Newform data - 144.12.a.t

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• 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_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': 20736, 'analytic_conductor': 110.6414180005808, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [3, 1]], 'atkin_lehner_string': '++', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': False, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [144, 1, [127, 37, 65], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 3, 'field_disc': 24114169, 'field_disc_factorization': [[1451, 1], [16619, 1]], 'field_poly': [-6375, -829, 0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': 1, 'has_non_self_twist': 0, 'hecke_cutters': [[5, [-146016358400, -81004800, -1584, 1]]], 'hecke_orbit': 20, 'hecke_orbit_code': 85568393121366160, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 331776, 'hecke_ring_index_factorization': [[2, 12], [3, 4]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '144.12.a.t', 'level': 144, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'minimal_twist': '72.12.a.g', 'prim_orbit_index': 1, 'qexp_display': 'q+(528+\\beta _{1})q^{5}+(5932+\\beta _{1}+\\beta _{2})q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 3, 'rm_discs': [], 'sato_tate_group': '11.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '144.12.a', 'trace_display': [0, 0, 1584, 17796], 'trace_hash': 733869070289634680, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.074', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.809', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.190', 'prec': 17}, {'__RealLiteral__': 0, 'data': '20.688', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '218.995', 'prec': 24}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.002', 'prec': 17}, 'traces': [3, 0, 0, 0, 1584, 0, 17796, 0, 0, 0, -238272, 0, -49458, 0, 0, 0, -766368, 0, 4590936, 0, 0, 0, 13188480, 0, 18034281, 0, 0, 0, 8005200, 0, -10185564, 0, 0, 0, 235065408, 0, -73215510, 0, 0, 0, -1032516960, 0, -28458216, 0, 0, 0, 2840606592, 0, -109741845, 0, 0, 0, -6755828784, 0, 846590976, 0, 0, 0, 15928599936, 0, 5136563970, 0, 0, 0, -37415401248, 0, 6119899728, 0, 0, 0, 58699811328, 0, 2561705778, 0, 0, 0, -86561454336, 0, 17842143972, 0, 0, 0, 134316444096, 0, 43096069632, 0, 0, 0, -152402442048, 0, 56268770664, 0, 0, 0, 207495767424, 0, 106677733482, 0, 0, 0, -213709983984, 0, 210260360172, 0, 0, 0, 24828694656, 0, 359338747662, 0, 0, 0, 104127762624, 0, 502768048128, 0, 0, 0, -290526267264, 0, 552585061383, 0, 0, 0, 672270729504, 0, 807308776524, 0, 0, 0, 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0, 0, 0, 25013096052397218624, 0, -18733610175262069518, 0, 0, 0, 19372620697545505728, 0, 8359774185315600384, 0, 0, 0, 54640363291045977216, 0], 'weight': 12, 'weight_parity': 1}
• mf_hecke_nf •

  Column	Type
  an	jsonb
  ap	jsonb
  char_orbit_index	smallint
  field_poly	numeric[]
  hecke_orbit_code	bigint
  hecke_ring_character_values	jsonb
  hecke_ring_cyclotomic_generator	integer
  hecke_ring_denominators	numeric[]
  hecke_ring_inverse_denominators	numeric[]
  hecke_ring_inverse_numerators	numeric[]
  hecke_ring_numerators	numeric[]
  hecke_ring_power_basis	boolean
  hecke_ring_rank	integer
  label	text
  level	integer
  maxp	integer
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-275994190969512, 4371510530904], [-644369175747732752, -171241333382577, 52426072755840], [1403914572580469100, 217973986358737, -39496913359407], [-1669658698952947744, -95151983688450, -35678142956480], [518099907322874974, 189849920928880, 45283503605872], [480854234543028968, 304504454084990, 26295485379966], [-990743335897946744, -49036285385162, 43908992807478], [90202592466516992, -45663467735360, 14203636656896], [-224301161029568752, 186143045654225, -21700317558400], [-1323862574979758854, -95620090043660, -76622268449804], [1410129397884391952, -12876247594495, 33407753558272], [1527789468895430452, 65449176931975, 2361469529735], [1502150744375778176, 90527738692760, 22823817557984], [122559766434003952, 51188795337940, -1793298737964], [-1578703473078521280, -5142428305740, -23742119827696], [-519212532970162378, 176297039771500, 65331247027820], [-450235860298240064, 467121389487100, 46764849646720], [1816074856249892486, 224477992531080, 16449865760392], [2231147071181900292, -245364633182685, -28449167036893], [711719095024277950, 98365498674396, -3673205073956], [2390161415512583776, -44628478652570, 66924294725952], [2857176112990564528, 157246326783787, -17119640096384], [1454994690030259780, 370603137969235, -18956047729581], [-1367875395649721808, 15035587244995, -108246026407552], [-3276259405229935424, 37782435586428, 41980091231408], [3155532770696718322, -115408441744220, -23979090822748], [-2756953401589780544, 14125784074640, -70760467359344], [-1221504227440568576, 182984483150128, -51225436879424], [67416244421931824, -341584663376045, 20065629986432], [-3108936961704467976, 337929294036330, 45430000906602], [2713283955184717158, 204847396798960, -79878437065232], [-1656112437034878096, -404541583347113, -38356881328768], [-1027520074556361708, 338241741013743, -24460699491601], [190422085382856414, -416652035151620, 74194154167292], [-1818307195846721280, -433153483271920, -53297795525888], [438390317736617344, -391285659868488, 82901307371872], [2644382607305604096, -90803642247488, -37427493232896], [-3856978383360555488, -292518821570590, -35168685883456], [137768383637938432, -638509172469680, 70537216876608], [1877497791382643310, -13865149592180, 74083792614540], [-1125852706628945216, -107747988678740, 72737324441984], [-209821314437231232, -548388198861000, -109665930875040], [-424348317748705728, 519929248294132, 3916481936400], [421759295912136912, 123921128520892, 127242563720380], [-259774525148023494, -168915294741192, 6635886199608], [1303304201041480432, 29341163761615, 136599179499776], [333210291235720780, -564333730779367, -6929219223783], [6314548405374654026, -70100650627760, 75740831027536], [-1420611060390147520, 30703825260084, -36022417672944], [240360257742000904, 405840961042390, -189424245087274], [6358204828676462080, 16829961125600, -60026700979840], [3572784785666891888, 649414109807271, -120408279979648], [252581041803561980, 254987514683325, -118649574033475], [-288518800097790326, 673333861577732, 29780036739332], [4214629924689917632, 351898369700380, -112761636124368], [-1559527733813637248, 190644259165144, 73170409108448], [-2501953135687502942, 420722302975584, 9435090155104], [2292610244435009376, -289498259825802, 178396780570688], [5199422152984971878, -157188516327768, -56080412393304], [-735086149696087536, 358554563553537, -84527541575808], [666272173263134240, 4815805640290, 192981096131776], [3934038869953114764, -305679626825367, -85237374412439], [5524570829350029440, -486636250405240, -79470586127616], [-128085679191487752, -900542160563990, 49896740951274], [2233558416556071040, 28619684135080, -16692926999008], [2585105586279724860, -680831179065075, 132894007433485], [4931508083319641282, 380434411791636, -83771339323884], [3400464219580697936, 310556634087708, -46517632771812], [-454840093917947520, -184672824600840, 186408698490464], [-2014443070299444930, 960245335465280, -26131579654848], [2972896094746815056, -1070043955137915, -108582596931456], [-6995411243719232768, 183315304487920, -46382982463808], [5412520554294213416, 456802778508398, -48443217119122], [-3000495447522123392, 186179784173944, -78897960087456], [2609006275960077942, 1057390092329840, 29945657061232], [4571862066570984660, 8336141865375, 107261602867615], [7193803549365279072, 618407994696726, -38123101793984], [3344066941741359464, -468185508264290, -17546493136226], [2156545895842441872, -270791025036023, -29296790433920], [-4881387985718072490, 522404076690700, -172203912297460], [1533108329024865376, 55079269411270, 77250308268608], [-1327799883601832028, -1219544484054629, -84048171222629], [-1084805706057847712, 601821480258630, 29981965838912], [-3266117550436019600, 260110956778055, 46500494328320], [4673855887251819148, -170532018964375, -13588673003415], [-438449376717172358, -254689529411052, 227856881453844], [6494756034832801120, -233761238304170, -30507130400960], [-2817678219974569624, -49387464944354, -181547104689890], [838729345020908224, -565350429052196, 6651972001840], [-8935320914785735294, -185266070734824, -51003732068840], [-2872019820361820144, -807802510038175, 52796880058880], [-2676244533926890048, 996513817579980, 80623398835952], [10018443078970650792, -35803030416050, 