm1V7OeSclsVUR9+ZFsCZT1xUzh104d/c8m1K0mt48ll9GRRpTk1raCUlT7bacPCTM71V2Wcuqg4dDKwCZ+qLsO9lq7MtdDk1bMXik7dyd6q5V7UZ5HXFi6vuWIq2TOV6PH/3jQxFD8/yzKuuXoPC/Nz//rAM4fve/WrXmbLZUM5QUlDFCREoa4aDMqTM73XSv09niSpB5d1re1XD1b6u/g7uiZJ6vrb1+BFbUkd3FZzu0rBMOfYouQPPtjm4JEYOqqUJDaxY5M6gShswakdir3qxjW6cOooL7moB5RiXSavXJT1kj2WtfVUwmcq2KT+Xmt7s2ktnSwRbmyDZXEhJLkAIbSdemUMuQ5IJ4br9qV891v6PPBExPFLxd2DF3SC0YoMydhJD9wIN6MNSFC6ENhWU1iVY0sLVKG/hUvji6r4ajqXUEiO8pwXPQrl6ijKwHM6DrJxgCFJDf1hRm+QMJ54m1Dt3H0tYdhEyYzeylGEyGsivr4d3DqA9//OVGDpA1tIP+Cc8r99/e05KNXW0ZXOlg7ksnBLhDscey/3Bb/6ZzN84ZFGVSVYZCylDSylxBvkU1mDxe+5ZrDm1Em9rFW4VqV8xYeZorVpdiv7NbG614gqiymF64eseeMO7MIgtD3/WijXKiYRKLTQ5EPNK2+d8C++vcd/+f05Vkae+DUO6E5rZ0UA6Z7tjWAqzY3V4spVINoEkKmswlLiizLRY8TUauP541WQibMP6wVaRVKy+PNcGwyK3buv4NZbb2QwGFUAn53bysz89k8dOfC5n282oh/L0okV6cVqxeUCzTqo17C8x95Vs4PX1CCmAe195oG6tAtV7tjd87udLJGu3mQsDL/9wQ7v/ECHfh66bKWquSZ2dp/XrSM854Q6iOvFQI5JPL1dB7MF0Npl+iuDu8bOXkbz8v2a1cat0nNVhGcjCm2dMWmMsw8lQiiE0ORaQWbohCnf/9Y+F5YUv/ZnM7aMtkgCScq9ZI0OyKSw7x0QqgSPS/4U9qEH5qJJws+L2kDT1jyZMtCcAvU0gRROianwWKyMAnuTN5sNzp5f/Pnbbrn+U8dPni0WIZhd2MHn/uq/DsfD5WNBoFwQNzWWYbrCT1W6ebrUtQo46951UfJaDpEsylwLGSKqtrMS3IUkqYHbBp2ytActyE2gefpIxP/4VIte6iZjUgC78L0lAidNyqP+O6jpE8zU69pqtjaax/tvvhqkV+1qU5ZhEWiWbol/E4iak1IEkrX35agJ4axDVba3aaOs/EgVncDwra8dcP3VE2ReBZro3HvOQRsyAxMDEw2pEaQaMlMEn/UAtAw2vWCxFmhqyPMqGNXePBM9HWiatf9t9eeGLDcopbhwaenYD/6r/zzcu3tHBXCAG257E7c8/5vYuv0qlEhroxikqjRxMXvEL4jypUXNJfGe64D3Aez9HTUN7OpGqCRJ4XVX4FYyIwhznjoa8sM/N88Th2JMKCtZUjK49GzBquZkeqeGtUVVl9HjfmLHC8R8av+q5Iqpv6z74uv73+XOyN5M8aJvsxgYVP196RyVokFCufFvitwE6ERxy1Upv/Fjq9y4b2JnnxUgL4/Ugd2QaQvysYZEO5BrQVo6JqLmnJQg9xwV7bkuunRd6m5JOcBHr+OoeODPNYwnOTfdeC0/8N1v47u+7R+X5zMoXjTb8wRRiyhulAmVioBMebGKYGlNvUnteTq4pBZU1gNMz/Oe0t3SCyhF4X2rOmtbcGv6RvJbH2zz6P6YXHmsXWpvOxWktAWFXynoB78VK0/PHVwzFqIGdm/J9FH9LAg3U8D2EV7OiPRYfS2zmzWSRTrQCy2sJHHbitiGXydTnJQSQiG0IUcTCMNt10/4528e8OP/PaSfCQgpBg46qVL85opcCxLXrua10Fvd7ZqRDa5Z2a1SRldBZpFplwZPi4uy6tDX35UO95I6pn6Ks9zQbDbZunkjvcFwLcCFDJEyPqzC9pG40d6n83FdT3pLcNVtUVlTFvTruyZ+QdX6AaauwF7KmXVkSqG5RRVYBmHOUMMffKjN+z/TZuKKpyrmDkr2lg7c1ZZ76+yzMxXdP2uCpwSwqJ2fOrK/kjyZZm+vPLW4CRzIdQGIGqP7ksUHvAO6sVpcS40wEmGMO6QLQJ2zkhsiYXjba4bsPxHwBx/sMEixJ6wMKt2zg26uZdWTWQS/0jVliEKLV51QxXu/yMo4qe/iSHf+7Tkr458qibrmPAsg15rZ2Q6zM60jzWZ0OEmT8s9LBM/O7+T8ybvvbDY77+rMbESKbE0CZ63GnkrYFDJETDsjlYzxJU1pASpPjqyrwXUN3CV7Bxn9BN75l23+6ztnuLgUlrXdfq2JPYTH3mb9bCU+yKtVSjIFdv/9FGvX/kw8O7gLVPtJnvKz2tti6q9fUVhP/NRHvIn6Z8bT4qUuV7WtCu0IOMXWDZp//8+6fM+b+3RiN8XS+LrcSRWTg9FoDYmuEkKprmvxSrJYnZ6bQkeLemJnSo4UfydfM4S0LlVyDZNUs2XLJmZnOu/60Ee/eOeVe3auZXAApUKCsPmxMOAb40jdqk1OsWWyT+OiYOvyQlaMbRm9LlfqjF553cJ/XUvR6zKgXA/cRX+lbBj+8mMt3vF7M5xfDiFSU+xdae8C3GXFoD8mw0+mwPrTYj2fu5aO95hETH/413zUMpol+EX5wfqpe1zBlXVQhJMpNQb3PHHL2rjnQq5YFkcHpIlh23zOv//eHks9ybs+2oFGweBiismLrylJ8Zhc1mVJWVIrRFmnUra4uVNWjn4rSMNzU8oGiXVOWG4MUkUY5KPtdvNjxhUYrGFwgCuufj2rZz90TxyuPhjHVeBYz6Bp1vrWziERfgA6HSwaz/3Q9f9W+m6KH0CuD24pc1SsOXw64E8/2ubcpagCt5g6pEQ4zV04J4ErGCq1N1UGsPTvfTZm+o1j5yn9/VWqkhLMz/rnpfTwt/t+Fo9c112Vgr2rwFN6k7FEFWyaalKtKQYIJZJtG3O+/euH7NuVQOJclJLJcy+tb5ncGN9hESQGUndkZi2bF0Fl5ZKIMjhdw9a+c6K91Hzx3xvF+ZX0wV//48/c8x1vf13tPAbTJ3Zuww6EkEwmR2AyLAPJ4sJVFYR++etUgMmUFp9i7LoO11SZy7y8iYSnvWvMLXNUpDlyNuA//MYcn3uoYRsoxbTmdgdWmkTC7cY2nQovjnVZu2L4NczusXaRaZu+D6a1u8tPrHFJipPr74WzNoXt731jSjdFTpXTVn9WsbfAgkdo6ZJEsmJwrcoVOTcKXIe9Hhte/bwxP/PDXX7qN2Y5ei6yQSdVMFlnczuDNkOUDdLGrZhG2DnddTavdLuvwUtWNxWxGqpgtDi35bkxhla7yZ59u8vz96wA72x5C1Ko5MLF96H1fhtATgMbamWvYF+zJsCsAF3/TFfva7KkCDgrW3D6vQo1xy8G/MffmuX9n2qRiGJikd9fWRRUWfAVuruc7+2zd+1mnQoya4xdnIcpp2RKe1/24f/h1HXwayrWNOUaXIWf76iI8g6oNLlBamFrR4rRxq4Rovrcuiu2Gk+WbWUF4N1thhCKTEMjyHj71w3JNfzUr89y4mLsQC4sdHReZjRtJ76FkzaC1J0QIwUB3lwVBBK3HYqTKXb7E2fS4EsS13RSOC3Tp9Th7eart/Kvvue1SZpmvPO/fgWAq3ArzVbrR2fm990w6p18ZZ4NqPbS8fW0r7Hr9mBh/ZWMTb3buwK5pqo90SVzK6ERsp61tEVUmhOXAn7812b5wKdbJNJtvSbWP4qMZT2ps9bvrqfjp+pQoM7YovK718gTj8n/3zz8Ucq+JCn/bKoAqchg1r1yU+nvwjbEbvpbWIqiGAcrjNPgIIRytd+QZYYwyPnW148IFPzEr81x4mJk9wov0FbckC41X5CLRpJgJURUNjDbf1oVdSk4YBdZUXcTl8G9KWSg6/Yppj24v2O0Zm6mzc3X7/38dVft/NFhv7/mXE7fFLTabU4d+ngvCJsHhQzzak5K3b/2D+Hr8FI3T9V4+7pc5e6/WQtuWYC7VntiU/FnlyX//tdn+cCn1gH3Gv1ti5DsAJ9i/HHdOamxN14lnscQ6xX3rAkwSxavtPtfK9icSscXQC4BVPvMSoDSHXEdB4WNqGtyhUqLe4Fn7jkqRlfDO4uJtcZlOm15rSTI4W1fN+I//3CXbRvSKrPpZzlrh3a63GrnxDksE5cMyopjSofnuu606PL1lJPi3VdxFOadduvgMVdaHgAAJehJREFUn7z3zl57ZuYrA7x4pEnvh8Oo9Xix3/n01KlaYCmK9L2vp9dmJAtvuzryNeCW5Wc5SqbOMdHkoeD3Ptzh/Z9skaj1fO7K7y7AXc9Ymmdnb+EBdD0HxRPXl9PXvp75a+K7ns1ck9Sp+95Ms7gPaLMW0LVDS4yezmxWAahxg/X9lL7OJUFuePvrh3zvNw4IimLurxLkmbapfRt4WisxdUFn5gWXuaa88fzMZ1YGnc5jd7+/kJKZmdbjK6v9H77cuV0X4Fdc8/UIknxuw1VGlC1PXgmrz8iqDuBKS5ual128FkWwKfKKoddJvRcBpVQaAsGd9zR5z50tJlI5qvUB7T1j0/FK1qVJFUxOsbc7CWtS8/5nBVN7h33vC3RKV8V/fCWgm6m/OE3ctVQ9Feg1hS/uGM3X496e99XOyVND9b0bwNT8cAd+B3Lj0vo6l8Ta8C2vG/J1Lx4hcl3VqpjU+uNr0vsF+N1INQf0iREW6FNsXta0eB54zUUp2dzGHEEgueXGq8xokubf9S2vX/f8Bpc78Zt3vYo8G7+nt3zw2jw5066Y23NA1tXj9YBSSE+PCz+49OVJJUlEkcgROTLQiAD+6u4GP/prczx9NHYNwz6wLyNNhN9AvB57mzVMLdcwsidJyqCzsgdrhVbrgPorgnsqjTk9RqIMJpnS5D6LG+GNayi0deW0TLsqZdWhlm60mvPIqRwWjHUxtFZlvbUwBpPDzftSfun/6PJvFXz07paNHP2Zlk7TV3q84lKDIKOSUzmCEON0uSUVZap2N2u7ewG2YyPjJuNu3bJp8I1vuOM9nVaDH/+X65/jy0qUztwuM+o+9Kubtl+9GAbpZbOZfiOC8ti68q8L77yw/vJKhnjgFiIvwa2EHeIjAvjLu5r8+P8zy9PHHLjXaO26NBGOuQOoFVNJYY2sWkoen7nNWr3tyZOa/XcZAE/74c/qdZtn+XyqRsUfzOk7J7Xxy37KHmpZzDUzxmvsXsgVfwc3b0SzkW6nZcfkieSGPSk//yNd/tHLh04/6HUkyuVkiyHX1h9PjCvWcoye6YLRRemdFy1xeRk/2B83Sgy33Hzd4qe++NSvXnXlzsue6ssyOMDcxptJk1VWzt1Hng1q3TYFQ+N5374lWGdyXT2Xmtsg8Vlbl+C2sgT+8u4m/+7XZ3nyyOXALaekSZXQqRqI6xnL0p+fBjKs+xne59PMvU7xoIf2r16Hrz+vz9vaj8qFqNWLI+oSxvfERZ3FfQYv0vu2NkW7QFVap8LVqWhneQjhNJBXJUMCN1+Z8l//9y7GwEfWY/I1d63E/0tGC3LH0rlx7YJCoJ01KAu3Bft7FE3Lgfv3Ni50eMFt17Bp4+yznttnBXijvWMyGQ/+uWpc+b68/1i7nAso6t52PcGzFuRlICmKgqriva7eO1kipNXcH72nwU/82ixPHYvWBzdT7C29hI4vSVjPOZkOLqd87nXAXgC9eq6PFSu0TP3tV4Z4MUtvjTxhnRoVB3Rq8sPPcDpHpaxCLJb3ylHRLvddpe996SJAy+p3kLZRAgnCKHJN1V+ZGG65MuXn/0UXbeBj9zQpA5rLgtv9UqLa780AKc4BwkqU4trlpriOwhYruq7+QGiec/3OQRzKf37Vnm2TvzHAR8Oebs5cc//2vaJ7/tDjbSXScvoUXsbSfy18nV0A2stY+gGmD3AlcoTSGCX4+L0N/u2vzPL0UZeCF+swt5Q1cEtRsICpNTKoKSBPs3dtxIX3uQ/Y6gYQ9b8zDfhpMV784dRnUyrE+wNRBmRmHZmyphbF+7fW/rntPhdCOIu6YnG0tL2f0tmEogC8REhKD73Q47iSW4mVB7aaVCGSjJv2pvzf/7KLMYI7v9QgZwrkRrtS5enf3oIcY5NQGZA7QCoqBs9NcZ1s8koJ6Pz/2vvyaDmO+tyvqpeZuXN33U27bO2yvFuSZRvhFV6wsU2i40AeWR4PcJ6BgAlL/PwAh4Q9LywBO3GObfIcODEIYiwIeIkB4WAseRPWvtjWdrVLd7+zdFe9P7qr+lfVPXeRdC3LSZ0zd3qp7pnp+/XXX/228n3ccvOb+y5YNGvd8Z5eMRKG+Ug7C8UO+PmmIy4vr2ztuKDqe4PwvGpc1NIMbeVWsJRjWU/srB0j7iRmbukwPPlsDh/920Zs3qXiS5QMoYNLqrsjxnEVwJEV/ioNvT1iOGzGPiPmJK1F0nZxjL9RsNbamaplGIM5iTJkhj7X6yAOIJHY0XXyhNbipMYK0eTayiI5pFTZQLGlpcKwaGYVX729F1cuKcERYaLJdazKSK/kzpQy0ublWJ+XSWLFkGDoDxmODgVYcfl51f7hcGVba+OR6VM7RryuIwKc8Ryqw1uRa5i9r9i68OViMQ/fHYbr0qQD4rBRdmy1zBLToBEhyOhgM9Lc0mV4fG0OH/pKE7bt8qNCJTzLUuLqR5xCnWJvj8QdO3qZZMsT9k7FnsAGPjPkCmCC3Lg5YHdM3QKjgjsT03rgaNrDlXkQRnwKdACSCq9VJkMj5c2yj9vgTqZL4cSUqOqrELu5AnjIISsM82ZU8c2P9eKapSU4hp08jE2F1KwYkhsgsIAevQUx2CuxabEkgHK5isbGApYvmffyRYtn7Vu7YTcKOe/EAR79Ux2I/kd2uXzofXVN58B1SkYwFGM2K5veTWaYAqMXi18OE3B8CeEy/Pu6HD7yf5uwbY8Pmam5FaCVLElivH3C3KbHcmR2NiIHqbmPmLdTZsAR2Voabvxof214S7qQ4eihfRL2jnW4tpZYjA5m3hQ0lxPULg7N1oZDiDiBtDOIWFWUpSYBfBSRKMsM86ZX8bWP9uKqpSXwUESpb5KwObKsKolTKKlyBA10FTkIKYFyCW9ZehZKpYH3/eP3ntjluqPCd2QNDgBeYS5E0AfmNOwXMv8r0bvpTTIYBCfZPpEms60nxHJCQM7oTZGT2H3UxdMv+rjrHxqwbZcP6Y9g44YJbhaztUfY27Z1J5GCUrN0ZpCVAq8tTxSKdTwOdAShDXTK7jb4x8Li2qMZn0gSRtMDUarB9XaW2InpwDPeFg0m48EnA6iUEbreWjzYhIwHm3FQlmCQcXnmKOVNmvHgsQLmDGBVgQUzq/jGR3vxmXsFnnkhh91HAfikr5ElZjkC9EltMxWAUGJSRwuuuWzxr967csX+nv5BtDTWjwrw0W8BANxtxOCxX+wIZcc3eP5SQFaMwaROVuAK2HQwadYx4SySKE5OYlu3h8/e3YA/+0oTtu4eBdx0gBnzogvlrYwGky4Sp45ZiKh2fZNMcyG1nOjt5J9haRZm75BWv5GATftK05M54rvtogeQHmgyzbh2f2HrdjtZGUmmvpHATOWJIV0SJp8/o4q/+3gvPvWBPsydWgXKlK3H+iKMLgRQqeDtK87F5PbWb3z3x+t2jAXcwBgYXDUvPxdwWtflZc/DXLxyc2VoGwDPYmtJgJ+YAiM9HssTSPA8sKPbxWfvacAPHi+gFHIgNwZw67qCMGJNkromMbhh1jjJ8loCyTZaC8W2nmjoMpYpVbQ5cES6HgvS0/dHchOwFDOnLDOE5aWM7MlM2qwfszixn2vPJ+KCQVxoBgeP7OSJLImSmHUcOJBicjCABwKdrSHeff0Qcr7EX36rETu7AeTUl1HHUYuKtNZFwvZBgKUXzsKVy+Y+vOKiOev2H+kdK2zHxuAAkCtOg8f27sq3vPnDIetaHcomSGnbvE1wc+LAiTyVEtwHdu7zcNc9jfjBE3UoYazg5ilwuyy6FCqYSk2K5RA5YgwqYVlSQBhbvzPdx3DRAynm11odZP+YL30GksnZKCsnUGBkmZoILbYGABJ/kgwWibeTWlCkGbsihaXNdQZQpMuNYC3t8SRMLjjCEkNOSKy8Zhifua0PZ0+tRsEo2sIiLFaP16G2JXdzc1MRMye3rH732y/58Mvdh3bNP7vr1AMcAHhuHgaO/Hq333jVBsefAchqDXCrwSQZXDoRc796yMVn7mnAqsdjcLtZ4FZgJmiMvyoDMovV24NKQ5pQcMbyBQTAsPYbg0xyE5hwNjFp7h6fodAOsLL1CN2WWFGY1udpeWKNW23ZkqpYS24GYUsXrsGeWFRMk6LUA9IkClFKDhEABQjccu0w7rqtDzM7qiT9jcoQ05WfgFwAlQDnz+7Cu962dMP3fvri7gsWzBzXtR2zRFHNL0wD9+d8CeUXzw753t+X4VGo7HGGJIAqkSghGJeoSI7n13u4Z1UR31eZONp/bgZLmXZv0yTosMThmxSqJ7mVJEterWcGU1EAZ4GaZWA1S8Nn4X18+E6Aq8CopUoizHXcFbMBHe9g0J7MBNCSuO0Tq4Sqr20EZ6lzsiTGPPkiceIEIo+ikitcIJpXNpYtkfvISQaeHAgDAd+R+P1rhwEB3L2qiBe2+CiTVDddD079IyRHVHCwiildzTh/0dSH3nHtBV96YfOecV/XcTE4AOTq5yLs/eder27+exw391RUE4UMOI34kxCOKzEMhm//pA43f6wVDz1RhwqL09ozwZ2luSNp4jJVMDPW2wBYlp0biZVEg5YMFmsDnqVATbeb+0ZGMRu1B0W39U432WysQGz3sZhbEvmRZvlEjtBSFFkJEnRwKY2EZW7IFkGYnjK5EBwiYPDCCOSP/M1x/PH1gyhyZR8PCWsrmSIBKZBzgIai99RFi2e+5657VvdetGjGxAMcAPLtfwjueEO5tv9RgdMW3cFA4nqPZYnrSwxKhm//qIg77mnA4T4XVfB4zvBRwK2Zm2vmVrpb51fyZDCpPJW14k2yE4bTFpQUSxs2P5Zid/s8BsJHuA/SwE2D3gynZWn5kbJxY5RXor1BgG44h2DKE1psP4kdT2tzESdK2CBXns9QcLhCor0xwBdu68cf3TiIIgsjXW5ocvWY4pjR3oy//tDNlYaCN/SXt92IE2njliiqOYVzASnWonDdcln5UcHh/Zq5lebeftDFI78s4Av3NaCn3428k0qCGADPADdhbg4So6CAS2qZUPZOAJ22nKTAaMmMTOlibaeNkb+ql41nlrFUA89maCy1qGStK9mCtEyRZB9AbeJ2tCGiOG+ly3lcczx+SrD4Q4yqWVASh0GyeAJaRInNgnNARMQDCC1XGAe4iMuOVwVa60P81a39yHsSq39Rhx2HPMJAUYxssb4ev3vDZcOXXzxvrcNPiIcBnCCDAwB3WxHIwp25lhu+FjrTS70DZeiZF3yJpzf7+ODnm3Hn3Y04OqjAzWsAucbgMv6CKgTWMAtCZjI2BblhBgTSQVUEd4zeATZE6XZbm2fh9gQ0eCoGnKwYwLfkBpUrlOENLW7vJ0xuW1iMSWdpbIowmZvKFWm9bCZXWUEytpWHAUNrMcTnb+vD3915HMsWlZJytEKiKT+IKy7sLH3wXSu+1lDw7+wcJSR2QgAOAL5fFD09+z4/7P3esf19C6P54T2B/9jg45PfbMJjvymgXPXS1aaQEc+tl+MXEk9lrSm1kwAqUn6NW0BWYM6KAbfAXmsAakiaDJAb5kGGuIbe2FGuu1t6JR0nTi0qLN5GpQsZZNrOHUEliEqcpzrbto5QgKvzmfuTRIrkWHVMqBOX7aq2bmRGDBhyrsRbl5Xw5Q/1Yvm5w0AQglWBay6fUnnzhU1f/uHPfnJXQ33diNGCo7UTliiq5RovLCNX/kTr4K/ndR/d838efLTMV/28ES9uz0UjQq7kB9PANfV1RrRgjKAkBDYeVPJEjiSeSWmAksMEcs1pSGoBOctCYqoQ3YxVhkzyHxO6We3tSh7QPmYChDJ2RJpD6mNEMiOaPcgkVhUA1v7kGIDpG4HHfUTsAIIU4OCQTOgbSohoTqJoj4gdR8pGwhCLnyjUAQKyKsADgSsWV/DNjx3HvzwxjEd+PV10tM387NKLZv3tjl3HKzjJdiIP01Tbs/MBtLcWzvm3NXvW/+Enf+MMluMqSHa8qTL31QK3ZQ60ZYku3EMHmATsahY4Ov2IQ/U6NzW87sOjoHrGbY3PyDFM+5oc2ldPSMWSZRYtM3VepiakUv3oZ8TvxrIk30tVMzCXHV2+g/w2exY8o2QHknU6kYGda0vCns3CTIl1LLsPTWihnmxp7EssbfFynCTjuhJ9gwJPbl0ZdvcuPD/nDmx837veddLYPCmJotpguAi55vO3y/zy295+/X8TyHlQkz0lVV6tkmoZKWd2+GsiTdLMHfF8tmShHkiabwl6zyHN0iPJE+0YMpiB6XOORBup/TVNJ+b+lAOI7DcsJ8hgZGnKGb1O90sVXmutC1qegaW0uY5JMbL0ORLHjyl5EpkSyxZVfD90EYRRVdty2Ueh+SZx1bILbjt30Xnbr1xy1qmA5slLFABYMG8Znnx2Z+V333L5faK0ri4crP/q958YAFyf/HsymFzr7QTcDLH7Xb2s3EpmAJ5IEwJiTl50MFm7qA9LyZNMB48F2EzgGhLG0jMmfo1lHV8i031ZvKClBUtAGR0TZ6LHUYaMShYk29Rg0kFaqii/jnL6ILaQqLIUkURRpd6ia6sjDaWI6wtGX1zFtAAcyV/6m1TkYvSdGKtg497pODRU9+dvv/66+5bkN4V1TZeeCmieGoADwNWXzEZv76vhyhv/YGd/sL7/V5ufbDhw+Hhk9lH/pkxwJ5TKQJOGzUwce4Bp1xNMOW80WE3LCSiwkdbb1HxoAzPpYOOWOohOQPXZZkB7exb4qVcTSGZAADTQJWLgQwGJlF+gaW+ExUU8SlYey+SpIM11IAG7ZDGEI4mGOOQ2kgcK5NGogcXxS1EvhjAABJuGWbNX9nd5b965p3tvOGPqOacKlqdGoqiWyzXg+Y1YfeNVyz7w539y7bEpk+qjWXQZz35BDTyhdTe1mBiJw/H/1pYmxsCS/P8NWWHLEtBtCZpN7Fox38x4Sw9AYeF7HDg3WBym9KDr+sS2FDGcP0iBllamVQ4eRdlpBw+xvCCWJllOICM4i1hXYhOimUbHLXNinO+JANxvRq515bHWzqs+MLNjYHWhMLYw2LG2U8bgAJDPTwIAdB/uefC9v7fcrVaGvvSt7/y8fd+RgXiOeCpTTNTRogJZQVTG4DFRNKMU8JEpvW0wtCFTkt9hE3GWt5N2sdSM2UYAupQZMmeEPtRqEuUOWdQuIwmhnD6IY0t04gRIOQnVjUoVIIlTUZ8NSZIeRBxzEskVnTJHHUIMWhqlf0z0fZhElI/rTkKu9abDTsNbPwlZfpC543fFj9ZOKYOrNqW9GeVK+MD7b7n6juuuWHy4jlu2b8q3SjfHAFaWEDu30phaBArcxplS7Jxp+gMBt+V5NGSMdRztxMhClpQ5kWArlinMa7/LLKYGHWiyxC4Oy9kDIGXPNhIjLPZXg8+sfE5jmceBWvSc1mBV8GhuH8Hh1i85zOtvukPK6gPcmzQRUJwYgANAV1sj/ub+H9/X3lz4xPkLZxzzGBDxsy0mKJh1MYFkBgYk0oTDzrWskXsZ/0uzbN6wQJtl99ZF7ZF0SrG69XvpfuqgGWv5HxW4l+XRzAIyNa2oaWZMyWJN/S0YkS8mS0Pax8IEryFNTMDSlwK20N4J+sPUIJShUnUROvOPOW7DJ0T/d+9zvJaJgmHtWkSnoj312CosufKW37ZPatxT9PGWg0cP5qqhA1sU60AqLg3zoFnT27Jjx7JGlzy25IyxbvfR9mkiaTjdz4y+zLCRx8dxRm4s1T+yeavjWbxO+yR9zZsSqGHiRHogzcjnArQf+Yz42hpPNXLjmqZQZvTNWk5uVTI2sfqZ57VnAgE4F+gfDAH/nH4nP+cD5Yr3nYYpt45mND2pNmEMrlpDDqIh3/rQdZe2vPd/3dRSYuVKpiWCE/am5R70ReIJqKOLKk0mJhdXc0UNtoZ1DJUkIKCxtXbGhuTgLKYeC3nLzEVzu3LNU/s36VJLrpgufSphrHopcYfsXE6buZGwNJEm5vnUxUt+hJAcHBVsOTC3dHR4+nubG9seCkLnpNzwY2kTyuAAsOaxVfjWly6SK2/s27JpW8em/nL9jXsP9rrRNYhGUC6P47w58VZyi7lhOnxGYmx7mfGMvoSBTYZnBrtyg3ETJtdMzC1m5jGLE0YficFBvydGGT/Yy5nbKMMyk6VB9qdYmBH5xgAmDfJQzE3vcWMQz8xzJ1O+Rx7LIGBguUWlQTHj3Xd+u/NfB4aOhtdc86cTDb+JBzgA/P29j6End6ucf/GKLeXenq31vHr9/v0HvDAOmfU4g88l3Hg2hsQNjxS4GbGNU3mh2Z1nRxlqywvLkCdGP1tCsES+0JtCue6JZGE8C8xjkCioDXLUWifv0TaWAr4GIpUsLKuPaRLVDx7jyQZA2mMR64mmr01k63YcAcepwHGGwXMLhqQ7949nzF7+g5uW7BJXXVWzZv0pba8JwAHgmX9fhbPmLMXXP/XpTU25S1+pqwuu3fZKKV8JXeRcjhyPGdwAt7TAnXgns3IwM5mcZ21nGYyeDT7N0NwCKU9ugITR7f1j1+BZic6ZLG+Bnd4YytwK0M+jMowCOUtLJyyu+keD9QTILCXHmD5O7VEg99wAgQiwad9ZvZu7Z9265A9+8NDtt3SibdbEM/drDnAA+PWTP8TS5R/Hd9cs3jC1s6175vSpK471DNWVB4dQ8Dh8TkpAcGkkOEQXTmZLEA38RM5QcNPAKpvBmbGfbLeliJYgNnhGA3M2wEd9IaMfsqRJ9vkS9mUGCxtApuezzJ72pLYK2HqTNPers0CfJ4Cba0H9pOVHuzpnfuSCS+q/M3fqNFx6xe2vJeTGaMOagLb3YA98333PPz/89Bfvf+jn7b3He1Hw44nmCGipLMl6pJvvckQWNwFrAl8BN3Xj8IShOc86RwJcGlmY3BTMOI/ex9O/weHW943lFjO+P4kMVN+bW5lNJHKQkfPosQuJHFRsm0QLqvNZc53as3lAfRYtm61+TxX5Qj1apr7tcEP71X8hRfV+1287LTg7pZ7M8bRpnc3o6Ru8/3+uvJzlXXzhu6ueaD9ypBeMuwAI0GLbN0DAgAToySOdDIoymA8Z++LDMz2SUV/CWNZOpk5W41jzPBkbU4FZ2aHhNM7E3JjEhCsnkfLAJ97JKP5Ez7NJvosRn4LEY0rd/QwqbiX9C1V9RCYS86YQQFAV8PJt6Oi87nB927V3SCnvd/2mU4ic8bXTBnAAaG4sordv8L5brl8atNTxr/7Lj9a0bH7lGJiUcMA0Sxk6kRFQZjwlM8FUA9TmeZjel3UeRuCXkqHW9zvhNkJEYeJKj/aZUYYsDmQiIM84jpoKlaUkCQVg8bIy7cVFPvXByZeK+rFonnjGonqTEHC4ROhPQ8vUq483tC/9OKT8J9cvThB6xtZOK8ABoKmxiDCoPPg711xybMeuA7NnnBV8+Uc/e8bzC4AbJ5tSYOpm6MXk3QBuat3So0SXptaJ3oyARKbsZvbnZn3B0VtWLIodDpu5X4Wa2IyNhO11EhBL2DraTqIMFWtLVbE2ZnVEDK1v5PgmgpQa3DrjB4CUAgW3itbJl1UHSo2faO1atlPyup+4/mmH1+kHOAA4ri/WrNu6+o/e+Tb/mRe2DRVz/O61a19kQ0MlLkZBTS15AZisba8bx9W4Wexz1fzcEb7iqIwuRzo+juW2PyMrZlzLFHVMEiPOIHWsNwhz64Ar60ebDxKF8Nh9xhCVLon7BwHguI2io325LDbP+2Bn68Jvl4dereSK5+H10CbckznWtmLJfOzZe6Ayb1bngxeeM2vRsovnfXratE5UqgFIZEOqyRQSLWDrdZYGr2bsmLMtZqfntA4ZtdlWiFqNxpvU+gDDO6lkQuo8zNDP0jq/HaBlHKc9nyx94qzvobLwRYBiYyfqWxZ+Ol8/Z5Gbn/bgQO+hSqHx9QFu4HXC4KpdsXQhAAx/495V2666YuEX6+qKfltL/Z1btu92BofKYJxDBYkC5uMZqDGghD0YJcvWPqh1Anhliqup7/UX0Z86ftOUnchQi9UVQOPvTqWF1twMus53EjUbsbl6IkjGiNShobXmR0fXh94NsXiRApLlUWyeG9Y3dHxOOPO+2NuzN+yYcfUEI2T87TW1g4+1/XT193Dx8hvkJ//snb9Y/a/fyUmJpQcP97iVcgVCRjnaupoWEtOa6ZGkrnrTLc8AYudOu+fZiOvZNvDRXPOj2cFhr5PfZrys0jG1LEbUbm3LMh3UheQYwwcA+lmRWTIqBRFBplDXjM7py8szF7zjK53TL/vU7R98q5yz+JbTDZvMdjJj/glvx3v6UKqEcB32hfUbX15+34Or+cBAafm23cdcz3ORc6M4FodLbUN2GEbMjk/bzlkqmtB2nthOHmoXN/czY3+SVU9uglQoQEYoQabdm+6j9nG71qLU79QGbtjDszLuDdu4hONEU7E7joTLA0gZIMDkgPG6p2efc4NobJn9NIe4I4SHXP7EC/NMdHtdA5y2v3/ghyjm/YZ9h/vv/flzr95yoPsIF5UhFHIOPKdGOK0CBDcdOAk4smNSbHe6AVLL2WOwO2fkaXDqAJ5+KknLO0vXpbFdAVs7dAygixS41bsTz4nq8gqKRQ/Nra2iyhd/LxCT3s9Zuf/sRe843ZAYUztjAA4Aa57fjmIx37b95f0f/uWaFxf39xy/+aVNO1HIOfA9bngwzXojLA1+6nKH/ahPAzwdq5IG+MkwOJVZIwE8WZaZAFeOMUaOTbM3dG0UJ4PN9fQzrIKW9tloaKh/uGv6+Rv8hqlfR1A6wvzXzyBytHZGAVy1Ldt3o7mxfubaF7Z87bn1225e++wG9PT2wXMdOA7X4HCcxJ1OGdBIeIivQgLyNKuPCnByPsN1b+l1G+BgFMgWuPn4AG4vJ3paGsfoYkFc6uJBji4EBEgZAghRV9eAtsmL0Nw2/+GmSQs/ElQHdtU3zTzd//pxtzMS4ADQfeAIfN+b89LGl8/rHxj88PqXtqxY98JWHD7ah3zOjWSLikzkVjUpNegEGYDF7wqUGAPAuTGAZTBjUGh/loCZW0+NrGhHYwwhazB8NqhpfRjz6RTH2HMb1JHedh0Bjiq414SW9oXomDxvjefXfb1p0tm/FWGwI193emJJTra9rsyE42lTutoAYIeUcgeADVJUJ19w3oJ/eOa5rXOeWbfeYahGZi3lDUUiIxzCcEBi+h333X4K6GG0U8i4qI/Rj7rtM4+B9q4rGzhnDFBxPbQkhZSoVgHfczBlxgVhY+vCHeVKeOvkmZfvB7CNsTOWAwGcwQxut/2HjiIIwpmbtu6eWl9wV/3bo79s3Lpjb3FgYBCuy+BwwHOYXlbWaimlmkAjuiCWREmxtzU4Na0qVhIEbEaPbjCgdjy4UaeQmexrRkiSaEKlnZGwefTbmBGL4vKIqV1Xae8QhUIR+frpg/POuaLP4eWV9U2z9jHm7MrXTUyW+2vd3jAAB6KYCIDx/v6Bppc27bg0CMU/vrRhW/DSxm2tR44ca+BMwHMlXCcCYxhP+iVE7CzJGGQm4a1mNo8BcDWQNQaWVIqMDnDTuqNi4tMAT0kUUnxTSRTVhGQQIRCIqNqs5wKFnEQ+x1Df0NLf0TX3WHvXHBfMeV9z29m/KRTqeyWkoJP8nuntjfNLADDGwRgTx473HZ85fcqjrc2N8+59YNXsD/3pf//clW9aunHalM4X2yc1lSa11CPnRc/wMBQQQuraH3rqaHpewNioZxmG8vYlHVN+TOp9Iacx3POA6Vu3Fq1TGBKDkZeZqxpVcA2FxOCQhEAdPL+x1NDU8eKs2ZdsvGj5Oz/327U/nJ0rNM5rapn8aFjtP84Ye0OBW12fN3Tbuv1VeJ7Lfvb4U2hu8J3mpoa7RViet2v3rivWb9zr9A8MIwxDVKpVuI4D1+XGwNRJyY4M5tbvzDAPApbn0l43ttumTbosTcZHzPSxg0s5uhxHAhCQMoTreOAOB+MFlGVXOGXqzKeaGvLbqpXB2wp+KTxr/mUQYSBbJp15lpHxtDN2kDnWNn/uLCAhvGBosO/9hUKuZV/34c/3lx7zX311V1gsFi6ClBd3HziMocFBeC6D77tIUs6SeiK6HAOjIdIJ+hhhcTo7WyaTKCZWAz81MKTxNVYBI/odpAAkBMAkwjAAh0RdsYC64hQwjufCoPR8R9c0Z8acayu5ukn/OwzKxye1Np/uf8lr2t7wDD5a++mjvwAYVpRLlbcc6xlYWSoNzy+XhrFx83ZwFiIMKpAyjBk2Lj0nYxOkExW2dxw1wEw8mSA3BWV9tYGTfcoOT5k7YuSInV03MncCQDUQqAYhACDnO6gv+ijkObqmzEFdIY9CIb/VcetXccd/DMCaBee+6XRf4tPa/tMDXLVDh48BwFvDMJh9+PAxcf//+76YNqXtrMldbX/RvW8fPM/Bnr0HsKf7KDgDch5HPu/B9zhclyeWFIdFiRosLnoJBV7zUqvBpI7qY/ZgMZoE2ncFHB7A8+KZEtxJqG/shBQBpkyditLQ0S+G5aOvXLz8Hby+oYW7rrsTwKOFYsvpvqSvi/ZfAK/RDh46BN/3m/fvP7Bi86bN8Dyn6ri524dK4XWRbBB47vkXIKoleJ6jB55CBHBYFRIM5Uo0iHVdBt/jsc05CnD1PQbPZQgCoFyN0joa63PI5X096HUdiY62IhYsPB++z+FwYLjsPN4/UP4qQ+jNmbcAbW1dayrVSk9Ly5npiJno9obX4CfaOjs6AKAHwCMA0N29HwxsS6kSdIJBhEEVW7dtR2kwhO85CIXE8HCpunTpxXfJYPCGSiWoDpYkKlWBvM9RyPOoT0lACCCf4yjkgFIFGBwO4bqe1z6p8cfbtqy/y3V9LxTRILJYrMessxfC8z1wBh4I5yCAV9rauk73JToj2n8x+Clszz77DADWOdB7sKlcrsjBElAuh8jnHdTlIoAPlSLTXSHHUZdnGK4AA4MBPM9nM6ZP6ZVSHly2bNnp/ilvmPb/AVqYB1Vf6FALAAAAJXRFWHRkYXRlOmNyZWF0ZQAyMDIwLTExLTA3VDE3OjA1OjUyKzAwOjAwmsoWvgAAACV0RVh0ZGF0ZTptb2RpZnkAMjAyMC0xMS0wN1QxNzowNTo1MiswMDowMOuXrgIAAAA5dEVYdFNvZnR3YXJlAG1hdHBsb3RsaWIgdmVyc2lvbiAyLjIuNSwgaHR0cDovL21hdHBsb3RsaWIub3JnL0jPKKMAAAAASUVORK5CYII=', 'weight': 2}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 25203481
    {'hecke_orbit_code': 4505661245227388, 'n': 1, 'trace_an': 120}
  • id: 25203482
    {'hecke_orbit_code': 4505661245227388, 'n': 2, 'trace_an': 3}
  • id: 25203483
    {'hecke_orbit_code': 4505661245227388, 'n': 3, 'trace_an': 0}
  • id: 25203484
    {'hecke_orbit_code': 4505661245227388, 'n': 4, 'trace_an': -3}
  • id: 25203485
    {'hecke_orbit_code': 4505661245227388, 'n': 5, 'trace_an': 0}
  • id: 25203486
    {'hecke_orbit_code': 4505661245227388, 'n': 6, 'trace_an': 3}
  • id: 25203487
    {'hecke_orbit_code': 4505661245227388, 'n': 7, 'trace_an': 0}
  • id: 25203488
    {'hecke_orbit_code': 4505661245227388, 'n': 8, 'trace_an': -36}
  • id: 25203489
    {'hecke_orbit_code': 4505661245227388, 'n': 9, 'trace_an': 6}
  • id: 25203490
    {'hecke_orbit_code': 4505661245227388, 'n': 10, 'trace_an': 3}
  • id: 25203491