98835819852110], [4550113869227508550, -200701880138936, -133834122232504], [-2822302168857324560, 980620435249247, -50347325802752], [8661852917609098624, 160003124291896, -21319025088672], [-3986534968716276692, 792963022903041, 112851967608577], [-2107948096775315104, 441502540325270, -327809898420672], [4787088604880033792, -984274160023680, -22058303391232], [-595009702468214832, -217373292202147, 102507170228480], [9373734480360050158, -380237153405860, 61102017994588], [-193380583859438592, -590640063314240, -74740300958976], [2425867541900049088, 1192522790096732, -238381099796944], [2614311891082372554, 469290612209336, 291194260061368], [-12173351488745986832, -120725779842705, 70969091116288], [4019083075808885184, -493556448869620, -133863931963408], [-272308243563664064, 522996547494100, 257613217128576], [11144347263080775352, -448516504851590, 90342054166394], [18213454430348659072, -262520049127944, 117741869360736]], 'char_orbit_index': 1, 'field_poly': [-6375, -829, 0, 1], 'hecke_orbit_code': 85568393121366160, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 7, 7], 'hecke_ring_inverse_denominators': [1, 3456, 864], 'hecke_ring_inverse_numerators': [[1, 0, 0], [0, 9, 1], [477504, 45, -2]], 'hecke_ring_numerators': [[1, 0, 0], [-53056, 768, 96], [477504, 17280, -864]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 3, 'label': '144.12.a.t', 'level': 144, 'maxp': 2999, 'weight': 12}
• mf_newspaces •

  Column	Type
  ALdims	integer[]
  Nk2	integer
  a4_dim	integer
  a5_dim	integer
  analytic_conductor	double precision
  char_conductor	integer
  char_degree	integer
  char_is_real	boolean
  char_orbit_index	smallint
  char_orbit_label	text
  char_order	integer
  char_parity	smallint
  char_values	jsonb
  conrey_index	integer
  cusp_dim	integer
  dihedral_dim	integer
  dim	integer
  eis_dim	integer
  eis_new_dim	integer
  hecke_cutter_primes	integer[]
  hecke_orbit_code	bigint
  hecke_orbit_dims	integer[]
  label	text
  level	integer
  level_is_powerful	boolean
  level_is_prime	boolean
  level_is_prime_power	boolean
  level_is_prime_square	boolean
  level_is_square	boolean
  level_is_squarefree	boolean
  level_primes	integer[]
  level_radical	integer
  mf_dim	integer
  mf_new_dim	integer
  num_forms	smallint
  plus_dim	integer
  prim_orbit_index	smallint
  relative_dim	integer
  s4_dim	integer
  sturm_bound	integer
  trace_bound	integer
  trace_display	numeric[]
  traces	numeric[]
  weight	smallint
  weight_parity	smallint

  
  {'ALdims': [6, 8, 5, 8], 'Nk2': 20736, 'analytic_conductor': 110.6414180005808, 'char_conductor': 1, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [144, 1, [127, 37, 65], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 252, 'dim': 27, 'eis_dim': 24, 'eis_new_dim': 1, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 201326736, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 3, 3], 'label': '144.12.a', 'level': 144, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'mf_dim': 276, 'mf_new_dim': 28, 'num_forms': 20, 'plus_dim': 14, 'prim_orbit_index': 1, 'relative_dim': 27, 'sturm_bound': 288, 'trace_bound': 5, 'trace_display': [0, 0, -1320, 34540], 'traces': [27, 0, 0, 0, -1320, 0, 34540, 0, 0, 0, -753576, 0, 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-5181144428053608, 0, -49776109271405088, 0, 0, 0, -46669304106083856, 0, 7765059794503296, 0, 0, 0, 7580050048360080, 0, -8274261737357200, 0, 0, 0, 51809583432831888, 0, -14180569912959808, 0, 0, 0, -6515654464758072, 0, -27200319670006884, 0, 0, 0, -27292412408811768, 0, 27875133415293886, 0, 0, 0, 21692555589605904, 0, 31396864625720736, 0, 0, 0, 31323425367954144, 0, 16849707003003897, 0, 0, 0, 14169387112666920, 0, -187139863094276, 0, 0, 0, -27473036900417088, 0, 16383869756141226, 0, 0, 0, -22248840588931344, 0, -22937800622296016, 0, 0, 0, 2584557882976896, 0, 2713102965074016, 0, 0, 0, -13338453526846944, 0, -11503366216599344, 0, 0, 0, -4267043199153120, 0, -10766635866760798, 0, 0, 0, 19225933235268768, 0, -16625691493189008, 0, 0, 0, -22499788099083888, 0, 32714942966347024, 0, 0, 0, 33074081597296704, 0, -6768309474447024, 0, 0, 0, -1831357834686480, 0, -23756152430481392, 0, 0, 0, -35816279626826832, 0, 18251758956563120, 0, 0, 0, -7816649462774016, 0, -24246325948516736, 0, 0, 0, -36099471722440224, 0, 20132571481940828, 0, 0, 0, 23475260184898176, 0, -59646239611651954, 0, 0, 0, -3271448600005584, 0, -21424828079462384, 0, 0, 0, -42358910643044640, 0, -65152855861985746, 0, 0, 0, 530792160420216, 0, 37016384221740096, 0, 0, 0, 67034347678107192, 0, 24110183563725012, 0, 0, 0, -8691060504741840, 0, -50632874670560640, 0, 0, 0, -100021972497903120, 0, -26634472359499413, 0, 0, 0, 22550728034452272, 0, 96424637956671972, 0, 0, 0, 113784049225534392, 0, 40491589393306912, 0, 0, 0, -5940115149732432, 0, -66977057999146992, 0, 0, 0, -128683500940277232, 0, 36053901036204096, 0, 0, 0, 11067569073532608, 0, -11445048174725428, 0, 0, 0, 195238278250866480, 0, -35747342545162694, 0, 0, 0], 'weight': 12, 'weight_parity': 1}
• mf_twists_nf •

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

  
  
  • id: 122726
    {'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 20, 'source_is_minimal': False, 'source_label': '144.12.a.t', 'source_level': 144, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 7, 'target_is_minimal': True, 'target_label': '72.12.a.g', 'target_level': 72, 'twist_class_label': '72.12.a.g', 'twist_class_level': 72, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 12}
  • id: 122727
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 20, 'source_is_minimal': False, 'source_label': '144.12.a.t', 'source_level': 144, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 8, 'target_is_minimal': True, 'target_label': '72.12.a.h', 'target_level': 72, 'twist_class_label': '72.12.a.g', 'twist_class_level': 72, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 12}
  • id: 122728
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 20, 'source_is_minimal': False, 'source_label': '144.12.a.t', 'source_level': 144, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 19, 'target_is_minimal': False, 'target_label': '144.12.a.s', 'target_level': 144, 'twist_class_label': '72.12.a.g', 'twist_class_level': 72, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 12}
  • id: 122729
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 20, 'source_is_minimal': False, 'source_label': '144.12.a.t', 'source_level': 144, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 20, 'target_is_minimal': False, 'target_label': '144.12.a.t', 'target_level': 144, 'twist_class_label': '72.12.a.g', 'twist_class_level': 72, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 12}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 386350
    {'charpoly_factorization': [[[0, 1], 3]], 'hecke_orbit_code': 85568393121366160, 'p': 2}
  • id: 386351
    {'charpoly_factorization': [[[0, 1], 3]], 'hecke_orbit_code': 85568393121366160, 'p': 3}
  • id: 386352
    {'charpoly_factorization': [[[-146016358400, -81004800, -1584, 1], 1]], 'hecke_orbit_code': 85568393121366160, 'p': 5}
  • id: 386353
    {'charpoly_factorization': [[[75555237651264, -2752770384, -17796, 1], 1]], 'hecke_orbit_code': 85568393121366160, 'p': 7}
  • id: 386354
    {'charpoly_factorization': [[[-189895635286884352, -675873263616, 238272, 1], 1]], 'hecke_orbit_code': 85568393121366160, 'p': 11}
  • id: 386355
    {'charpoly_factorization': [[[-3058426059121544872, -5350634980884, 49458, 1], 1]], 'hecke_orbit_code': 85568393121366160, 'p': 13}
  • id: 386356
    {'charpoly_factorization': [[[18563230448743448576, -16655218222080, 766368, 1], 1]], 'hecke_orbit_code': 85568393121366160, 'p': 17}
  • id: 386357
    {'charpoly_factorization': [[[-190812492861033992704, -195915556911936, -4590936, 1], 1]], 'hecke_orbit_code': 85568393121366160, 'p': 19}
  • id: 386358
    {'charpoly_factorization': [[[-5093316083437979828224, -917112338399232, -13188480, 1], 1]], 'hecke_orbit_code': 85568393121366160, 'p': 23}
  • id: 386359
    {'charpoly_factorization': [[[-926079891361401761280000, -22260758668482816, -8005200, 1], 1]], 'hecke_orbit_code': 85568393121366160, 'p': 29}
  • id: 386360
    {'charpoly_factorization': [[[-397996833649265473720000, -26382066459742800, 10185564, 1], 1]], 'hecke_orbit_code': 85568393121366160, 'p': 31}
  • id: 386361
    {'charpoly_factorization': [[[-767991445420625392845240, -66688345522658484, 73215510, 1], 1]], 'hecke_orbit_code': 85568393121366160, 'p': 37}
  • id: 386362
    {'charpoly_factorization': [[[-92524053688462767703818240, -235371968208036864, 1032516960, 1], 1]], 'hecke_orbit_code': 85568393121366160, 'p': 41}
  • id: 386363
    {'charpoly_factorization': [[[938754639384114465592000000, -1843009643752968000, 28458216, 1], 1]], 'hecke_orbit_code': 85568393121366160, 'p': 43}
  • id: 386364
    {'charpoly_factorization': [[[-705440700918119406967455744, 2507082399177228288, -2840606592, 1], 1]], 'hecke_orbit_code': 85568393121366160, 'p': 47}
  • id: 386365
    {'charpoly_factorization': [[[-60110590970518442656463925248, -4702777225707997440, 6755828784, 1], 1]], 'hecke_orbit_code': 85568393121366160, 'p': 53}
  • id: 386366
    {'charpoly_factorization': [[[77981519983538565734029328384, 49019467102335123456, -15928599936, 1], 1]], 'hecke_orbit_code': 85568393121366160, 'p': 59}
  • id: 386367
    {'charpoly_factorization': [[[381608031019783163197240972136, -78331774743004578132, -5136563970, 1], 1]], 'hecke_orbit_code': 85568393121366160, 'p': 61}
  • id: 386368
    {'charpoly_factorization': [[[-6186684320487752715080200192, -18341821673728609536, -6119899728, 1], 1]], 'hecke_orbit_code': 85568393121366160, 'p': 67}
  • id: 386369
    {'charpoly_factorization': [[[-5441780286084660827854689271808, 1056381597994901569536, -58699811328, 1], 1]], 'hecke_orbit_code': 85568393121366160, 'p': 71}
  • id: 386370
    {'charpoly_factorization': [[[-2389720424847572381033717172568, -452023599884844711444, -2561705778, 1], 1]], 'hecke_orbit_code': 85568393121366160, 'p': 73}
  • id: 386371
    {'charpoly_factorization': [[[9534683217250468564014705487168, -520950252041375140944, -17842143972, 1], 1]], 'hecke_orbit_code': 85568393121366160, 'p': 79}
  • id: 386372
    {'charpoly_factorization': [[[-86771718088610830353414586892288, 5950918344260675235840, -134316444096, 1], 1]], 'hecke_orbit_code': 85568393121366160, 'p': 83}
  • id: 386373
    {'charpoly_factorization': [[[14905712631422035466036674560000, 5637338497557097574400, 152402442048, 1], 1]], 'hecke_orbit_code': 85568393121366160, 'p': 89}
  • id: 386374
    {'charpoly_factorization': [[[277842725051762347357541131617352, -1577669430329881683636, -106677733482, 1], 1]], 'hecke_orbit_code': 85568393121366160, 'p': 97}
• mf_newform_portraits •

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

  
  {'char_orbit_index': 1, 'hecke_orbit': 20, 'label': '144.12.a.t', 'level': 144, 'portrait': 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igSNDolFhoeo2WBK12m5z1OXxGcn024uJTglzq845Y2334b+LLOiQs1Ls4pZnLmXjCcXjTcfPUC/+zDK2wcrXNheoyZpTILKw5Lq5KZxYTlVowjU8Kkx/5dZfbv2Kqv2rf5E2OjpR8Lw6S5//oPvtWQ+DM9/lID/Mpsk7IXE6fy56L28bf9/C89LBcbC2+796qmc+KK5IFbelTcEa7MB6y2FcsNWGqkLDdillZTZlfhzJJgcmKVn/nIErfuLXNpbozp+QrTiw5zS4bZxYTLCynzrYT6WI+3X9vm9v3gyRK+8plbDphZdJhdFnRCSBJN4GkqQcroSIIGLswmNNuwbb1LpRRijADh0e5qtk6FLK06YKwUWW1DmIDBsNyI2LTOpdVVCGUQOqQWuGzd0GO1I7gw7ZBqh/GapBoIfBeSRNAJJbPLkpklw9xKgu/3wE2440Cbt10tmKyVWFqpcWnOZ3oR5hYT5pYTrizDmSXDzQcW+dmPrDBVr3FxdozZpRILKx6LDcnSaspqM6bZTrmyBF4l5L7r4ehpwd/8azoJk03PjG17v77jxl3PJJH4J6WqQYi/vBmXv7Qa/MKxX2f9jjtZ+Qf/+F996WtP/KNDB7+4e9Rf3X55tiNvv67JXdekrB9NkEJikBgjMEYCEhAIYXCEwZMwvVTihdOSa3cts39Lj3IAriPxXIXnOVRKkrIr6bRdTpwP+PorHhfmQ5pJzIlLIevHl3nv21e4dneLm/c3OL+YsNgRlP0eZ6cNjWaFa3ZKVnspx84rqmWH1y/Ano2GXpTSSz0cJ2a0Cscv+SgnxZUJjgvdUHLr/g7djuTa3SnNbsqF6So7phSVcsRqaFhX77DSbvKJR+G1cymHzvXYtnGJ6/Y1GR2LeOiOFt99j2HXVJU0rnPuyghnLrtcmtVcno+5PJ9yZl5wcTXm+r0L/MxHWqyv17k0O8bcUpmFVY+lhmSlkdJoxay2U1ZahuU2TDccjl908IMOWyaEfPIVvX1u7tiOiWp02/jU5pLnjX/j53/5Ezz8+U++1ZB508dfSgZvTf8GlQ0T6ujL0//87IX5n3rl8JK6PN/mwTuafOqRCS6ttPnnH5nhlj0Oc8t1lhpllhsByw2X5abDSgtWGikrzYTlVsJiAy6tCJxSjzuvXuZ774nYsa7CarvG/HKJhWWPxYZguaFZamhWWppmV9MMDZ1ewngtZut6DQh813B53kVIn23rFDs2Gjau6zC3EnLwVJWb9hjKpRWOnB6jWomIIpfxUU23B1dt7fGxR+vs25IQhoaJEUmcdqkGPq+f71FyK9ywN+HQ2Yi5JY9N4z47NsDWqQilYi4vgucahDBsW58wWpW0uj7tjkuz47LcVCyvwlJDs9xIWWykzDZgqZeydVOb7713kTv3OwRujZnFGosrAYurDstNwUpDs9qKWWmlrLYNS22YbUlmG5rb9i/yUx+OuDIzyR89EfHOG11W2hVkZUvqltf/q4Nn1v/sjqnl9F//xPe91dB5w+MvFcAfefooQRCUTpya3XrVhqc/OD29/C9Pnr7ISsvjxRM+xutxbt7h3KzDdTvm+IUfW+D6nSXmV0ZZWi2z0gxYbrqsNB1WmtBoaVZbCSuthOWmYa4hmG4bEG3ef1eDh27V7NwQEEVlVhoBq22PRkux0ha0OoJeaIgSQ5qCkgbfhZJvqNcM68ZiHLfHmZmIw6d9dFLh3bdFOO4qLx8bYfsG+PILCXdd4zPf6BI4iiSNGRuFJHZx3ISlpTJvv7HJl5+tsmMDvHQqxKXMu27VJKLL4TMp5y4HONJj/ajDaEVQ8gWeJ1ACEg1RbOhF0OoYVtuaVkez2tEstQ3dNGXb5g4P3d7g/W+LQFdZWh1hfrnEUk4GDVhtpTTaCasZuJc7MNNULDRTbt47x8//2CL7t1Q5P+tycc7Hpc6Lx2F2SeNXNjE6MfH//H8+csMnq+ObL0bdXtcfOfBWQ6n/+EsD8EdeOMb45IR3/tSZHzx39swvnTrxkti1cV7WK2Veej3g/EzCzIphtStpxILZVsKtu+f41z+yxI27AxZX6yytVlhp+qy2PFZaDqstQaNlaLRTVlsJjbZmpW2YbwlmGprReod33tzijv0J29YraiWXZivAdyWgiBKJ1gJtoNMDhGa02uPUFYM2EQ+/VCHslNi9yePOazvEepUnXqlzwx6XU7NtGis1br+2wzde9lk/Zjh2wfB339fk2Hmf9WOSr7+iuPMqxXKnydlLY9ywN+KJw12SsMwdBzx2benRTdp87WUFqeDMZYda2cER0OlKtBGk2hAngNQ4nqbRNlSqMVs2hLztqg7vvClhvBIwtzzC0mqJlaY9NytNQaMNjVZCo53QaKc0OobljmS2JVhsJdy2b4F/+SMLXLcjYHF1hG7Pp9UJmFkscfaK5PkTMdVKyM17K/qm628yu/fs/PF1mzb/VtReifzqzW81pIC/JABvd2MZ9rrv/eznvrB7qd3+aNp4wb00W+XSfMhtV7chqXL0rGRxNWG1K2h0BQtdyXQj4Y6r5vm5H1ngpl0eq80RFlaqNNoBqy2P1bZDo6VodKDVNjQ7Cc12SruraXQMC23BQhviNOS6PV2mxlLaHcN7bg/ZPqVJUokjDVEMjx8MuDgfsGE04ciZAHSZ/ZsVN+7T+EGHl091WFiscPX2CrX6Cs8ecrllT8BSZ5WVlRpTU4YXjim+//42Lx5z2LzOZbHdYGV5jBuv6vDskZSxUp2rd7eZbzR44WidklPh5n2GvVt7INscPCdYNxYztxDzxEGXXqyQElJt2L4h4p23R7Taio2jmhv3QBSVWW6UWW74rLZdmh1Foy1ptqHZSWm2U1qdlGZHs9oxLHclV5qCRjfkzr0L/OzfWuHmPfbmaLZLNNs+qy2f+WWXI+cTtGxx236PC5cU52a7/OCHbop74cT/fedd33Y6KAVfEMLTbzW23vI8uDHLxPHKR556+bVfnJs9MXbi7CwP3tbkwDbF46+Uef2UwHMEUkKlJDFopDC24UA6vHhyPf/k1x3ed+cyH7p/mR2bImaXavheiZLvUfZdKiWHVklS7bqMVBw6vZR2N2V9qOmGhlbPZ3kh4PIlQ5Rorswm+L4BBJ4yOFLQ6SoELknH4frtgl0bDVs3dQjTFl95UXH89CgP3uRz41Ur/M5XDJ4os31Th0PPKjbVFRO1DoEqEcUu8y2oBA6b1wteOx5x494S99ywyG9/sYvnVnnHbQbX7/DICxFffr7C0XMldm4ss31DyuRoxI6JmGu2pyilcZQBDGXfZ7LuE8UurY7HkVMu7Z5Dp6to9yTtLrR7hnbHfvdWN6XdNTS7htUuLHQUcyuG8kiDv/fuBf7anSHX7awws1ij0Q5odXxaHZvxSY1g72aF51U5e1Hy+KGYaiXh1VcPubHZ8Iv18cnlkQ23/8PTV7q/vXtT6X9dgKdxB5OKv3Xu1Nd/7sXnHx9bXFlm94Yyn3+6yttv6HHNrhKOLNHspMRJil1wJFJolDQomeJJyaFTk7x6ssKp6Xne97Y2bzvQo16tsdwoU2kG1Loe7Y5DK7vY3Z5DJ3TohYZepIliQxwbktQeUeJhNEglcB1B4AnqVcFoFaYmNJvXd5gYbfDVl+HJV12kHuHBm1yu39/i6aMxUa/GndcLGt0u80sV7tirmah3KDk+vUSx0IxRWnD9XodyNeSVEwF33zjC7de1eOWEAjPCTQc8fvjbl/nGaxFff7HCsYsBWycVU2MlRqtlRqpQ8sF1DEqCNnDsnCBNBXEiiBIIY+x3DFO6oaYXajo9TSfUtLvQDGGhLZlvQah7PHDDMu99W4O//g5NktSYXazQbAe0uh7trku7q2h3Fb1QECcOM0uSkxciNk+1ufs6j9dPBVTLZ/niVzpjO68y/+Y7HrzbWW10f70+8taB/C0D+KlLC5xfCH/40qkXf+5PvvTEOl/NUK84HNiVcmlhhHOXYq7eLhivS5QSdHsCR6UZuEEpg6MMrtKUXMFip8THH93MI682ueuaVT78wCrX7GgzXi+ztFqm1fXpdN0M2MoekSCMJXEiSBK71Fvvlg0qHQcCD8olzVg1ZtO6DgltTl2J+cQTAWcvVaj7JW454HDHtU1eONng4edq3LYnYOuGDh97VKCET60as9oO0QaUgMlah2bLQycl3nvXPB//cpldcwEP3dYhipd44vA4cRpw64F1PHRLkz1bGjzySodDl8ocPOexeUwyVhOUfYHn2ptQChDCoA1obYiT7GaNDWFsb+ReBN0IWj3BSihYboFwetywb5UPv3OVuw6kjNdKrDTLNFolWh2fds+l3R2sBJ3QXotOaGi27fXYNVWisery+gXDdfsCws4crZkvr3vl5eTn7rvvZmPM9G8IsfF/DYA/9chvcMu1hij6kx/42JfNR9srr0zs3tCj060zPqIJPMENewS9yCeKwPcM1ZJACoVSAilTlBLZ8qxxlcF3DCVHsNJTLDVG+dTjFZ4/0ubO61b58DtWuWFXg/G0RJL4dHoB7a5LN3SIYkWcSJJUkmqBNgKBQQqD72nKQYLvRXhuyJWlkC++JDl92ePc5VGU9tm1weOqHYqb9jdR/gKHz1TZVC9z9U6YmlxhuVnjmk2SRBu++qJP2JHUKwnvurXHF56IuThbZd9ul5nVHq+fddmyfpTrdizw9KEWz74uCCOP/TvG2L/FZ//mFmdmljl9BV48XubU2QplR+A7kopvCFyQ0q5xxtibNUkhSiBKBe1Q0OwJmjFEOkGbHjfvafLhd9qawoYxn15vhKVGQKvt0+55dLoO7Z6i01N0Q0G3J+mGtm+0G6ZEkcZzBFdmHcJIk0QpV6Y9xmoeT72yykLz8+sklz/65ZfHk3/y7//kd7ZWVvjxH/2Bv7oA/92Pf5K373iUr714219Pexf/4/z5+fqrpxMqtZiPvLvLeMWn2fHZMBHT6SmiWCClNd9LKVDKgtxRGkeluI7AczSea/BdQ9lLqQeCVuiy0hzl00/WePRgj/WjHT54b4P9W3r0um2u3mHYMqUIY5c0VaTaFooEBik1rpNyYc5wblaw2tV87ukyVxZHMZHLaKDYOO6wbcph5ya4elcTLRf51S9UWF4e4bb9DlfvavDIQYFIXNaNSirlhE7sIY0EI1GOR6MnmFsWHDBl7r2pxTOvlNg44XHb1WP80Lcv8ltfbvHiiQrtnsvSapUdG0vs29Dh1r0tvuvuFtPLy3zuaZ+ljs+FGZcrVzxcZc+XQKCNIdUQa0OaaEbHY6490CEMY/ZvCfnAvSHrRhRjVZ84DphZCOh0PTqhXeW6fWBLC+5Q0AuxK0GY2iPWxLGh2YFOaNOVr5011GohP/BQmxFP8PkvH55I1Pr/eMOBTfEv/s6pP/jaV/6Qd73nf16+/H8awH/mF36Pn/rlcRGGd37PxcszvzZZPl6++0aXJB3n2WM+f/zkEj/+/nl8bwwhwFXWYRdGBqkkSsoM3BJHCRxH4DopniPwXE3gGkqxoRwZRoKU0ZKgE0laUYVzlyv86z8YA50gkoSbru2wYyoiSUAbjTG2iCOFQCqB43qcuOhx7HRAJXCoepKJsmByXLJuzGHjpGLbhpR921ZJxRL/6TM1Llysc9tel/3bU7pJi+cO+9RLLuMjhno1olyyUkhrSaOnWG4blhopjXaJt1+9ykvHOhy/qKjXAm49UOdH3rvEf/4svHK6QrtrWG05zC3XmJoos260x7bxHv/X93SolRscOgcnLklc16CUQQgNGPs/A0kC26dS7rwmIY1d4sTHmDK9yGV20aMb2hWtF6m+fOtGgl4o6EWWtcPIVmXDUBNGml6sCaNc/hjaPcFMSxLLFn/znpCNI2M8fzjgqUMd9m0/Xg+E/rV/84/2JA++u/apyyd+22ze9zf/6gD8Z//dH1KujKkfePfF9586Pf07Yfdk4MkO0jW8/YYStXKZk5fHeOlEj3uuCQljBykMjuPgKIVSKtPbEtexmtNzFaErCSONH6WEsaEUa8JYE0WGWgJhrAkTiBJBL5aEqU+cBhw/XeHgcUiNwULbamNXgqes56Pqw9UboFaCkYpktKoYrzusG4OtUyEbJleJzTL/6TMjnDk7wo07FTs3S3ZtXuGx1xPmlka4aYdktKYJvC6+9DFKkKQSYQxJGrHSDphbcrlxf4nr97Z4+pWA9aOCclDlxr2av/f+Jf7jZzWvX6my2tasthQLKw4T9QqjtRKjtRFq5ZjJSsy2GyN8N8F1EpRKkcIGEwZ7U8WxYn7BIU4UcaKIYkUYZ8+RJIwlYSTpRZIwEjZAjYQFcWTPaxilRDmoY/v7XgTdWNDuCRqh4O03aHw5ytefDzh0LiZVbUZH2xw9fap8W9n8zumDXb1148RnLh37jXTLVT/8rQ/wh7/6B1QrgZqeu/yBC/Hl376yMhu8fqbK64+7vHSixY//tXnuvbnGHde6bFqnAE3JjwCQ0qYDXWVwHYXrGNxI4rnCXgRXEHqKKLZAj2NDlKQ2K5IUjhSS1JCmmlRj9bamD24hQElwJLgu+I4g8AVlX1IpK0bKktERwbqxhG1THaqVVT7zTMQTh8dYXaxx7VbFtg0ue7b0SMUqX32xTMV1mBxVVMs9Dp+Bo2cdrtli6ISK6/bEXLvLMDuTsrDi0e2VefctLZ461OXUFUWlJPG9Gtfs1PzsDyzx+OtdvvD4BEtNw7Z1KSsNh3pNMVJxqZZdKiVD4Gt8T+M7KY6yUitTdxiDLVhpQaIlSSpIEkGcSKJEEMeSMLaZlygWRLEhiiCMU6JYExWII4zzI8vSxIJOBO1YgICnDo1y5aIhTEKqtTZ/931t3naV4ugZn2deuBRcXkh/b3TM/ZtSjv/RJz71sfR7v+f7v7UB/tpZKYVpfSjtzP4XaY4F7317wKaJUTaOOhw87/GfPrPCfdcv8V13J1RLkiiWiCzP7Sirh13HwY0dfEfRcy3ThK4k8gRRLOzFiRVxAlEsbQYhGaT9klSTpja7kJosU5JlS4SwOXYlrezxHIHvSQJfUikJamVDvapZPxYyOdoiMat86inJb315nHVBwLVbBVs3uGzfqNm2YYXPPGdYXg7YP6UYrUG1HDN3XjK/4uPtgDAWTI5I6nU4dc6w0tTMLgbs2R5w/00tvvhkwHgVfM9DyTrX7BL86EPzuHKezz89ytErAeubMevqCSMVRbWkKJckJd/B98B3wXFshkkKkKIAcuyNnWpIU0GSkgEd4tQQJRDHqSWFWBPlz7HO0o55VsaCu5sIerGgHQuaiaCbAEnKOULef88qD1yXsnPdGN94fpRXTsCrZzpc1TwT3Huj82vX7DOO7zt/iOWZb02Af/Zzf4xO0x84cuLYv007V2qvnqnjuivcdABcZwwpXJ46PsYTh1xWO9P8+PsbjI84hHFAq53iqATXcXEdFy9KiVwHL7LSJIptKd0yjrBMlLFSkkCcQpraTILWNuDS2uQ9nBm4LcCtthe4jgVI4EM50FRLCfVqwmS9y8ToKs8cj/i9h0ucOFdn+4jLrinYPOWxeT3s29qkkzR54ViNknKZHFXUq1CvhoyOJHiegxD25uqGHsvNmNWOodFOmF/x2DpV5fb98zz8YocTV2qU/RhXeQgxwq5Nir/xjkVu3jfP7z1c5YUjdZbaDutqCfVyQjmQlAKF7wp8V+K6NlZRiix9aFFusD2sWtMHepLqbHXLUouJJkktuJMYosQMjthmZXoZsDuxoJUIWin0uik6CRmrtPlb377C3/1rmqXljTx7sM7zRw2Hzne5fl+LB27weeXYxZqjkv+0Y+dN3pOPf/637r73O771AD4z10YK9beefOJ3f+7suQvj77otJI4n+cxjdTrRCu+6IUapGqdmJZcaVX7x0xs4fm6e77irzb03tFg/EdJqleiGHp7r4XsuYeTgeza9lwM8jiVRYpfdOMly2ilZ6o+MuSXaMAC3LVJmzA2OsgUTzzUEnqYUJFSDhNFayIaJJnONDr/0OZevvjTG8kqF3ZOCresEm9Z5bF4n2LGxh+Ot8vEnHM5eqrB3vWS0KhmppEgZcmXB4DsSKcAYQRQ7bFvX5EVSmh3FStMwt1xi7+aA77q3wR894nF+zsd1YoRw0aZCnEhu2rHCtu9r8tVXOnzsq2O8fL7CplHBRCWlEqQEnsB3BZ5rYxVHYQNnKfqeDIO9ybTBZlpSC/gc5ElqJZ0FO0Sp9bpEefEoY+pWImkn0Ik0aSdi80STe25c5Tvv7vDOGwSYUeaWXZ48qnnpRMg7blvhoVtKPHuoyqnpNru2nBufW9710e9+3weVSTq/Lpzytw7A03gJqcwPnTn+hZ+bvXx8ndYlokiwZ7Ph5RM+f/hwjROXmjS6Lc6tjKAcSSuq8YnHFE8cbHLj/ibf90CXh25vMF736fZ8uqGH77pEiUsUO/1AKUkUcSpJEkmcCpJEkqaCVIuB1taCvioxlrmlsMUilRWLPFfjeyklP6FaCpmot+nGXR45bPjEYyO8cKTOqOdyzSbDhjHJ+nGPjZOSzesjdm5a4dD5Lp97apIR5TA5IqhVBLVyTKOT8uXnAqqeQQgLrG7o8N47Q770vPXENNqa+RWHzeuqvO9tbV443uLYKY+Kn6CksCDXZXqR1fp/4/4GezfM8/HHmzx7tM7FlRJTNcFIYCh7msDReC44SqCkvZEtk0NuP9KZVNN6sMIlGdAtQUCcCuI0A3Yq6CWCTiJop9iYJ4qolDq878FlPvSOJjftTVk36tFul+n0JBsmV7j3lmVuuSbh9r0eMwtVzlyCkudhtOSVVw+vi83ozz30jnfouYWV31w/OfqXG+C9ToOZ+TaNtvuRk8de+IWPf+bp8dnlJa7bDXu39/jC0w4CDxN5fOnZcUINjhCUlUH4go6qcLnpMf18mecPt/mja1t84P4u77qzx1jdIwp9wsQlil3ixCHOgJ6kiiTNCjbpAODaZMytB54yIUwWVFofh+NoPDfF92JKfkS11CWlyzdekfzBo3WOnBtBxD7bRw0b6oaJumJyzGNqQrJxMmbrVJNLCy1++QsVkrDE5s2CetWhVoFaOUa4Ec1uhXrVIITAGIgTyZivSHRCK/ZodVJWmoorCyUO7KzyY9+xykf/0OfCQgVHxdmN4ZAkAb1IMjXuc9PuJtfubPP6hSt84rESD79cZ7pRouIrqh5UXIPnGFwFjrTlfCGG3XUaMNredKkWpAaSVNj8eSqIUlsk6qaCbgrdxJAkCToOGQ+6vPuBVT74QIu7rokZKTlEcYXVhk8YeySJouwbHrwpJU0dVhpVBLB7a4svPZcyNZ6wf1uD9uwj6154ofoLd7/9tmR1efZ3UxMwPv4X1yH0FwrwbrfL1GTlO187+PJ/fvG5x2qOMaw2ajz+cpvLc4qXjoEvNaNlg5KSXmyZRBtDoAWBEnSURydxmA8DPv98hSeOdLj1623+j+9ucdXWJuvqilrZIYo9osQlSQYgT3OAa4k2EmPIOn1ycGNL/coGsI6T4HsJropodmMWmjH/4TMB5+ZHeeVYHaM9xkuCdROGiRHBeE0xXndZPy6ZGk/YNNlhvL7CV1/VvHy0zrWbBaNVSbUsqZU1lVKEcEN838FR9v2NgTSVdEOHbi8m0YJWV9NqG5abLrNLNe7Y1+b2A6t8/OsBpWWFI2MLSOOQpB5RLOmGLhP1gJt3tbl5d5sX75nmwoLk9x6uM79a5vKSj6ckFVfg5TJM2sCzT+S5VMEyeWIEiYZYC8IUeglE2kCaQBIjVcjG0S7XbrPX45arUmolhySp0GjlwHaIYockVeisyyqKHJodl3KQ8o5bY0ZHUnZvEsTxGK+d0Jy6+Mh44Mn/fO11N6yEvc7n/iIx+RcG8LNnTjE6vl79zsc+vnt18VBt14Zz7NwwxvqxgPPTLstLKVvGbAATxgJXacLYartY2yUxSA1lJegqQcfx6aYuS1GJh18e4ZmjXSp+yN98T4PN4wnbN3a54+oWjrAtYkJYuWKrkjI7uQXmxiCkQQmbMzckIBNePyd56bjDF1+o8vrFKlFSpuooJkuGsYphtGxsHrzmMDbiMF4XTI0lbJzssmFyhSeOhPzqF9exoe4wWYNaRVGrCKrlhJIf8sxJRS9ycCsWVMYIokQSOIob9nZ5/nDdGp+6KatNl8VVn7nFUX7soTkuLy7x/GuTuBIQMRoyALmEkaTddRitBtRrFW7f2+Geazt8330LHL+k+dILAS8cL3HybIVEOIShohMrlJAIIdYEnllNwGgSbTBa44qUES8iIOb2G9vs2NBj80TMh98VUvIklZJLFJVptLxsJXUywsntD5Z0olgSxrYy2oskSTLBaAlOnhecnzEcuxjTS2cYHXu4Fvcu7X7gXd+vTp8+k+7evesvD8CfeekEXTPlPfr0iz8YReG/ffn1VeZXDbfum+fWq6vs3FTj4pzL7CIsNRIarQQnzzs7NohJUnBT8FNDoATlVBBq6KUu3dSlkwa0Wim/8PFRTBKzfrLHga09xkcSPnB/l63rIuJYZHpbQoG5yfSnlBohBZ9+vMShMxWE43BhusyVuTJBSTHiC+oVQy3Q1AKolgQjZUWtqhitOozXYaKesH68x6Z1TVKzyqefqtFtV9iz2VArK6plSbWkqQYJrhvx1ecDwo7EXWe7RXOJUikp3n1rlydf1bRDSbub0uw4rLYcZpfKXLWjygfuavLK62UuLFdRUgNxppdd4lQRxrYw0+45NNoe1VKZSinkqs09btvX49J8g/MzqzhuysGzDn/0WBmhlAX32vmDRgMajCGOUratT/jg/V0main7thnWj0OauIRRlSRxWWm6JLEiTp0sDrIFpKGYKLEA74WKVs+O0FtaNcwuplxejJlvxtTqHd6+J6XuLxEnyb89c+LZzq7dO39r/sqhaN2m6/5yADwwx3Gj83tXFi7/0iuHnpNbJh1ePLiOLz/T4ge/o8GejR0OVMpM1Ec4dMohijVaa9sYnECsbB7WTa0G9LUhSA1JKoi0IUoFoZaEqSTSLrGGhXaNxw5pDCl/8kKMEKm9SMZeJMiSJTYXiBAKISRSKZLYQWoH15FUfdgxaai4mrKvKftQ9gWVkqRasnJopCoZrcH4SMLkaMjGyRYpK/yHPw54+vA6do3DaDlj77KkWkoolyIq5S6lUhlfSZTMNDhWDsSxS68r6IYprVDR7mlaXW1b5ioel+dGePuBkL/3PXP84h85XFz1EUJjTIxODXHiZuCxNtZq16ESeJRLAWW/TODHVEsRN+2J8NyYW/YkfPiBDo5KsiKQPf9DojyTdFpLhJD4rgI8eqHD0opjfTup6rNzkiqSPlvL7HUe8GdFpETRCyXdnmSlCUfORSw0e6Qy5qrdHf7Wt2mWVyZ58XXJ8uqjcrWtf+nwmc5TOuke+YvA5n83wJ989Auk6WTpwrmD77945jVxYSYlGpPs3+IRnqnw+192UW6X2/Z3mRpx6HQrCMB17ZlVElQKTmp7H5M8ok+zqD6P7LUY/KwFkZYkRpJqh1j7pFnaq/joVymFDWYdCa6CoGQIHEOgUnwXfAcCz1DyBSVPUi5JyoFjAV4R1KuasVrCeD1k3VibjeuW+NUvaj728Hq21BUTVU2toqiWFZUylEt2TuHMkubMjE/gWfst5E4/QS9y2DGlmZro0ex5dHsmY3HJasuhWgqolut8+IF5zs7M8muf24QjHQyaVKck2hAnDmGk6EbWFNUJJOWeQ8l3KfkpjZaNMTw3tQUzN8WRtlFCSlvOF9lhrSsCEBnIBQ2duSy1jWvSVKK1JNGDeCdJRSHAz1/b57wuESd2Na2WNBunIm68dpXb9se4lOm06xw9V2bDumUm6zHPvfya2LxRv/+6fXvO/OEffrb7fd/3vrcW4ItNx9MrF36y15j+yaUVISteQC3wqASK/VsN04uC2WWXx1801MuwYTQh8IR1vgkLbpXSz1nbdJXJXpustF58PXDK2Vyu6AdKRc0NZJU8G1g5UltZpGxmwVUC1zE2b+wIAl8SeJKSrygFimpJUi0bRiop9WrCWC1kYrTD1vVLvHAy5OOPb2Q08Flf1dTKwoK7JKkEmkqQUC2HvHACDh4vs3vSZLp3UDbvhopb9hn2bO3y4pE6ndDQ7aW0u04GcpdyUKIU1Pneu5c5eHKe549NgVFonVo7bGJIYtP3k3RDh3LPUAoUgafxPRffS/EdjeOkuI61GCuls44oaw1GGAQDPTcIzq2FWOcZKZ2nXwup2BzYWtgMTP/nLCOT2L8TQjAxarh6t6BeqZIkDrOLJS4vuDTbYEyVWkngmFjOL07/83a37G2eqv4rIHrLAG7Mimx3ej/9//7yx//h3Px57/4bUu68usrssqHdM1QCl1pZsWEsoRtqjDF4rkBl9WNlhM1opCY7cQad0n+d5hU3k1febMZFZyokL94UKu9DK25eqs4LOkpmFUtFwbRlq3++pwh8RckXlEuCaslQK6eMVBLq1ZDxkS4bJ1d4/kSXn/7t9Vy8XGfnhKZehlpJUSkpKgFUgpRSEOO5PRo9g5IKVxmkHHyyVOcM51ErxXQSTSfzWXd6Ka2OpFFSlFs+gV9l+1TMz/5gg3/xO5Lnjq3HoNBGk6aaJE2IEk0UK3qRoutLSqEi8CS+Z+y0W0fjujbf7yhjAa4swFUmU4Qwww26WWnfZCRiMi9LmgE+1YNnS0YyexZ9gOevdVaM10ZwZa7MFcq0e5LVpmGpmdBspXR68LUXKgivw50HTnpp7P/fm/f9sHtxvvP/bF1X/nOX8//cAL840+TijP5XZ4499vdnr5wLnj4acGGhyXfdPcd1ezza3SpXFsrMLzssNzxaXVv+NTqvpBlMDlplMkALtDb9MrLu52jBaGO7yDMLaPFgDcAz2Z0FllaiKClQyqbLnKwVzXUkvmcHAAW+HclQ8g2VQFMtp9TKMSPViLFal42Tqzx/vMO/+K0JTlwcY9uYzbBUS5JKWVr2LhnKQUo5iInTiN//ehWpFK40KDFIE2qTL+Uuf+PBFb72ckQr8ulkAG93Fa22ouE7BJ6P79bYtyXhX/7wEv/stwTPHlmPNpJU26xUnFijWRhpwsDaXX1fELgC37OVTc8x/YqtozRS2dy4FMY2SuQAH5Q8M1BmmRYtsmxLFsjnAM6mDuh+cY2M3RkytuWrwqqx1tt2V7PSjFlspFxegmaUsH97k/fdHbFjsswrJ2eC1H/sH3zgO+4Xxqz8EyFG/+cC/NSZM2htbv/Dzx4pBdqwfdzhwqUa/+YPfQ7saPGRd85x3Z4qZy/XCbyA5aai3aPf+2iBbPpVtDT/ue+VGLRfWaAL66PIQZ2f+DWfKwd47sHIK3k5eztO7juRuK60/g1PEPh25knZT6mULLhrlYh6rctkvcELxzv89G+O8fqFCTaPCsYrBWkSOFQC618pBQklP8J1Q64sjeIqgZI6S8sNgsw0lSSJYsOoIUlimnFANzT0Qk23l9LqSUodReC5eG6A64ywf3PCv/yhBf7pb8DzR9eRamkBnhriJM2YXBP6miCS9DzVl2CuC65jJZr1qRgcSSZTQGTPb4JxK1fIikKIfnFIZ8WhvFqcpoXf9wFOweBlzVrdnh3jMbOkOTln2LalyY882OCarS5JNMrF2SpRT+B0nivNTW+5/b9nx4k/F8C/9rWvsr5myr/58U95N+5Yxnc85pZdxkcU52ckr77usdho8dDtLW7fQ8ZWPgJJT1mrZl9Tp28G7FyGmD7QTS5H8tff5LNJMTBRSZl1AmXgVlJmjRK5PIHABd/TlAJDybf6uVyKqZUj6pUuE6MNXj7V45/9+iiHL0yysa6YrGhGSoJqICkHinJJUArszWFL/RHPHxO0ex6BIrvJrAbPmxBSbRt3K4HijqtbvPB6jU48aAfrdBUtX+F7Cs/1Mv1c56otmp//kXl+4lfg2WPriLUk1jprlh70YIaexPe0ZW934KN3VH6QyZSBjJNZlffNQJ4XhUwO8AzwaT/zwpuuvLofS9mYIYxT2p2UhVXNUpjwzjuXee+tMTun7Ijns1d8LkwbZlcSzsz20OKPvK27P1J+7LGvde67713/4wH+2rELjIxtrp945dO/nMbJ3V94tsN772py64EKI5Uq1UAyWo25uDDCf/l0QOPBiBt2WPbwXGsEiSV97aadgSwZYu0CoHUf2IOmYDLt3b8YwhqKhMzAnZmMVB/goDLHoP0s2E4gLzNY+SmlTF5USyEj1S6j1SavnQ75Z78+ysHz65iqO0yWNSMlqASCSklRLinKffZOCfyEarnHEwc9VhsBo6ODMnkOGJ1p0zhVrBtXPHB9myde0raLJtIFkEsCVxK4Dq7j4TglpNRctcXwcz8yz0/8iuHZE+uItUOcOQCt7dUyuR/LvrvQcySOk5mwpEA5+bmh//nymzCXKiJ3pTEoCK09dOFZ68JzYUVO0wHAo8TejEIYHry5y19/EBZX1vPayTIXZxXnpxNOXInZua3Fe+7s0WhV7r50+ehvfPf7vu1vtxsnVysje//HAry5MkO3tfgTF66c+dCBLct023U+8UiHjzy0wjW7DI6s4fse9UpCo6NorlaZWVR91x4YlBwsYTolm9CUyxD67D0USK5l7gzpeUWur71l7qAb6O78vR2F9Wc4Bte1jcWBpwm8lFKQUA5iKkFItdxjbKTBKydDfvJXJnjt7HrW1V3WlVNGyiYDd8begaTkW/YP/ISyH5HokFbkI5TEzRm8r8FFxm5Zvjh2qXg9axeIAkZzkPdSOp7KtkSR1hPv5BvQGq7Zbvjo357jH/8XzbPH1xNrhzAVRKnOWFwQxBrftYG95+hs9bItfypb0ez5ybry8+eCMat/YxZjnTXgHsRUA2Ky3nvQaVGKWrArKZgacxjxx3nlmGS1JVlYgctzMceuxGzd0uKD92tOnV3PkwdXuev2Ex86e2r7mSiO/+n/UAY3+hyIDds+95nfvfbIsWV2bYq5/2ZJu