    {'hecke_orbit_code': 4505661245227388, 'n': 11, 'trace_an': 0}
  • id: 25203492
    {'hecke_orbit_code': 4505661245227388, 'n': 12, 'trace_an': 0}
  • id: 25203493
    {'hecke_orbit_code': 4505661245227388, 'n': 13, 'trace_an': -12}
  • id: 25203494
    {'hecke_orbit_code': 4505661245227388, 'n': 14, 'trace_an': -18}
  • id: 25203495
    {'hecke_orbit_code': 4505661245227388, 'n': 15, 'trace_an': 0}
  • id: 25203496
    {'hecke_orbit_code': 4505661245227388, 'n': 16, 'trace_an': 9}
  • id: 25203497
    {'hecke_orbit_code': 4505661245227388, 'n': 17, 'trace_an': 48}
  • id: 25203498
    {'hecke_orbit_code': 4505661245227388, 'n': 18, 'trace_an': 0}
  • id: 25203499
    {'hecke_orbit_code': 4505661245227388, 'n': 19, 'trace_an': 0}
  • id: 25203500
    {'hecke_orbit_code': 4505661245227388, 'n': 20, 'trace_an': 0}
  • id: 25203501
    {'hecke_orbit_code': 4505661245227388, 'n': 21, 'trace_an': -12}
  • id: 25203502
    {'hecke_orbit_code': 4505661245227388, 'n': 22, 'trace_an': 0}
  • id: 25203503
    {'hecke_orbit_code': 4505661245227388, 'n': 23, 'trace_an': 0}
  • id: 25203504
    {'hecke_orbit_code': 4505661245227388, 'n': 24, 'trace_an': -18}
  • id: 25203505
    {'hecke_orbit_code': 4505661245227388, 'n': 25, 'trace_an': 0}
  • id: 25203506
    {'hecke_orbit_code': 4505661245227388, 'n': 26, 'trace_an': -24}
  • id: 25203507
    {'hecke_orbit_code': 4505661245227388, 'n': 27, 'trace_an': 0}
  • id: 25203508
    {'hecke_orbit_code': 4505661245227388, 'n': 28, 'trace_an': 69}
  • id: 25203509
    {'hecke_orbit_code': 4505661245227388, 'n': 29, 'trace_an': 0}
  • id: 25203510
    {'hecke_orbit_code': 4505661245227388, 'n': 30, 'trace_an': -12}
  • id: 25203511
    {'hecke_orbit_code': 4505661245227388, 'n': 31, 'trace_an': 0}
  • id: 25203512
    {'hecke_orbit_code': 4505661245227388, 'n': 32, 'trace_an': -27}
  • id: 25203513
    {'hecke_orbit_code': 4505661245227388, 'n': 33, 'trace_an': 6}
  • id: 25203514
    {'hecke_orbit_code': 4505661245227388, 'n': 34, 'trace_an': -18}
  • id: 25203515
    {'hecke_orbit_code': 4505661245227388, 'n': 35, 'trace_an': 0}
  • id: 25203516
    {'hecke_orbit_code': 4505661245227388, 'n': 36, 'trace_an': -72}
  • id: 25203517
    {'hecke_orbit_code': 4505661245227388, 'n': 37, 'trace_an': 0}
  • id: 25203518
    {'hecke_orbit_code': 4505661245227388, 'n': 38, 'trace_an': -48}
  • id: 25203519
    {'hecke_orbit_code': 4505661245227388, 'n': 39, 'trace_an': 0}
  • id: 25203520
    {'hecke_orbit_code': 4505661245227388, 'n': 40, 'trace_an': 0}
  • id: 25203521
    {'hecke_orbit_code': 4505661245227388, 'n': 41, 'trace_an': -36}
  • id: 25203522
    {'hecke_orbit_code': 4505661245227388, 'n': 42, 'trace_an': -27}
  • id: 25203523
    {'hecke_orbit_code': 4505661245227388, 'n': 43, 'trace_an': 0}
  • id: 25203524
    {'hecke_orbit_code': 4505661245227388, 'n': 44, 'trace_an': -99}
  • id: 25203525
    {'hecke_orbit_code': 4505661245227388, 'n': 45, 'trace_an': 60}
  • id: 25203526
    {'hecke_orbit_code': 4505661245227388, 'n': 46, 'trace_an': 27}
  • id: 25203527
    {'hecke_orbit_code': 4505661245227388, 'n': 47, 'trace_an': 0}
  • id: 25203528
    {'hecke_orbit_code': 4505661245227388, 'n': 48, 'trace_an': -63}
  • id: 25203529
    {'hecke_orbit_code': 4505661245227388, 'n': 49, 'trace_an': 60}
  • id: 25203530
    {'hecke_orbit_code': 4505661245227388, 'n': 50, 'trace_an': 0}
  • id: 25203531
    {'hecke_orbit_code': 4505661245227388, 'n': 51, 'trace_an': 0}
  • id: 25203532
    {'hecke_orbit_code': 4505661245227388, 'n': 52, 'trace_an': 33}
  • id: 25203533
    {'hecke_orbit_code': 4505661245227388, 'n': 53, 'trace_an': -24}
  • id: 25203534
    {'hecke_orbit_code': 4505661245227388, 'n': 54, 'trace_an': 21}
  • id: 25203535
    {'hecke_orbit_code': 4505661245227388, 'n': 55, 'trace_an': 0}
  • id: 25203536
    {'hecke_orbit_code': 4505661245227388, 'n': 56, 'trace_an': 0}
  • id: 25203537
    {'hecke_orbit_code': 4505661245227388, 'n': 57, 'trace_an': -48}
  • id: 25203538
    {'hecke_orbit_code': 4505661245227388, 'n': 58, 'trace_an': 0}
  • id: 25203539
    {'hecke_orbit_code': 4505661245227388, 'n': 59, 'trace_an': 0}
  • id: 25203540
    {'hecke_orbit_code': 4505661245227388, 'n': 60, 'trace_an': 6}
  • id: 25203541
    {'hecke_orbit_code': 4505661245227388, 'n': 61, 'trace_an': -24}
  • id: 25203542
    {'hecke_orbit_code': 4505661245227388, 'n': 62, 'trace_an': 54}
  • id: 25203543
    {'hecke_orbit_code': 4505661245227388, 'n': 63, 'trace_an': 0}
  • id: 25203544
    {'hecke_orbit_code': 4505661245227388, 'n': 64, 'trace_an': 84}
  • id: 25203545
    {'hecke_orbit_code': 4505661245227388, 'n': 65, 'trace_an': -18}