1vmN7+U8M8/sszOzS6GEpXAI0rAcwVJmkXsyiCkQBUDSSX6JyrVxRMmCkwxqEqa4pqZs3YxqMyX26xSqrJgynGyzqDMhJS7BwM3zXRzTCkIGa11GKm0eP5Ywj/51QlePbueyRGHyVLKSGCoZuAuBTadmIO75KcEXkKtEnHsvOHxVyp4UuIqnQVxgxxFvnzHqSLRDvfeFLN7Z5szF0tMlqEX2T7HXpjS6WUs7Cgcx83mwVgGvHob/PyPLvJPf0Xz1OuT9OKSLYYlhnLm4fZdLMidfPXSmUSRSJX2VzglRQHgogBy3qBXBiA3wwDvOxQHK++AzXPfkf13HQXzK5LVtiRONCvNhLOzKdLv8sMPdbl4ZQOPvqoZq6fIaI6HH3312ne890e3vXDw8oXbrt/8Fw/ww8fmOH1xdPv05Rf//dkr8995/c5ZamXB5nVNxkZd2hcCHnmtw/fc3aXRdvEcRZhIBNr6kqXJGMz0Way4pOX5YdPPaa/JkrwhW5Ix91pwC4NUeVow7wzKWNsxeI7GdTW+q/G9hMBLCPyIchAyNtJhpdXhySPw838wxaHTE0xk4K6X7PiKSiD6uXKbedGWvT0L8JIfEqUpvW5AoOxNJoUYcvLlhRQbaDpWyzshYWToxqIAcI3npXiug+tK258q3T7AEXDdDsHP/+0VfuEPE549Ps50o0avIqmnhmpiCLKJA75rstx/nkkxffbOpUoO8P7nzT50Eed9hZhdlHxVHYB7WFJaN+fAf56rHm0gacYIIYhiTbOjWWgKvusdTUaCMgurMefmE0Lj8eTBJu+5Z+Y7k5Vn01uvu+EfmHj6vHD/bHNW/swAH/WPUw6C247NH3v/a4fOsnWjxncER88rzs0mbKw79LrjRFFKOUgQGKJEDvlB7CpQzIaIfrpQ568LUqQI8PwfKarC/CLYcQ85e5tMnpjCcCBri3UdnY2ZSPvg9r0M3GNtFla6/Nzvl/ncc5MstkeZHJFMBhm4A6u7y1lgWfIlZd9kDG61d+BHQMSjr3msxB7jPkN+bMTwCpWmtvmh5jvcf2OH509EtGKfkaxjvRdpvNB61T3HAtxRBiVdhLQFGgzs3yL5xf+jyZee7/KvfnM9lxdH6dYd6p6gmmjKCfixjYE8ZQcauXmgKUU/CM6fi4F68cYUoo/P/vWBNRKyCOyh+MmCOo+dRHbn5M0W3cgQOFBSdWYXS+zc1OPB2w1xklByBMvz53ju5ePvn1kt/34Udc//hTP4wVc/j5SSsNPhlqs8zl0e4eyy1VabRyXrRiU7N7u0uhGeq5HS4CeDgTr0v6DoVyAHd7iwnSZ5GmotaxdlSXaic2bJy815FkDlAFcGR1pg295O29/puSmemxB4Mb4XUy11cZwOTxxM+Y0v1/ji0+uIdI11NcFEYGWJTQHmeXKVHSJj7iJ7xzhOyDNH63Qihw3l/POsZfA8lWYNSYGruP2qLom2AO/Gwnat553robbBoSMyFs9WxKy4bhBM1AUfuq9N1Z/mN7/c5cmj48zGJTqBpJYYKo6xIHeyOESZLC4xGcjzcygG3nEJkgGLr91RsC9V8hEVsEabD4O7/5ydhDyhkDdY1ALD4RMVmk2H9eMeV220Fdv5JcGhMwnxuUN8/4Y9/+e3v/OuVxdXuqcmRv/rI+H+qwA/f/4yjz3yRdzS5LWPvXD2X5y8cJAffKjLTXvrnJuu0AttoFL2E0YqMSU/QUpjO7jTwdQok3fX9EvAa7R2zu5DwC6kHorpK2HWSJO8Kmcdg3a0m8483xm4lfVi+G6M58UEbkS53MPzOvzBww7/+nfXcWZhDNcPmKoKxvyUmm+o+FDJOuxLvq12BllByPpX0mwlsPJksZnSjjw8pfCk6QeYFL5Kbi/IvRtR4lJye0zVu6x2qnRj0Z834rka102zNJ/K0p2qL/kGgat1Pn7nXW1uObDAz/9ej499dZLlpELHd6m4kppjPTi+A56i3wzh5EWfbOWTfakyKAAVSWVYrBSBzpuuwH3A51myQsyVe4tSbQtys0sJ7Z7m7BUrnXoRnJ3TjIy0+OC9Xbzo2D2PP87GsLd6an72CuumNv33ATxNUx58zwe3z1x5/VMl74n9J2ccPvpJj+9/YJ5b9i5jtG9PvrJsZcgNNsp23WQOs7ysazJGz4PH/pdHFCSJWCNNcnCbAZtk1TdZBLg0KGlXjwFzpxnIEzzHShLfC/HdLufnEn7tSxU++9Q4Z+dGqZVdxgIY9VOqvslK7zm4ZQZu2S8KBZn29j1749QqIZ95xuHUhRJBNoGr3y7GAOX9MQ7G6vA4cdi/Db79lha/8ZVx2mWHWjZ7xI+yuEFpHEdmY+sogNwtUKpdFbZOSP7J93e4dsdlfuWLY5ydHWE5KdFxHSpKUM6A7kljr12WZeqvfvl5zdOHWH0+qHSaN+bJc2LKrRMFtn4Di+cNz1oQpxCmttczSu2q7sjMTuAaDDG3XtXgrz/QxnM9nn71ON/24HW/esetd72n0Wz+V6XKnwrwVieiUnJ54tmXNp849vquhZkmU6WAM1cC/t0ny1QrEeiQH3pvi00TKRLD3s2adWMezU6ZXujZ7o5EFcq6RZAX2DuTMcNBTE7bZkgH5sC2z5lpKAO3zZrk7J3iOont3HESfD/Ec0JaacQvfcrjN780xZWlOlqVGBtRjHmGEU9Tzpi73C/fy8ynkkmTLHfeB7dnq5dhHHHqsk878hn1syxOXnTKsxJ5FdYUPCmxQ63isGNzhPJ7tKIqXU9Qig1hDnAnzQo1yuaxZW4BfrPgVTE50uHHvrPD+++d5Te/1OTXPj3OYrdC1wkIHEXZEZSUwU+MZXNppYojB/aGvMr5BibnTeTK2gwLw0yudaEGkLF3lAG7EQvaPc3ESIs9W7pIY9g8mfBD394jTT1GSh6+GufMlTIiaTM/e2TX7Dq5eduOW88b00OI4M8H8NWVBZKoOjlW8z519uwh13XLbBlXjJYSO2C+67Laq/BvPzZBL9akJub6vav8+HescPe1mhWqdsaJ0oNWMj3sViuydx5EvvFhCulA0wf2kDyRmUtOpRbgToqjUjw3JvAiPDei0Yt45pDkDx6u8emnxumlVTzPY9wT1D1NxTOUfUPZG4A78CW+L/EzaWILQ1lmIgO459rK57kZw5Mvl4liF79i3hBg5o9BOdtaUaNY4boOD9zS4uPfaHPicoVuYOe9hK7BS8CNNW6kUUravLUUSCEHw30YrIipliRaUvYd1te7/OPv7XDV1pCPPVzlpWMjLHQr9JSH6zoEjqAkwc8HLOXpVWlsPUFQAPmwZ2WtOavI6P0VeQ2Da2Orn2nW89lMJHPtlHfeMMff/Y4G1+/ySNOAXlgiiuu0Yo8rsx4rTY9mR6KIePnVl909e2/+VLvVuL7baS38uRk8TmvyyPEztx08+ORIyYvYOeWz0nRodRxWW5pWJ6XdS7M525JGN+DYaY/XzkY8eEsbt5NiHIkUhlQO2shs180A4AyBPGOI/h/2dMmcyfslZd23e1rdbXBUagGu0r4ccZyYRjvm6SOC3/5KjYdfGWG5UUWWAqolRd011DxN2TWUPUPJI2Nty9wlXxJ4isATBB6ZQ09n4Nb4rtXfygk5eRmuNAJbWMn07XDhZOCf0QxAnmjbt7i+Jtizpcvhiwmd2CXMZnx7ERZ8Kp+smxdqQK7xaeQ3T56GjFPrD//gA13edesKj7za4ne+WuOlYzWWWmUa0qPtOXhK4EmBL7E9nNLuUqfE4CZVIrP9vgmDv9G/UrzxKGTNGDC4FvRSgY4TbtiZcmDrBOev1Gl2HHqhQzeUtLp2R4rVlqHVTVlpC9aNdnn++UdG3nm/uW3j1j1f4U8ZHvSnArzbnvcx5r889cqFyp4NDbZtgn1OiZmFGgsrLqstSbvn0gttaThODLtCyZZ6jVbbajGlUoTUOP3ZJIVm4GLGpP9H4cwNSRMzZNC3skRnmlujZGoH4ufZDBmz0Ep44mWHLz9d5XNPjjDfrCCCALfqUnNgxLWdPCWXTHZAyRPZITPLaaa7PYGfs3cOcCfB8xICL8KYmEdf8bkwU2JiTOBKnelYMWj0LbCdGbKbKrqhy7b1ggdu7PDZ5yLasUs3FgSuwUssi4exKaxSqp+vRsghmZJvqdhvVNA2317yQz54X5d33rLEnzzV4ktPl3niUJX5Rpmu8Oh6Do6rcITAlQJXSlxhMqllUIiCNBxOH74Jmfevre4/DwCujW1ylhiCwOXy3CRPvBLQ7vnZMCc7vN9uN5OwuKqZXklQQczmDT1K4lQlTe/9L/Ozc1cB3f9mgDfbhjTp/fXG4ov1m3ascvz8OL95qcvtB1a5dW/ERL3GwqpPq2tbkpLEDqeullJ2biiz2rJLt1IpioHG1hmwc31tgf5GT+BQQFkAthD5FiYakQHccVI8JyYIYnphyokrcH5a8Ymvj/CVl2rMr1TADXBqLmUlqbqGqqMpuYaSC4FrwR24diahtZnKwiGyvzcZyHUf5J5r29POTGsOn/PBdbNl3hRK9GIIBUVWS9PMP53acc7X7Ag5sLnN8StluoGgnAj82BAqstSeztg7z6bkKciBVunn2bNUpNYqmz7g0otcSqWQH3h3yHvvWOVrL7f55DfKnJ8OOH6lTLTqk/gOPccZTPUFnOw5Z/K+dGEQ/L/hYfKs0WCFzjo/++B3BUyVBZeveDyRQCmwEwSSBKLY7kgx34COSbjlmia37XXpdkb52nOGJseplCt/Gkd/c4D3Og0RJ9Hfe+alo3XphBzYBa+fCfjayxEP3rHAWCmiMlOj03PpRbaFSUhD2U+oV+OMZe0cbzvO1wJ3kCUZmHjW4lvkkXpf89mihpUkOtvlIcX37STVJE2ZXYKvP+Zw5nKJx18ocWWlxJnpCvg+quwQOIqKY6g42mYRXDs4P3DtuDYL4vyQ2aEygJNp7gzcborvWva2N1bEuQU4dr6MK4fTg32JwsAP3l+y80yKzvoaE5cD27rsWdfhyNmETuJSjQWhA15iZwKqAsClFAgph5g8Z8yB6Un0g9m8jzJOXULXo1aK+BsPhtx1bZMrK00efdHj7CWfr71SZnopIO26aOkQewohpV0psq58SVbxhL5seTOQ93X4mtcYG8j60uAbWG0bzs0mlDy7SiTayrNmKLi4IBkd6fLOmyLm5uocOafBSQhbRyfe88AP/58L8zMfnVy34U3Dt28K8K9844sYndJaWWZ2uUa1nHLT3pD9epVDZ7pcvSVmz9Y2vSig1fFIUgdjyGSCLaJ4Ttzv/Ru+sUUB1GsDS1OI2Aes3ZciKsX1U+LUcPaS4PBZxddfKHPknMfRcyWaoU8Y+eB6qJqLrwRlBWVHUyrkgX0n92nktlnrC/czWeJ5Cs+T2Q1gBtrbTW1l0bU6P/BijI6YW5aExsdxJJ40OIU02xoC74M8NcP9jlHiInCYHIuQqkc7duk4wmY64oFhzFF6qAIp8yQ1QD7sCIHRcsDkhcFIbqr64yc6ocfUaMTW9TE37QzpRl3+5rkGR857fP35gMPnAs5eDIgTBb7CSAVCkspCNahfpPgmWqVY4RrQGIkQxFqQGEFoFKuRlUPaWIC3utbnvnFqlRt3LPLowRLdlmTbJFRKPhcvNyuHDz/2IUfJj/43MfjXv/51Fpab6pEXDor9m1Z5935od1wmRlt845DmP31yiu0bU67ZE3HfDU3uuiYmTWyX+kjZZNNhUxCaNEt+5nd4bp5/w+1uLKDJ5pe4jgGhEdIQR4ZOzzL6+cuSP3zYpxMrXjsacPqSz2LbI0w9cDxQLqqm8KSgpKCsDIHCjjNTmfFIWdb2XGGLHkVwuxIvkyW+B75HljWxJXPX0XhuklVEY0pBxPxKytefrdJo+YyOCJwsF5+bvsQ3YzZdCAi1JAwVE+OKd93R42svdbnYqNB1pZUpDriJwY3znHWWY5epTRdSnHUi+++hjVN4Dwt0L1WkjiJx7diHOHZtKtWNqXgxd12TcPtVIe+7p8fJS5KDx+xmBB/7eplzsy4ISafrkEYqt29inBzg4o3XdgjgRdQLTCrpoYikYAUoVVIcJ0XrmHtv7PDA9T2u3hOxa1PIb39R8I0TIcsNj0Y3Zf+2LoQnRDB2k3r26a8md7793X82gAsB68aqvzTqR9c9/JzPZ1JNqxNhRMBiq04rcjl6EV49r/n8czGj1S5xknDjrg7fe3+LNE5JUsNkXXPDtTGVUuaQL9TB3uRd+8N5Gh3BwUMOS01JKZC8cMzlC08F9GJFL1bMzHpo4RAbFy1ccByE7+BIiacEgTQEGbB9ZfCVsR5wJ8v5OgPm9vK+zD64VdajKfrs7bkaz8sNWmmfvT0vRqmIx15VfPa5KspzbLptSH9/cwbPc+Fpmmc8FL2ey3vv7PK5Z5p87NER2klAJdPhbq7D47woY/rdQkLIPsDsW8mC1i8AXGejHRzL5K6jSBwHJ0kt0FWKUnaQ/miQcOe+hDv2xRgR8oH7OvRiO87t80/5vHjMo+QLFpuKg0dsGs+qJPFNr3IuUoyBSmC4/rqEdfWUNIU4gQ/cF3LNDk0Ue9TLDvWKS6rLCAMfujfloVtnEcBKq0K3U+HcJX3ddZP1XzKGH/szMfjMfI/RMb/29KOf3ed7kbpqq8elOcFC4hHGUKmCqNpunF4i6cU+jeWARgyfm0v58jMROu1hooiR0Yjbrg2pBhrd7zX7Zg+RTXwVrLYVLx32aDYU0pF2JopxLDMJBzsX2AHpIKXElcKCWRp8qfGkBYKnwFODGX0W5GLQ8ODYRoC88bgIbsvwma3WzRk8LRwJvhNjTMSVRY8oDPBHJF5W9laZK2+oipl39DAorw9ALkm1IopdRquKLRMRnujRTXy6iaDk2CGYuYckL2gpWbS3yv572feQWVpWF4bg66xnciCNkiTN6gYq2/8oIU5SVGxrCY5KkTJh84TOVgzNVVt7RKaLdDSNhuClww6rHYnqK5bhoHroN5mNthIYbrs2YWREYCKHJPZJtU8UBXRDn27P41IrHwUnshUewliytOxxdsbge5FabnT2fdtD76uZtNUUqvqnA7zXu8LCnProK6+fu+/yYptb9kjqlYDlht1rMd+eLk4GW1l0Q223puspFntlWlGJxItoNiJmHk/oD+T5pl2Uw8ubEQKdb7lA5jkVahDkSJmlsnJQZ2VnSbZxa543Ljw7WSe9Itt6jz64bVuXwsvA7Tn0LaaWwTMWdzReVh113Rjfj7m0qPm9r1XA8XClGASYfXki3sDgxUpfPiTUgs0O1olilw+/q8ufPNHl6FyVdupSTuymtNYFaAadOCqvCRSDvdy6mEshWTB45Yfue2EcR+Gmdl6KmwFdyUHRzPrGs9dCZ4ODUhxhECZloqz5trdrEGkfhIh8/4w3ud7GHsYIkjggCl2i2KfbLdHsBDQ7dm/OTs82UEexnQMfpzZ92A0FS6sp042EG3Y26awev2927uxHdZr+nf8qg5868ccoKbxm5xTvuqlDLxpj83rD2IhDN4RemE/6132nW7unaXQ0XkujsuVyNfaJhUvqJGDSAcDXBBrDtV85+F0WvAgp+y1oSti0kisNvrCeBVfanx1J5qnIusdzI5FDYQ4K2c5sg676AcBlX7b4num3tHmeLgzOSXAz9rYBdMSFWcFCM0A4Dr5kSJ70y/MFo1gxozDoYCoGgooocRmvhWyb6nJ8NqSbOvRS8FOBmxrcJNPhCf3M0uA0qqFOhTxjYSft5qM4REEaaZxUkyqJcvLty1VmVkuRSmcrhR6kZjOQi/y90WtSuaYP9DwDZm/s4dXFbqliY4Be5NNql1lqlFhq+Ky2HNpdu8NbGA12l+iFut/xlGrBo68p7ndPM/3Zz3pvVu95A8DPn14BBFtHU67a0SBwU5aaJVodj2bbpd3LRnFFdg5Hrwftnma5kaBNQicyVGI7iaqNItEys1N+E4kiRN8bLDJw2xRUnnMFR4ArDK7IQJtJgPx1/3cZ2Q+soPQbbD0lLNiHwC3ts5cDPQ8+M3Dn3T+O7ksU17H61PNiEmK+9EyJuYUS7ojCK3o4ihkU1ijSwunoD9YpFH16oZ1g+9Db2jxzqEczCeg4DqVEE2XldCUHhqjccCaEZtA5lAeagmKZXOtspoqBVNn3dLQgUQInldkudtbLk2RAHxTTdL/AJqUuFN70UBFukNot5MhE/sWH5VPSz9E79CKH1abPlXmPxVVodw1hlNKLNGGo6cXGbkDbgUYP5tsgXcmGcYdtG5eGdu94U4D//ie/gnJKb1+89MQt12yLGKtHaNNmXPlUyz7bN3h0whJLqx6trv1AFuyCTkdhRMrJGVupcgWUpCESmdZ8E2GS54Zl9qzyZ2FwoJ9qU1nJ2M43GWhclQNb2v3k81EIRWD356AobD/imwE8Dzhz3e3kssRkenvYS+65MZ4bMdvQvHK6BI6Hk8kTp2BQyqt9Yg3CbdGj4LrT9PPheU48jl1u3B0yXu/SWCnTSRRlBW5iv4tKjT3iIsCxIO+/kVzj1BSZZdWyp1aaVAtcLUiVJFWaVAmSDORF81puh5A5yHNQFyZkCSyrDyzNeSV6ULQbeFYGtg2tBVIYykHEpYWUo2cTOt3BVoW9yNDsCRZbglZk8LyEXpLQTgxp6HD0vOLWa8q3fOj9b3/7D33o7qe37X3ozQEuRA9Iv60Rxjccv9TjSy9VOD/vkCQQeAn33tBi94YGu7c4pGmZZsen23NIUkmlFKFKPX73yTFKgYuDsb4G3jh5SqwBuN1dmCHmzkeuqQLIc8Zycm9E5gHPrZ62uTjvVLGyRPW7VwbAzptvLXtnmtuhr7fzlKBl7AG43b47MUYQ88WnfJ45UkX6Dp4Udv5230E4aKMbOP7WVjOz0Wj9C20DzVQruj2XO67u8u13tfi1L1aJUp92KglSQ5jQn847cP3pTM7pNTfUN2Ny0I7M5tGIPrhTJVFKW0aXMhstoQtW5KIHyAxA/iYMPpBNpoCxAtWZgfHWdRJGay1eOgvPHh5lxLeNEO1IsNoTJCZm1+Y2N27qcd/1EYFrd/O4MOdw7GxAEIzesNJY/rYojp9+UwZfWpymUqm867HHvvH9j15s8uJSneWmQ6MjbX9gonnhWEy10uPu61p88N5FJquSetWhFMDFuZinDvv0klGUtoZ6JWyyqjhro+hEy8GdA0AWQCEZeB6Kow1y5rZbkOQ/kzE4/TasIRbPumFcNQxuO05hDXNnPZte1t7mOnnDQVI4YiJiPvlojdT4qH71shhgDvoa88zGkAZnTbuelnY6VJoHmw4Clw/e3+H3vxSyqmO6aUA3FbgJfRaX0iAT0Ted2XThWi0qC6lJUQC5IHWyjneVgdwxKG3lSqoMKrUORls9ln1r8iBFWXR3DmzM/aaU/vUvdGMxqIvk/1+lUnw35N6b5njmuODITJlSoAm8iKl1Pb7n3g53XaOpl3x8p0ovCuiFDpvHYM+UIew1OXbafP9tdzz0+MVL01/bumXjMMC1jghDZ3e93Nl1084uy+uqtHuCTlfTaGuWmymzy5K5FZ8/erTKV1/q4eket17dZvuGmE8+XOXUwgiu5xBkjrRcWkgxWKKGQF6QJ32gr7Fn9rX4Gs2Zg74420MpMdDimeNuaNhNBmxHiUEmpZ8OtB33tjHZZMw9CDCdAnv7bsQrpyWnpgOMclFS4kmNs9anURDga7Mo+aH7Q3NEIV9tQR4nLrs2xhzY2ea5kyVi5dFNBIEENzU4icjOcdaFk2Q6HNvsPfyWosDioiCN8gaEPLti/S4W3Fk7mzIFcOdeIJPZBHImp796iAK4EfnELFPoCrJgz28KpTRCSzphwHfc1ub6XRf4w4fLbN+ouf2qBJ0EjFUCwqjCwnKFmSWfpYZDo2VnYHZ7mstzPe6R3V033dzbHYbR197A4Bcur1Iphzz6ao80XObum1YxaYXphTLTCx6zSw6j1ZiJlYS5hmSuWWG2W+H042NINK1Y4TuKugtlZauGqqBHhxgbKCZPhoBeALfqe74HabeBZBG2e14MwG2DTNHvFnf64JZDAC8O/7Hd9vSB3a9W9pk7xXNsYcd2BcUYYv7o0TJLSyWE79i8uxj+vkMelGLgsbYJoGgjLeamtSKOHSbGJN/zQItXTtcI04CO8iilVovndlYlycCdrxU6y4nnxtxMqqzR4zqb91icSmUPidL5imT6ry3AZfY9db9tLu/yF0IOmiP6MUFBkxckysDLr7MMj00d+p5i20TEP/huC880rdBolZlZKDO/XGJ2yWV+xba2zSylTC+nxETcsqfB9XuWCbtLkA7MhX2AP/3EV5BKYlrLHDk5zmunutxxXYO7D6ywfmycCzNVLvieHV/gxPiOpuZLmqGilziM+OCINVmNYu8ka57f9HdmiLX7LD40XmzA2LLI4EoUWDyXKxLlDAPcc7IBQG6+dWBW4XQMbr8Ur7PX6dDhKNu5c/QCfOrhKqH0UFJl1cvhG3FtBXNtXa9oKR3W4ZkWTxVJ6uCnDt/zYI/f/kqHQ2dLxMqlIyVeqrPzLJCpKZwnO3smtz1k63P2XsP7FhWZPNXg9FOIduKvyiwBKjWDYZ39uSyif0Mna/T4wEc0DPDBTm+FvxPZDZNK0kQRRi5SBtk4CUWn57HaDFhY8ZlZcple0FyajTm3kNAIe9x5bY+7rxbE4RiPPX2Z8mufwRg9DPDXj89xYN+68j//6K/umJmZplaSNFojfOmxKk++3ODdt69w9dYUQ51UOySJIU5itNE40nZmaDMwwkvxRibra/C1X7Kgvb+5RBF94KwdhywLjJ0HmfnUJsfJN3nNtLdaA+68fO/mjcnazgzpt4jlPZ1JdsQoN+LUFYdW5IFyMnli1thj33gzD2VRCnrYrM2FZ904g8KPQ8UV7NvU49CpiFT7dLVHkFrPtpNpcCVs8c0WlvLQTfeDzAGTi0GFM/PDOP0JB/Z3SkMqLeBVtjuF1IMJAfl0rTTv7u8nAAbBZT/wzFfrN2HwXH/bG0QSFwhRG7vFeCd0WW17LDYcZpc0l+ciTs0m7Nvd5KFbY+p+ncXVMu1exKZ1K+zfu37H29/x98v/8Md/qCNLGzIGTy5w9sz8g7dfXfuJM+4KZV9SKytWm/DJR2r8xhcc/s77IzZNhkRxiW5PstSwjcZBNlAm311h+OIOtze9QZpg6zlFIAyAPehjVAVWVENDNXOQM/BIqwKo1fAuxq4iy4VbcFsAD4YCuUV5UmRvlfV1ehHLLc3/+8dVlroBwnetPJFmaFUZDM755o6MPtDJpgloCmkz2S/dJ4lDrezw49/V4pFXaiyFHpF06EqJl/VQDkY+ZAxe9NML3bfRGnQGbo1BrsmsiIzBTT9Iz8GupMgY3EqitJ9FGQx0GujwQTvhQIvngSdD7F4kuUH2Jbsd84bs2G6TsrQKM/Mx04uaHZtDfvTbEtrtUT7xDZfVVkSlbC3ME5s3/MTxU6ee7vU6f9Jn8E7jNZKej0jOsbya8Py0w417G1R8qJYmGatWmZkz7J5KOLBjlXOzksWmQpKBRg1nuUX/j8EFHlqqC8w9HGyKAcjlWokyPJimD2wpkGowfkwVQO1IiZNJEqcP8Fxz635Q6Tq6D27Xyf0Xw+ztqhjPi/jEoy6vnymBdJFS4ufW2DdZufI795u6CVlT8Cm0m+mMye0mTy7X7OrwnXc1+e2vBGjHpys9fCn6RR8lBfFQQDfM5KLI5P1iy2AXB2NAK7spgSMtmytNf7ajZXXBYKzEYBbNYDKt7eMUchjgeUZsCAfizbMqw+dIIKVhvN4jwXD0skQZ2Drqc/FKFdeLUV6TbZsSbtjt8OoJxXMHL3Jx0SWOo4FEuThXx/d8zk1XOHUpoNkOePrlCpWSYMeUYsuUZM+WmPGRJq+dbfHo4TrNZpXJqmVCmV/IP4WtEFnFNluuJGKYzcXw8p63e/XZvM+Q/zWAywHA+4WeHODGzsnOpIirBtkStzAcaKC5LXu7jp1atdLQfP6xKosNH4IseyIKwdg3kShvODd5sePN0nZ5ylBLdJpnUxxGa4rvuK/D557psdT2iZRDN5VZelJk2RsxaMaWOV4GOtyYQdeP7rP5oF/SyTMrKnsts58lpIr+eS+CXEhR6L7Ph3i+iQ4vNEXkmnxwPobZsJ9lkTZtO17vcs8tq7x2qczrJ+ocO+8QxZItUwF3XeVSKdlzv2dzl9FJwZbNdot3AOfg4dNUaqPbTx576e8l3UWu2+UjhHXVBb5htJqydarNxskVnjvR5ec+XmN2ocyOcdM3LvWH26xhpm+C8/4FL+ruIfYeOllZ4WQI2MOzv4sdLna4O8Pgznc2yJlbFZj7DQyej5sYjJxwlK1cnjsvOHkhQOMjpNNvzh24B4vxgyhkNQbUVfSiDM7XcFUvz2T0281SB4zD/m0Ruzb0WDpewqSeZfHUyhSnkMUZBHdFo1cmuHMbLWQmOFEIPkHLwdzIYmyjtL1ptCTT3vl1GZBRH9xa9Fm7D25RXL2N/VBmMB5kcE5En+EdZW+UXuSwb5PkJ79vgX/5+ykvHhljZhW2zQvqFdsc7ruQ6oDR1WX27C7/vfvuvee1xblT551mN0XLcGq+kbzr8Nlprt+Xcvv+HrWSQgiN54Y8dcTw9SOCzz09ysz8CNvHYbRsKPsC3xUFthgeD2AytK+1S+asNpQ+zEAxLE9EITMhCsHmANCWwclGARfz4MUj29JaFcFdAHm2X72bWUNz9lbZz44To1TMl56rcmqxBN5AnriF1KVYw95rx0W8mUzRbwg484rmsBaPIoedExEP3dHhxaNl0C5JarW4m2bV3XRYKg2YM18687Sh7A9BHQxfyl7L7HXWWaNlfthzn2YrhhQZq+t8hTV9YhoUfESBxQfMnXuP+hMViqtYli4U2cqYpPa/laLOpknBP/zuJp/bFHJ5wefZgxUc5SCA0XLErVfFlP0lRmu9dwnTmQrc8LwzNa6pVlIWxqDZ8vj8EylPHRJEQJxohPQ4ed4lDl0CpTiwwVAv2Vl9fr5bmsy35jD9jaR0FpUXtxopAnwA7EL2ZU2AlgNavAmw+2yuRKEJtwDubD7hYNsO3ghsZzAgqD/izdEZyBMrT1RMqRzx3AnFnzxWodvzoOzgSIErhqXJ2s9frNi+KcBZo7/XpAyLefE4cRipOrzv3h5feabDCyc8TMWlm/p4gv6NpvrvP5AHA3APQF7ccsoGn9kNpiybp9LqcV1g7Tyo11lwKbUo6G9RCHTfmDwYgFy8yfcvbHuS5mNF7L/rRZIwOzo9j/Fqlx99qEM36nL8bSFIQRw7oBWTIz4XrkhmFxT1BUG3I3E81UMKRb3S45a9KRfnqlyYSVhqaXq2wZlxF0plQbUEJR9KWbe561jNK7BbQaeJ3WUgEYNt/oq7Mgw0t3hz5l7zui9FxADUUhV2b1Ai86YMwD0AeW6bNTjOYISyk23C5KhhoLt9traHUjbA9LyIOEr5yrNljl4sg+sipMpANajUDl3YogZfc1PnV3YwOiMbUFmoZFqQy74Wz9OFUeRw1daEd7+tzcHzJcLEI5UuXa3wUtZ8lkGDwDCD22ez5rOgcrBptBKofCiTFBgF0gz0eH9FlSB1YZahHqwacm08MiRRhuVsvjub3VdTkKT2d0LYFLDnSFpdRaNtNzSrlqoEfsLO9SkAvUixtOpz/Kzi6PmQiR2Cjb2UVkfj/MnnvohUim6nSSkQXL8XSr7PciPJdiQelL6L3mk7r9qeSAMkifXqiihFoCEFoc1ggGbxQou1IC8AvADoAYsPdiAYSJNCqrDP2DnAB5NT+xIlY27L2KbP1E7/efDazYJLR8X4XsSRC4KvPVOm0/Wg4iJF7hykkB58kypm4XsWRVruRenbR4emsK4p+BQMWFHsUq1GvPvOkM890ePgWR8cj56WeJkWV9ruOyoKhRWRZtJACGv1LDYiqEEmx1EMpIu0bJ6vKnmQr40Fu9SDQpvQxWxKtoLoAbMPs/jwdoU5e8eJIIwE3cjOQ0kSO1BfSNHHnu86+J5jbRXKzoE3GnqRYKkBZy5HuK5m+sKLtJdOkKQpThIt2S+uE7qJAgSTo3ZrjiS1Jz7PRQ+spqafHhTC/jfdSLLaUtkOvBqZBwxmIE6Gq3viDUDoy5F+ULmWwa3eLlYzlcochpk1wLZzZa+d4nzwNeDODjefQpsZ/B2V2MOJcd2YxKR88ekSTx4pQeCAtA3NbsHCO2RHKB7FH76JBh+exir6zU95RiXVcgjoYc/lnms6PPT2Dq9fCEgSFyMUXeHgpvQ/k0gHLC6Gbq03MnlxiL1SOXNbNrc/C6QWfR3ez/fnjJ6vthmD94d2FhIHg4nAw5Oxip6YOMF6n1oJYaTRGcD7+5vmG2ll+wtJkXXgp9aPEnhQ8iXz8w2Wlrp2kGeS2pG8za5hadVh47ikXjGMVIYtjjIvwfeHydvqXZ4SSlLBlQWbkE/zGyNDtRBvztw2Z1rMoIghsPeBPSRVimX6wqHWgFsVDmewCWoOaLcA6jxzYjMm9lmpGM+Nee285FOPVgEPpIsQqt9FpLKNVItV12JGqH9j95VnIRIpxCYD5i5ocCPQqW3ds0UP1S/fG+Pwwfu7fP3ZHi+dsZMEYq3opCIzfGWgSzPWLijuYQVsVw/U8NyS/G9VBnots/188qA4194yY3Nhn/vXUA8Gdg6C7wKhFYx1+ZHHSPOrCTMLCam2ZrH8OvcH9vczZvY98o4lKQX1qmBqQqMxxFkPp9PpWVD0Qnun1ioxm9bZ5byfthb5rgn5DEDLfr6bUilZ+2gnTjhxpcrMYpWSR18fyyKQyZg5Z/NcehSBnR2ikPPOAd6fk1cEedaaNthsyu7sMBiAPwD3EGsXnvPG2lyqKJXguglxmvD4CyUOny6B64K0waUnBl1FQ9YCuWZVGgLUmuCq8KLfAFHwiAy5C1OJVllGJXUII5erd/W45zbL4t3UsngoPHoanFT05YFM83Rhxjhp4SZjEB+tTV0qCUYZpBEog61+GoEwAiNAGjGQKkPpwuLNnoFdZhhiIEH71U/se3lKM1bTnF9scuwwdMIAVwlGAjvDJu+tzYP6vICUfxVH2YTDFDY+dIxAIHHqVUOqJetHI5YbK8wsJ9x2dUq96toeSKcwD1DkXR52JkicplyY1VyeFXz+2REOn/CooFE1gd/PjQ4yIMX88Fq2s1OainvErPGfCPp77/R3L86bb4caHgZblyi1BtyFofj97IlKUU4B4JlE8ZyYUzOC3/lKlTB2oexm8oR+a5oq7hJczJwUo6lvJlHMMNCLMqW/V1E/o7JWiztUfMlH3t3hi09WOHHF3nypVnRSZV2GaVb8ySpsIhV9J2dxJTE50AsAl2agxWWm0aU2mOwaGSkswHUhVsqZXA8yYv2YymANvNLWd6zdNpOp2V6dvmsYq8W8764u2ze1+PxzAdPLHmdmSpjYRTqDYp7MbxZhLRhCwmgt4pbrGlxaDDBU2DBuN+Nyvu+D37P+6PGTP/XCi8/Q7ATUKz0m6iusGw/58vM+py6p/mQqkU93lQbHNay0HR57qc5sM2BuocLWOtTrNgU1qEZmbL4mcBzcyWJ4CeuDfMDWa01WsuD9UH32LgBb5sHlMLjz2X4DvZ29lnqgvbPgMjIJn3m0wmunSrbdRzgoYSuXTubBLjYXF2UKBRb/Ux9DGlwU6gc2i2K0tsAeArlEa4eo53Ljni7fdX+b//gHHl3tgHaIhaSrbYwgdabB0zxGEP0KouhLlEyLZAEvxmTsbVcVZcBkuW9jBuDPwS1NRkZmeBXrSxYNOj832X9jsrSygyEVAsdY33icCiZKJT54T8Q917ZYacd8/WWPZluhXPpLhSgQ5clLDl96rkwsFKutEiNlRRh12Lr9bT+1cfO+H3VOnTlXP3+l8Z5XTkbcclXEzi0pv/W1MgfP1Xn9fMD8ihrQTV6BEnbooyskJIqyK9g1rqmXDIFn76q8XK4y09Mg7SeGtPZQzju/44vAGfKBmyHt3Qd6QZKogvZW/Z0eChtRKbNGkuROwbQPbteJOTkt+fgjZez8Fcve/c79/P0FQ+OFB80bw4GmKP5geIP+toarojdkMFfQBp4ZsI1Ep4pUZVo8dfjeBzp89vEyxy67ICOMkPRSF4eM6fJznGb0nOaFn5y5C9LJ2J9NNhsr/2wyuwmlAWmsbMlBLI19D6Oz/LjOAtSha2sPrQu6XdubCAyJhCSR9ELJUiMgSQXj9YCNYz32bIyR0g5xlfnGW3nzBoL5ZcmH72tz6JzH88cm2LdJc+P2VTzVeM/y0qW6E3gx29ZH3HaV4dVTVT7zlKbZtv1uJWBL1W4QlOjBGFwhbErKd+xM7cDVdq62Z+dq51tHO/mmo3358WYMXizyMMT8QyyeM6YcyJF8s6k8qMxZXK0Bt53IqrNnmw5USqPyfLdKUDJBZQyeqoQvPF3h2KmB9pZC2tx3v4OGoQu4toK5trAhhom78Hq4AXkoJ16YSOVoYb0pclDCj2KHq3aHvPftbc583CdKFQiHVDh0hcBJGSznDCTKoHku/wSir72tLhcokzE6Vpr02Tw/hBmU+AVoaYGvc5lSuJ66KEn1YCW2lUwxkHXCZvGSVNANHXyvRMm3ozrymSww2MArSSUYwYHNsGtKc/+1CeenfZ45rNi2PWVyMsR58bjDlVmHR56RlBzF5hGFM5bdWYkhTAxRZDcVTfVAveXNv44SWW+jyOaKWIAXwZ0zd5Gt839jyH8i3wzgA9bOf85ZOwd7ztx9oKsikw90t8qDSFmQJnIwNF+pFNeNOTuj+P99pkZPuuQTtAZd89kKUvRAFyVJv5r1X1EneYGlXyY3/Ra2Qcm+qMHFkD8l1Q5J6uKnCX/n/W3++PEyZ6YdUHEmVVy6QqByedI3uPXTW0Mgz3PzBnDMoFHcIJAmkyiYjLXznLgeYnMt7A2lpUBoUyCyXKaIgWzJqqP5nBadkk3ZEoSxpNNz8NxB3DTYZ5VsUOmgwhkn9mQ7jmHjeJf339OhPhnbOYcT44Ykhqu3uGxZp6iWrLZpdyXNjqHZtrs4hJEmSW05PpcX/Q6aoRzl8FbRgwh7bd77jexXBLZYw9p5IWUY3HogUeQwgztD+e1cZxf1d+GQlsVdJ6IZaX7tczWuzPugnCw1KDN5Yoby3v3XvPF7CQoS7E+X4QX2HmytOAB3XsKX/aPfDCEVaeKwaTLkR76zxc//jkcjtlOPjJGEWtm0YZp/DgNpMW04APngT/s3KrsLjaHP3CqvbOYBqDQDBjf2OplM5lvmHrD6G657lmpMhFUIcWqLPVG2u5zrSLuxWUZUIsulm6wo1Iskra6g2TI0u4ZOz6YVq+UyE3XYITWVKMQxEbhCs2dbi+v32rtBa4GvHGaXylyccVlqKDq9pF/4gTyrMYhsh0BdaERg6IK/yes3ZfAia5tCsGn6gWXe+KrUIMh0pEE5ur9LVy5NrBzRBamSM3bSf3ZUjOPHfPqLPr/6RzVC7Vp5IlRfnvSbitekxIZ0dyZLilt3fzOImwGBFlKFRdDnJXuD1rpf3eyX8LXdCjxwEn7sA21OXvD4zS9YLQ6KVEh62vZuypQ+gw8MWPmKMyjdF9OVFtQDyWJMxuZi4CGxpGNs+jBjZlHQ/loUskxD7saiPB1YnwdYyvfwHMRbZOckTqDTg6XVlEvzMXOrCcpNiY2VN1dvabJ9J3iOh3P0Qsj8YsTJU5rXzitaoaTkxtx/Q4utE5pWZ5ReZHfz0jrPpqy1qw7K5mv16Fq2+tMBvqbJuABulW/RXdwyUA3MTkrpglTJwVxgcjlwB/Z1d//ZzhpcXoE/fqTMSpiD2wLclVZ7O2JYngx91jxDVMBz//uL4XNQHPLVL64UMigDeZJ1+xQ6ffo+cSlRWqG1Q5I6jHgp739Hh88+XWappUDGoBUxVo+vdRcOX5tvzuS2DjQoCuX+lDzYNBmLW/a2QBfCBpprr3XeiDEwxGfvPYSFgh2jnxYe2DXyymc3NKy0UuZbCZs3t7n3+gTpOPQiyWQl4ro9HUZGWjjX7fJYGQ1IVmrMrvhWa6Wal19PmJsy6Fijs27n4VRdwfshyXrwhkuwRSYoVsneCPI3AbYYliayH1gWGwyGg8p8OM0A3OlQgJkHmfk+N06Bvd1ywhcfC3jhcAld0N62qSGXJ8N+k35rVoG9h1KEhb97cxLP2LOQKixug120kZpi0Gkkygzy4knq4uiE26+J+PZbO/zelzxQEQiJEYJQOygh7BYk/akGA6CtlSsU8uAq75HI04e5d0YWjGLStiwWHZXGDM5N0VXZXyuGvmeBABmkG5UcqIQi8IW02n6iLqnXDdunKvgoXCOo+YILl3wSOcL4WAUncBMCP+GqbZp332GDMCESLi4k/MkzPpNBwqZ1kkrJjhR2HSvmHTkotOSDYPJTZMzA+ti3QBbSY2u/dFGaCLGGvcUwsAdZlOxnZXCyEWMyq7JauZIOS5I8YyILEkXa7Invxpy5KPmdL1aZbXl2v2tpB70rwWDHhuJq8ya6sqi534y93yBRGLD3UBaluMViIdg0Q133dv8c+2y3P1lfSfmBb2/z9GGfM3MSRAwoNJKekIVNpKBooxVDd6EpkNFAFuQ6XEq7GVWfzQtgzj3k/SpqTl5rV7G+RTZznaaGtB90WwGf+59y12jeUG4HNimqJcnOTTA20uFPnvaZnneQ2Jtgw6hidMqhFzs4V+1o02o2OZoss9Dzmaj1ePWU5KnDZaK2YWPVztEuB1D2dTZ5tZBrVoORAZA3i9rdjqM4s0CKwfy9HOF9kIsBY9vKlymMIxtm7jeAvD8je+3rtK+9+wWdfBywSlAyxcnSgp4XE6aaX/5EjSdfKdneNulkuX5pu3bEYP5K/7Pmn6+4Er0Jkxdx/oZU4VAFc5C1yMEzbJ8t2mg1pm+nVaSpJpEOKnG456aIH/1gk5/+ZY8wkbYRVUuSLKsidSEtl12M4XFqtiWNwuezP4tCbJB112dFIJ15QQz2/Jjs3zf5Tb8G4DamoD+GO04gTrMsnck/E4WkQjZA1RF4rqYUGHzXbjA8VvP4wAMNnjuyykunAqoVyYVlQ/VcyFQ7wrkwU2Z+IeArz3mcmi5TDUpEocCVDjs2OUxNOIzWoF5NKQeawE/x3UGzQC4P8pNkfb12rnOn59hF0QhSAUIXFJ4YzhkPurOL2nuw/7wNatfIE2n6v7OpJF2QKIWxv7nuzmZc94NLmeB6CY++5PLZJ8uEkQslp6+9++zdD2zfWLlcW7Aq6m97vHnTcbHTKQf2QBoMzFdG5S7DYa94qiVSW6mSAz1JHErlhPff0+XhJ7t8/SVl04ZIEJJYOHTzc559SrFGFxtZsPIWVhmbIsxBbX82AlT2/YqMnl9PU7zxReG7aki1BXcvMnQjQy/Kxo9o0ZexuR3DkXmjuN0kLE7yG88B6mxeF3DX1SE37zWUg5QjZzWlumJkxMXZvjEkULBvU43JWoleaO+aciColiUjVcNIOaFWTikHVs7ke9TY1i4LpjwJn2pJFLs02gHaCKJY9pfDfoq4AO7hwLKwe7EqZCz6swgHE5aUKGjv/iTUAbAdtQboagBuJwO358astg1ffLrMiZnAShNhLbEi196CwgQp8wZw92/Q/vcSa5b8P/3RL3YUPOFvkCprCj9r/eJSKqROkdohDh32TsV8+11tXjjm0Yiy8qu2ejxCke8DIcly40M22sGaY7DFnf4NKbO9T83AUmvZPJMqZKlBYT/7gLjEoOGcwYqlDfRiWGoJVrqCdmI3pQJroMvnrXtqsGlY4Gq6vunPpm+2HS7PB1SCACU1vchweSFkZEpR7gqcpw+WSaM2G9Z12bEFoqiU3R12s6VykFLyE0pBTCWIKAXWRuo6MY6KUSrh0rwgjPNEvCCKXbSpIaVLknqkerDh61D2pMiK/QmlDEmSHMxSmX5KKpckOWMPgVyuCSjzQk4xiyJtp7wm5Xe/VOJXP1PFCMfmvYfYm4H2HkoNvhHoFG7eQf3ym2C8IEuGWHJIf5uBVh0yXmXZlEyq6FSipc2LK6mJUxepND/2vg6np11+9bMOcTIAuUYQConS+SCJXDMWQN4HtYBcrsgC/IUZjIDLfm+KJCbsz3kzTF+TZ+dDMMi6pdqg3YSSFyKTpL+6R7Fids4D6SCkwpeSsgMVz1D1oewZyu2EYDW1je/Ze0VpijYxd9yasmNLirPYDOm0exw/FTM1WuNdtzSRKmSkoglcsqmftrNFm5heEtOKUp5+0WV+VSCU4re/WuXKgodUDkoJRGq46yrD/dcpnCwMz0G7lq37neBF7S0HskQVgC7FGzMmMge3WiNP1uxZr7K9Z6wGj3G9mNOzks8+XqHddqGk3sjefc93IbMjBgWefiaIN77u53n/TAxeAH1BshTnlmid+z0KQJc50CVaWi0upUMcp1QrCe+7t8NXnipxeiZLddkB1aRC0M2K96IvHbMcXAZ20wd1li0hK/70FxzTN03lxZ4im8sM5IqsVC/NwIQnbZuh70rGRgX337bIHVcvo/Wgu+rKouT3vhYglWBmxeXZgxXC0Ge67ZE2HcquoOTY+9b3UkYrKQrJO26BarnBhokVxmouzrW76kzPRFw8V2FqvMvxyw0eP6h523UhmydSO+nI0XheypHzLp9/epQwdThzvkSz7aNcievZ3YE9JQiUoVY19Npw6qLDhklBObDzUwYSpQDuNZmS4uzptb/rM7coDmbPMyd6aLsNWZAlUmYZk4zJHSchjDUPP1/hkVczt6B0LcDXsHd+0ykhhoPhXMsW9PfAVMWb6+5vBvK1QC8cWmfVwzyTkm1FYnW3HsgULUmFRKUSLRRx6PCOGyLecXuXS192CbXV4ZkTigSHnrAVRZEJElvssM95Ok/1l6E8o5L5SLKUn2VvQZ4/MLmUyXz/aHudTe4jz9jbdSTlQLFxUlBW65ieq1IOQnzXmt/WjyT81PdbGdnodjh+oUucpnz+mYBD5wM815JnqgVbJxPuuSbhkVdGmF4O2KqqzK9soJeux7nluq2rJ4LmV44c03/t6cMuE5UpkijhX34sZqkZZSBTKOWgcNCpg6ug5hsmqjYIczO3nq+sTqoEgpGqNVylqclcccPjkftBoiwAvQDkAdCLLK4HGryw+8Ba/a365fe08DpBStupI72EJ17y+Ne/NUJqnEHmRCqEkHYfoP7o57XNvMWMz5uz95+hiDlAdg6KN8gUMyRXNPnUq8yMJQYZlb4mlzY3LrRDklhS+skfbHLissMTL0q0JzLI2i8Qa0V3SFCZgix5E03ez4VndZAioDOJYPKFwJiBj0HnC4Nl8WJ2JEok04sBvUhRKQUEXorr5uM7dKYgUvZssh79a7cnCDp2lIdjNxleXK3wzKHN3LTDZ7TW5tycy2qv+pXa/7+9/46X7KrPfOHvWjvvyiefTqeDWt2tVkJZKIFAZAODwYyHO/dij9Ng+9pz5xqH8TjM+2KD53ocsMH2DMFgbDAZIUAoIIRQzrnVOafTJ1bcYa33j7V31a7TLREMFvZ9tz71OdV1jupU1Xn2b//C83uesbWL9vv+8osnLCnf04kbb6yWFrni3CXmO/DQ/gppHBC49Fe0jEtwmhk85WQr3ReddzLCle9JSr6xwS6SrAZRuzChHBrgqEEXxVoB9iKwh+6fDu78MXNCpBnVMo/iCYdOSf7mS2X2H/EgtPuRux+9RZ57D6+knZlvcvqAp/h43kk501h3KA/Pe94UOhIUc/JCX7zQH09lFr2VhVQq+3c2AIod1k9H/NwbW+zd53JgQZjeuBCm6EQQIXPrrwHLMI/kxb1NjCQFWb6dv3arkIObweTgvfaHOhn5KueN5wMelWp6ESy1JKlyaPesoQ5dUQHBytYMB80Nc/O8hFZHcdeTXVqtHpdv04xVKtB64j1Hdjx6wl7smMgYx4qlJtz9pMVCy6LuCCbGUtzcrczKPXCKu3H0uSe2zE2ezNa971kEXi5XPKCzysKCgm0Vxu799mAhmucFZgHQec49BPCVN6tYWGZU2Ox+6qZ87MYqX/pmCe0bUCNN/i2kHNq3tE+L3s/fHhzywlx5rHi4P+AZDuSDNAWGCs1h/cKsyMz0A3UWubVWA46KyEAubGQn5c3XdXhmr8Mffcgm8pKhM1Irh17GnRFZekJqoq8m54dncBUDoOdtwv7JKQfRXGZT0/wktfsfg7kSpRISpYkSheyZfk6cGkc115GFoFlgh+bBtLiZZeXqCDHXnKtYaklCX9BLUlyni9IaO0lS4kQwUVNcutFmbrnB3sPAZEqSGsV+O1eNKjgnDK2iSVPF5sKXTu4enLknGLmGgrzD0AvXffJUMVKfMXoLXcizC10UK4/U+feK4E6RBe7JbQ96fPRrJbpppoIv8tZgNrUUeij3PuNovgh0nieqr0xVno9wlRV3uhgti21C9GkUWi0Lk01Z6KwIywxRZEbOkopU2XiO4p2vaXHv4y63PWrahXlvHClQ2qanzAg8z8EHM+f8jBsMgPL+dx61c/KVXhHNc6CDMRVL++tzkPTNsowQf5xIunZOtipSQrLgZxWW3rNF8jy1TRLByXnB7qOKkwtw6TZYv0rT7QlspYzBaqubMN/qUCl1GK2VSVKLNB3W186tQPIFhr7Zksz6wEWdkhV6JLmy6+ngViuAPHAMGOTiisEU80zgXpGi9I1LC6mJHdPuwXs+XGXvEQ9tD9ySh3LvPG1aMdQZAjRnAHMfwmIYzy+QkBfbhP3IXsjH1Rnz8dO5KUpmjENZjOIWIlUIYSMjxYZVMb/900vc+26PZlf005T8daXYdHPykyxwYPMTT2bELzI2ISYt1QoQGiWKOXn23vq5fJ6SZZ2UPv9GZRNNQRSrAddEFJdiBvcN+OWQ1qSdccpnl1IWeimNekzJNyoEoLHXrxlDCBsVL6LVMotNydyyedKwZOO7Vt9mz4B8sNVcbIOZ9q/OUy7T9uvrlKxYIxvic+dpSxbFxXAUH/gyFgCeWV/08+2hrknBnTfredt2TJLCX36uzKM7fNPzlnnkHnROHDGcllgrorYogn1F5DYP5EI34nnj9WmRfEXnZLAAwYDMpEUmhcdQJFfCRPB+0amkAXkqUSK7pVmqohQXbol511uW+NN/rBGlWRSHrLsiSLHoKfrbP33hkX5unudbxby80BZE95cf+sVokX7LgMRlZ+8nSRUyGQB5EB8G9/PgmVNqHVvgZAJURgsFRiqKZiehGwsSMY62yyidYr/jx1+B75fZv/cRnn3scU4se5xYqNIo2VRKNpVQUPI1nptpoWR584A1mL34vqZHIV6JwSVmiP23Etg5mAWcyaZuZQelXzz28/JCWjJ0y5aI/ZTb7/f4yOfKLHUc0wPMet4ICyFE1jkZTC0HUhDDefhAmu0MGoTFAU/eZ14J6TNE7dPwPgT0AciHo3amCpunJMUhkDBtxFRaSK0MXyWxqPiK//DjbR5+2uPW+ywIkyxS50gSJErSzQFWALkmo8aqDNAYrjii33k0o/xsRN/vtBSYiUobDXKtDRdFpoMA0p8xFYrQfJXP1L0DTRzTzJD4vqQc2oS+YHKkx77ZiIOnJC+//hIuPv9clpstbC18kD6JKrHnaIOTizaeZVMrS8Zq0KgmVMKEwDNekWYsn71hJUj6FtSi733eZ7+R94uLRKk8kqtCpF7ZAy+YjIrhx4uuu0OR20rN/1dgCUqZIO2EHfttPviZCrvnXJM7iULunTEGnUzrpO/idqaikhWRmwKwC71vATxPCB+ktSu4KIMoPhis9BchONMYf4VIUE7E0qpvKivyVEVok6rEmo2NhP/41ib7j9vsOiLQdjHBEiAd0gzkFECus0iuhUlXLJX3v3V/W15J85r6DQOdA9+IsVr51aiwftj/OPTABCtJjUdmqiBRg6uZILOgsSFwEsqhII41gedQLbmcNZViJTEVTxB6FiqW2IttSYzFXBsOnorpdBxWj3qsnxasm+oy3uhQCrr4boTjmKINyDa9LZS26UYOmR+lwwAAVo9JREFUrY5DFFn0YosotswLy1RCc37JSoJUP/UogrlwX5wxiqtCATqcphiWYA72BNdLOL4keM+HKnzxjhDtWINx/AtEb2tFz/uMbUIGmBhiDRabKcX8rfAzQ1F7Bdj7+eppnJRiHp4DuliA5ps/MuOD5Pez4lMoklThSNNVWepJfv1PLE4sCvBE1sA2N41NoiVdNQxyVLHfrYfSEyEMgJXIKbN5v1v3t/JzimxfpUwM0pYkhSiFXgydRNLsCroJJFqRKE2aFSyOBM8SBI6k4sFENSFVIKVk7SSsGu9RKydUQo3UCtu2LMqhe7zbc26pVdfesGmyyeZ1CRtWLaNFG2F1uOtpmG+ZxF4KhdZGWrkS9rhqe0zZsxmrecwthSy1fDo9hyg2Raopp4cBnrf5isAd8MGHDUUHRebAJ90SeZ97MKmUMkVaSXbfcE0iFDfdU+L2B8OMa2L1gT0cvQeuwUW9wTOSqQr594CVdzonZQjwZ8pFVqQrp+kU5vRUlRV4Q/wUQ3s1+5FZP1wIhMgGP1lnRcoCZ0VKRMY49GzNKy/p8vor23ziZosoyRr//SieXZ2lGAK5FiZNMRLjA3kJCYON+ixy55+PynYvU62xlElRTMQfpLmpgiiGdiSY60rmm5qg3KVa6XHluS0qgSJOREYVNwvuc8s2Dz0bcGjJ5eiC5uSCzdy8y5ZN05QD+xZhBceF7GJv37KRP/6f/7hfSO8vJibLN8xUd2F7gmeORjzwjOTgbJnHdnosNR3srHxOFLQTjedGXLK5zfRYhze/tMXFZ0VYspZJjJmoIhgUnENj9WJKUgD20IZP5n0+lLpk8gGyELVloXMis2FOIhQ33hnwRx+pcPiUY6yXhVMoLI2AzNDUcmibaIVbwpD2iRgC8KA2EkOgHirA83v6jBhf8WBxP3MFPzzbi8xZhlqCUsakNe+oaKWzPFwjhIXK5KzNa9PEPcWakYRf/+kllrqSL91VIk6zN5Ln5MI09xIp6OUgF4U0RWct4tw6hcHeZT84CbPjLDVYKhfXH+zb5p9bqiBKBSdbkqaKuOaCOd5wVZM1I4oLzhL4tkM3ckiVhdbgWCmLrQ6P7I44OCt54BmPbsfl6cOKl155FqPVhb84vPfL+7de8FOmBx/ICMcWHIliHt6VcvhkwP7jJXo9o5Y0UwN/zPwpchXQTgxLHYfHd5S4++mEu55o885XL/DWayK0LpNmLSghdH8JuL8InG/g5GaiWYU+xFXJPzChVuTmg+gtC/m4FIPC0nFS9p2SfOQLJZ7b40HJ6ndL+oMdKfupSX/PkjNQeIsgLt5k/npzQv9wQSnOGMkHXZQzDXt0NgoZHvgMuihyaLo5GN+bSGlch/PeuMgiuxCDPFyKfCvfJu5ptmxIeOebmjz4pMv+2ewNI/rNFZMq2cT9E9Pk4iaSYwxiRbY1v4Jcli845yq0ttTG90eLbPAz6Mbla3GWHfHTLz/JT72qxXjNI4oCZudCllouvciwItOMO+M6KZsmEjZORlx+dsKBkzHP7EuQImJuQdGLTCptA5y/fTthEGI/kfCPD+2HxGPDmEvJNz6SeW9Sa1MARLGi01MstxWjZVhoWSx1K3z5WwEVV7N52kNjzJ4s2wCz6KRgKKsG4Lk67dBfOgPDIG1R/VQlH8HLQvSW2aRSCtM1mW8K/vwTFe58NAA/T0dyYA9SE1eyQgZ5sEdoFcB8prbgmYC/sgX+3R7F7fohVqEupi95ymIiaD9NEQXwFyadUpgono/I87ahEJY5jYQibSuuu7DHL79jmf/vh2ssdApvQg6iuZaW4WmL7PF+0XD67uXwJWkgmmoLs1zkZARzE+kN79/JtnUu2ip502Uhrgw5dMJlcdljYdllsWnT7kl6kRHH13mKI03BWQ4Vo7Uel57dYmrybFatvYherz0A+NjYJFs2Td/66EO3vO/