  • id: 25203546
    {'hecke_orbit_code': 4505661245227388, 'n': 66, 'trace_an': -132}
  • id: 25203547
    {'hecke_orbit_code': 4505661245227388, 'n': 67, 'trace_an': 0}
  • id: 25203548
    {'hecke_orbit_code': 4505661245227388, 'n': 68, 'trace_an': 66}
  • id: 25203549
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  • id: 25203550
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  • id: 25203551
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  • id: 25203552
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  • id: 25203553
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  • id: 25203554
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  • id: 25203555
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  • id: 25203556
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  • id: 25203557
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  • id: 25203558
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  • id: 25203559
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  • id: 25203560
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  • id: 25203561
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  • id: 25203562
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  • id: 25203563
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  • id: 25203564
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  • id: 25203565
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  • id: 25203566
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  • id: 25203567
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  • id: 25203568
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  • id: 25203569
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  • id: 25203570
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  • id: 25203571
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  • id: 25203572
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  • id: 25203573
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  • id: 25203574
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  • id: 25203575
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  • id: 25203576
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  • id: 25203577
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  • id: 25203578
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  • id: 25203579
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  • id: 25203580
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  • id: 25203581
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  • id: 25203582
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  • id: 25203583
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  • id: 25203584
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  • id: 25203585
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  • id: 25203586
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  • id: 25203587
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  • id: 25203588
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  • id: 25203589
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  • id: 25203590
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  • id: 25203591
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  • id: 25203592
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  • id: 25203593
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  • id: 25203594
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  • id: 25203595
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  • id: 25203596
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  • id: 25203597
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  • id: 25203598
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  • id: 25203599
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  • id: 25203600
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  • id: 25203601
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  • id: 25203602
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  • id: 25203603
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  • id: 25203604
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  • id: 25203605
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  • id: 25203606
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  • id: 25203607
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  • id: 25203608
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  • id: 25203609
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  • id: 25203610
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  • id: 25203611
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  • id: 25203612
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  • id: 25203613
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  • id: 25203614
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  • id: 25203615
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  • id: 25203616
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  • id: 25203617
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  • id: 25203618
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  • id: 25203619
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  • id: 25203620
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  • id: 25203621
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  • id: 25203622
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  • id: 25203623
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  • id: 25203624
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  • id: 25203625
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  • id: 25203626
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  • id: 25203627
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  • id: 25203628
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  • id: 25203629
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  • id: 25203630
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  • id: 25203631
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  • id: 25203632
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  • id: 25203633
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  • id: 25203634
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  • id: 25203635
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  • id: 25203636
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  • id: 25203637
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  • id: 25203638
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  • id: 25203639
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  • id: 25203640
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  • id: 25203641
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  • id: 25203642
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  • id: 25203643
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  • id: 25203644
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  • id: 25203645
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  • id: 25203646
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  • id: 25203647
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  • id: 25203648
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  • id: 25203649
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  • id: 25203650
    {'hecke_orbit_code': 4505661245227388, 'n': 443, 'trace_an': 0}
  • id: 25203651
    {'hecke_orbit_code': 4505661245227388, 'n': 449, 'trace_an': 108}
  • id: 25203652
    {'hecke_orbit_code': 4505661245227388, 'n': 457, 'trace_an': -72}
  • id: 25203653
    {'hecke_orbit_code': 4505661245227388, 'n': 461, 'trace_an': 96}
  • id: 25203654
    {'hecke_orbit_code': 4505661245227388, 'n': 463, 'trace_an': 0}
  • id: 25203655
    {'hecke_orbit_code': 4505661245227388, 'n': 467, 'trace_an': 0}
  • id: 25203656
    {'hecke_orbit_code': 4505661245227388, 'n': 479, 'trace_an': 0}
  • id: 25203657
    {'hecke_orbit_code': 4505661245227388, 'n': 487, 'trace_an': 0}
  • id: 25203658
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  • id: 25203659
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  • id: 25203660
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  • id: 25203661
    {'hecke_orbit_code': 4505661245227388, 'n': 509, 'trace_an': 144}
  • id: 25203662
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  • id: 25203663
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  • id: 25203664
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  • id: 25203665
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  • id: 25203666
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  • id: 25203667
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  • id: 25203668
    {'hecke_orbit_code': 4505661245227388, 'n': 557, 'trace_an': -282}
  • id: 25203669
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  • id: 25203670
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  • id: 25203671
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  • id: 25203672
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  • id: 25203673
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  • id: 25203674
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  • id: 25203675
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  • id: 25203676
    {'hecke_orbit_code': 4505661245227388, 'n': 601, 'trace_an': 180}
  • id: 25203677
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  • id: 25203678
    {'hecke_orbit_code': 4505661245227388, 'n': 613, 'trace_an': -18}
  • id: 25203679
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  • id: 25203680
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  • id: 25203681
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  • id: 25203682
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  • id: 25203683
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  • id: 25203684
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  • id: 25203685
    {'hecke_orbit_code': 4505661245227388, 'n': 647, 'trace_an': 0}
  • id: 25203686
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  • id: 25203687
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  • id: 25203688
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  • id: 25203689
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  • id: 25203690
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  • id: 25203691
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  • id: 25203692
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  • id: 25203693
    {'hecke_orbit_code': 4505661245227388, 'n': 701, 'trace_an': -432}
  • id: 25203694
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  • id: 25203695
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  • id: 25203696
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  • id: 25203697
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  • id: 25203698
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  • id: 25203699
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  • id: 25203700
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  • id: 25203701
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  • id: 25203702
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  • id: 25203703
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  • id: 25203704
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  • id: 25203705
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  • id: 25203706
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  • id: 25203707
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  • id: 25203708
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  • id: 25203709
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  • id: 25203710
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  • id: 25203711
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  • id: 25203712
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  • id: 25203713
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  • id: 25203714
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  • id: 25203715
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  • id: 25203716
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  • id: 25203717
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  • id: 25203718
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  • id: 25203719
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  • id: 25203720
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  • id: 25203721
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  • id: 25203722
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  • id: 25203723
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  • id: 25203724
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  • id: 25203725
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  • id: 25203726
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  • id: 25203727
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  • id: 25203728
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  • id: 25203729
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  • id: 25203730
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  • id: 25203731
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  • id: 25203732
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  • id: 25203733
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  • id: 25203734
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  • id: 25203735
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  • id: 25203736
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  • id: 25203737
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  • id: 25203738
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