is8u/XvY1a8cVCGh27MHWtIJeLGh3odOD+aUEcSzCQjFehWrocOSoR2gLGtUE6WtckVuJpJk1dtLXJpFSFapo0b8kD1y3TEzrm41axfQkXdEeNKlJV2r++gtlPvS5Ms00I1L1uSZ5amJkhvPOyRCpisGlc+X0cihSnxHMxrm38Pf9rsE9xD0pTDSHui2FdmHRuFUWJN9EoY0olFk2kdqkK6mQWWFtrGZINWUn5md/vMmJOYv3f6JCJ6+Q81RF5q/BJgGM7WZWcEr6yxOQrSVSaPNlILazYOJmhSbZgrKdLa37rqBWtlgz6nPslE+3F2FJzfyyy94jDvNLmk4vpdNVRPEgPdIaml2T8K8alUxPNIjtpfddec22W6Pu4QHAt561io9/+PfaUln7rrqgRzU8zk0PlFhqh7zqQouRinEZa3cFUeKw3AqIE4vZpYiH9yZYWNR8wUjFMAh7sSBJRNa/NHm34xijTteJjf52ViBCMfJYpEr2o5UJJCtbh6pQdKZDBSaO4pldLp+8NWQ5trO8u1hUmqmtIEtN+jc9lHtbBUA/3/QSBlH7tNF84f/5bpDeH9fnYC4AJAe6yocm/ZNg0FnJhYKElAbMeXpCVngKlXFNrCyySwQSKSySWFP2Y/7tK1vccp/LYzslKh/l96O4yTMUkkSY3rYgb5eY1Dw7X4i0IFJkXQ/dDxSelIRK9+ckVrapAwP3kCiRnFowV5+RasRIbZ6b7ysxt2CRpIqlrqKXaDo9iWsJRiqKl1/cZLmXcuM9LhuXxkmtpX2/9wd/2P79//JbA4ADbDn/zbhewGOP3srff32BpVaFC86yGKnNM9dscXRe8fX7fK7YGnHZFkE5VFSW5jnVrjPi2HiuYRHmtoL5ArFtK5wM2J4X4TsRvhfh2KbjoTNx9yixiWIXMGtvg1w2Lz4zYAttAC0ygIsUS6TYjuKJPQ7vel+dJ3d5piXYT0usAbiFGNY5OYNTw5lag2dKU4YGO4LCvwbJ6HeVrujhu8N98ZXtQtNTllkfOi8685TF6ACanrjQILRG6Rz4JlcXxSguNPQU526K+cCvL/KzfyCMHrqbRfCsq5IvWKZaEDOoT/IBp9YQa9N1SZIUkhhUkn0IFpHl0HMtkuzqbElwlXkvOmsfxrGm0xP0IgvbUpTKyzx7UrA4W6YaaC7Z3uLyc5f46v0uh04FzC76LDYrXHh2ynh9mVVrN3D1FS+n2+1wGsDLtRF8P0Q6JVaN+Fy6BSrlJf7+tpSHdoyQJgGr64JTp2yW2xFnrT3KFx9IiWMHPwTPEXiuAbiTcXldW+HaJnL7bkQ56OL7HeYWI2aXDatQKagGMFZ1sw1xqx/Vc4CTg7xYVBYmlraT0NTwV18s8dgzHqmVTymLZCoDcFtQUKkapCHFzkkelVfqDp4mCzEE9kFU/2754HoFsIsI1/r0qD4c2c/AGddGzlhpYbwqhVGmVUKT5qoHQmZ5eQZ0ZZ7NSjUXbu3xC29q8Rt/6tDMW4daZKPKjJyFRZqnIQwsUjQmgqdKY6sOa0eXqAU9M7G0LI4v+hxfLLPg+IDRLnct8BKIk0wHM1Z0I5tuJOhGFg3pcMW2RT705YDLRmxGS6M41Pm513VIVZOHdva4/5kKp5Z86uWQs7e4jDTqxgkvO/oA9xwbz3F3jzfKe6Ynw40HT7TY+ahPElXZvsqiURGM1iTrV6XMTC+x63iHWx+eJJQW1RBC3yLwJYGn8T0z2vfcFN+LCbwelVIb22nx+AHFn/1DhdseqeD6NnGiOW9Niz/95QXWjA+mcMYrUfUxkndWpCikKCLFdhPaKXzki2U+c3uJniyAWxZTFKOT2G8LyjNH7xdkChaLqeL9Fe3BYWR/p/RkZfQu0FMZzsMV9Icmw8JKZwJ8BnSd5+ImTVGZCr1QVn+TRwiTX7gi5q0vb/PsAYuPfKFCK2YQyWUGdAwbUWXv1xIZyUpACnQjxcbpJT7wf57g7NWaOBEEfso3HrF5/ydrPHKwzmK3gkDiWgrPhl4O7l5Kp2fR6koWWw6jtRI3vKTH7Y8usufkCNVdisWmzWi9RqNSYf1Yl1VX93h6X5Nmu4Kiscdxw929SPU/03zNjj//0z/mP7zj0j3jDXd836HFa5eXuly4yeIlZ2vWTVlMjEhmpmO2bZjn6MICf/jJGoePVFjbgLGapF51qFUk9bKmWkqphjGVUo9y2KVeaWFZTT76FYc/+sQYtz4+TpLWSNIQrUKOHA8phz22z7j0Ip8ktXL9l8GI3spbjSbftjOL7Vai+chNJf7gQzVOzLuGAtsnUjnZKprZs3QE2aZ2ocCUgxF9X/ukuGVUPAHksBfkSouV3H5l4CuUu1kUTLTyn5Wnp0IrxUf7EsRDyryFOUGRvsvpJ2X+WJ5lnKmmGDoxNdQqiou2Ryy3JU/vsQ0pK++Lkr3wrAvlCWOE61gmGrvSWG+/89VzvPmlLiqt4Do+vuOwbUZx0TktXKfH4ztt2omHZUmcXJajQMW2pNVnra6dUJy7YZlH98LuIy46USy3FPuPaZ7cZ3HkpItvw+pVkwTVjX/51LN7/9dFL7n4dIAD/PR/+AWkVesdO3LkknZneer4QszcsmZ6VLBpVZct62c5NLfE+z5VZceeOhtGBJMNyUjVoVG1aWT6KbVyTK3co1Lu0qg0sewl/upGj/d+Yop9J0aoVTzGSzBZ0kxVNNMNC4sSaycCtLb7kgMD1mBxW2cgVG/7KZ+5PeR3Pljj+IJbkH3IpNdE/tWow3oiX7ErTC5lwSmiCGg5uPX18QogNCSsgbC/OQnkkA1i34rlOwC8+JynAV0M3J6Hri5D+6F6IJ0nz3DVyX9m5VWpeL3Jt3UU1MqKi86J2H/U4olnHfqe3VkXBiGxpMCXpjviWZrQMWuMaxpw7fk+cVyn2Q7o9lx6kUOSOqybgpdu7xLHXR7aYdNJPKws8Ay2tPKAkc9IbTavTtm8ZpkH92iePuChU6iVUrZtjGlUI1JlEwaNx87auPnPHMnBj3/8Y2cG+N/8z7+l6W44eGBWX3r4WPKSZtPCtXy2ziSMj57iaw/3+NtbauzZV2PjmGDVqGCk5jBSM+BuVBPq5ZhaJaJa7jBSW8b3l3j/533+x6dX0Y5rjFUtxgPFSKAZCTWjZcGaUYv10yUCz8nO3OGxvumhF8UyY9wgZvdRm/d+tMqjO3KLvxXRO0tTZN6mErlDg+57uxed2ook+yL4rCyKFidww0AdRPL+98QLA1ycAeCnR3UxDPoizooi/PluqNDGib4A5OF+feF7Wfq0kiQmsmFOrZYS+Ip7H3eYX7QKgwFTtFvCANy3NL4NgaupBprxmkRQRWmvX1OlyvgHxbFN6Eku29YB3eWepx16qYdtySEOkHk9RrXFPIfDxik4e00Ty+2w84hLyXXZusZmsmGzdlKzdir5StJ+9i9f9fqfH0oBhwAO8Evv+j+YWVV/U9lefsnFm9u87KIlFnsLfPFe+PjXRknaJTaMmb7jaM1htG4zUoORakqjklCv9KhXOozVl3HdJf788z7v/9xqukmFibJgzFfUA001hFooqZctRmomvQk9swHk5m5ombDQwF7EaHj7Xsye4xa/88EaX72nRGI7GYmqGLXzRQZDpjLmUeZy2FeJPSO4zxC9rVzal4LFysAwywBWDAH9jKlK9rXofiD64B5IKqyclvbdMOQAqAPg6zNH7DNG8QLIC3VEsRNkOpbGHW3tVML0RMojzzosLBVyp0xaYwBwTeBoSoGgHBiXM4SVKQAMPIa0liSpqdUu29rDEh3ufcahnfh9cdB8LUJnrc9E2USxRS92WT1qc+35plFxcFZz91Mep+YlYVCmMbbpkUSPfOkfPvXlITzbKwH+xhuuQ0g72vP0QW57oMm379A88VxIpx0wU5dM1gWNqkWtbCi1tbKmXk6pVWLq5R71cpvxxjK+v8ifft7n/Z+fppdUmCxp6oGi4mtKPpR9STmQlEs2pdDCd03khOHuQu7uJjPRTNdJ2D8r+N2/rvGZ28pE0smGOQVg54Uloj9FG/C8zyTBpk/LhZ+XPMWK7w1Fv+c/hlKCM/BRigOf08ji+fCnOAxSOe86LzT16cWmEoWfKRSdhU6LEnLgTZMP2aSRR/MceOv1HVIt+K8faHDglAQRg3LQ0hoIZhben9ZGdarZUthS9qUvimpcSgsaVcEvvXkZpY/zZ5+F40tVw29HGcqvMnr0vVjT7Vm0uj5LLYepEZ9XXrDMFVubPLAz5tBhi+OtC/jJS94QJUly2ud+GsBr9RG8oPLuw/s3bwudI9c98oSi7luctcZipGpRKUnKoaQSaiphSqWUUC3FVEs9GpU2ldIyB062+fjtJf7htinipMRUWVP3FWVfU/IFZV8QBpJyYFEObEqBwPfMQkWei/WZhAWOt2NHHJyF3/hAjc99o0JkOWAVgZ2P5M2eeN41KarDDrUGOXOEe96+d//nBryTYldleNrz/R9DE82VLMOVFFroTzCFop8S9Q2lcmF6kfNTCjOGXNIhI24PTjRzovRisz3z9ld0sCX85l9KDsxZIBOUcojz6Jz12I3eoKAXpbS7Zs0xn+wOS86Z1zFSlbzrjU3Gqkf56G0Re4+N0EstolQRJYpepOn0FK2OZLFpc2pRcvxUyGjNY2qswhVnt/jqQp1zzz3rm2tWT797abn9nQHuh1Xu+tZXl9Gl58qBvvqC9cKaHnWplc3GcuhrAjcm8FMCL6UUxJTDLrVyh0ppmUd2Rfz23zR4aPcYlbLLVFlR97UBdyAoeYLQl4SBRRjYhIEg9DS+q3EzyYBhparMXsSJObmo+O2/qvK526tEtnH4HTAE83agGAJ3Xxk2z/Eo5KYF9mA/Zy1E2j7ZasVtZbge3NUrtnq+d2Sv3NMcAH4Y2JBPgAsTzuyH+/3wvN9NahwYVtxUzgFXlmFEZb0/48sjsLLv20rw49d3SdQcv/6XkmOLFlra9JRLL1t6SVLTz45iE3WdXmrMWbOpqRlQ2aep5VZLkp974xJXXnCc//rXMffsGKOXuHRiaEeKclcRuEb01XclgWdutSMBkyMWSrvp2qnwuTvvvHX5uutu+M4AJ/sw03jpXZNjwaVbZtoXbptp0qiSDW/SPtXVdRICL6IctllodfjQ12w+fccEj+0dZbRmMeYrqr6mlEXu0JeEXgZu36IUSEq+NieNp/DdFNdOswGRcVB27BjP6WF5PT70qRKfubVGZHtgufQt/vIWlsi7L6a46JOpCmDtR285AHP+eN/XfUWacub1tBWDn0I/PH8d3zWuz8A5KW745D1xCvdXbvaIYpqSDX3E0KLE4DHDMsx2Ocnofpk4pxICWeCQ5/JwDpK3vaLDc/sWeN/f2iTSJpEWbWkTpgIv1UQJ9BJweqpfzwhhm2JRy77GYqqNc5yhVZu8/Ly1y7znZ+b51Dc7fPqOMXadKlP1LcqOER4zDYEExxI4lqBWEWyfUUjff2Juceldo/XqGT/bMwL8mmtfy623/H3qli7Qe499m8BLSOiy2I2RMmXjVMSGqRhbKg6c0Ny/U/P1h0t86KYJAidkug4NP6XimXy75AtCT5pBkG/AHfqSko8Bd3Y18N0Uz83Va81433d7eF6Pm+/3+NRtNXq2DznAMy2TYsdAZuC2xIr9SoZl18zt9IXilUsNQ9PKYm5ejNzZA99PdqJf4PEiq7CYh7NyiZfByaB05pdDMUURfaF6I6GWRXAkUhmOie6f3GbyaVqPCiUtlLLQSuJpwduv7/Dgs4t8/QGJljYdadFKjGyfa4EdGe2cwSJLmr0hWdg6InNVM0BPUkkcW2xe1eI9P9Vk09RRbn+4xM4TJfYfM/qEm6YiNkymCGHRarusG3PYsr7HyNRmHUdxeu21N5zxc7Sf5/Pl/AuuIYq6n9q/f+fZDz99rPTNx8scmnM4uZiyZmqZc2eWsEh5eJfPA3uqaB3SKNv9qF32NKEvKPmif1kJfIvAs/qpTuhrSkHaV7D1s5vnRnhuROB3CfwOX73P4d0fGOOZA1XwfYTlIKXpxdqiL0Y2vCGWgVuwErgrCko4Pdem0MFgBc8bcTr4i9//PvOTFYzZ7B+in7MM5+IChc6itsgWgSnk3YOoPViaEIVFiozDgkaR026HLGHNe1NmxC9lamREtMWWdV3++BeXePcH4Sv3SRIky9LDlSIbmGV68RJySW3zO+1hO8TUGEYlqSROLJLEIk5sKiWXn7y+zTteucjjexd5bLcNWrJ1rcXqsTIn52yOzqXMLSXMdza2Xn3xFZ/yff95P9fnBfjExFp9z11f/PP167e964kdJ0sXn2Wxfllz95MuO/eP8s1H66BSpGNRDiwaPqaQ9BQl1+iLh57J243KVT7Kz/J4z4iVl3yjOx76CYEX43uGjBX4HUpBm5vus/mtvx7lmUN1CHxs28GzxED9tT/YziTNCgDpgxt9etG4Etjo4ccKgD0T55vhu0OH+A7ff0GUr9iEyAtOxKDgVJkf/OnqV4XRfX9/sgD4/rvMPqh8uIOGLIXIU6H8q+Hi21gy7Ufyzau7vPcXmggpuOkeY4+yIJyszpGDDS3oL3BonfQ9hUx6YvL2JAd6YoAeJTa9yKUcely8ucPV58akKRw5UePA8Sr3PGUzvySYGumyefNZpx578uk//zdvfOPzXQifH+AAsnwerlhkYvxBTi7PMTtf4nVXKB45kPDZez0sy2HEU4z5yqQjnib0hLn5woDak/i+ReBKfB8DbE8R+IrQSwn8hJIfE3gxoR8ReF3KQYdy0Oam+yx+66/HeOpAHfwA37EpWZrAUkagR5g/j8nrNIkiq+r7eo+nIW8A4u/cPy46Ma9slIhinn2mfvL3C3IKa2qs3NPMuSrFCF2QMC52XSh2YYrpDcXFIvP7+i1KkVmGZ33rTE4inyYnGUCVkpy9psMf/twyaMFN9wlaooIl7KEinX4/W2WpiSZNNYmySBJBnErjj5lZ3hifTJOumN63TSno4tgp33rC4qndLmevi1CiS0KNqy7dRK1afcHP8gUBXmtM9Zabi7/gBWs+3T3eLV1wluLofJfQlrztpW3u2RHgJy6NUFH26YPbpCRWlpJIAl/guzojYpmqOPDSLPeOCf2YwM+jdocwaHLzQ4Lf/Osxnj7YwAoCSo6kbGtCW+FaA11xnfGQ49TASakBIIZArs8QnTlDVC/m4sWfXwHq7yYl0bzwofV38X2xIg/P3tzK1uFg8WEY/Hlh2t/AIXuoeBKKQg6vpEkXUitTBTbftyyFY9skdmykQbRk8+o27/35JZQWfPUBwbKoQH9cY468hai0AXecaCMLEUviNAN6Bu44MZzwKDFahZal6URd7n82IE5sGrVFHt9VZt1EyNYtMy3bFb8Q1iZ73zfAR4M5tfr8DQ9smBRLN39tR2nXkYhdB8pcvV2wfu0J5hYtludsRsvGo953xSDX9u0sikPgKQLXgNt3lcm13RTfSwqRu9cH962PCN79gXGeOdTADgJqrqDqaAJb49kDLokQ5o8YK20UjdQA8Kk22ySQR/oCqE/raz9PHi6e//GVQ54zHd8xeq/4AX2G+8/PDc8jffGxYkQf7G3KwgBouF7Qw1tVwiwuR4lFN3JIErkC4CmuY8bvKltMOWuV4L//whJKa259GJYpA3bfmSLNo3ZqglCcKuJUZ6BWJLFFnEiSRGZgN1beUWxhS81cq8MX7wzZMNHgynM7JLrDrqMer3zdK5a8cMMDR4421Qt8wi8M8LHxCcCZ3Xug91a/dvEdet8jzk9en7J1wyK3PabotTzWjhkqrZSGDRZ4VtYGFFkLUA2A7aaGQpt1SzzXpCaB1yPwDbjvfELwn/9inB1HGjhhQM0R1FxNyTGOE55tDIlyBiBa00sy0Rgt6ChDutcaHCHwchXWgtxYH+jZHbFiumn++GI4mg86gOTSbOZWRPnpkH6hIF386dP638UpZnYiq6zPPsjFszQr21sw7b/hzZ9+BF/xqkR/i8nsu5qrhYWQNnFs02wb6Q8wbVVDnbBIkpQ0lX2Aay3YOA1/8otL/PKfCe54XLNMxfS8tVleSVJtQJ1q4hiirF8exYoo0SaSpyY3T5Sk05MsLhsjs4nRmDUTHb7+UIcDJ1zO3wivv/6iGKK3ViuVWS3CF4whLwhwIVyOHz3IxnVbDqtY71k8+fSWwDvCw7tSbr6nwcyYz/mbJI6bsuugwHcsyqFFJTSLoKXA5Nl+1gJ03RTXNgZWnhvjuTG+GxH6HQK/xe2PSv7T+8d57sgobuDTcKHuKkJX4zsQOBrXyezkbHNCCWEiQyfSLHRTlqLUqKdakiTfv8wlwHieaL0iQp9ZD1ycHsWHUCq+i5D93aF9aAdTrPia1xdn4oXnOW826MkXJkz6svLXmTZg0f3Z7EkqZufLzC74JInhv9iW4Qe5bkqSGEeJfORuinvBzKTg/b+yyK+8H25/BJq6TKIdIiUop5oo1USJxrU1bgy+rem5xtspThRJqlHaNqxGV7PrUIJrS87fXOfVlybMt5Y4MV8hpszE5Dl7Vk+fdXjfvgNs2DDz/QMcwLIsbv7G3fvrterPuuUL7vz2402OLUlqXsC1F4LrL3Fqsc1ic5TqhEMlhHpFUS2llMKE0EvwvRjPSQx5yjYC5o6d4DkRYamL77S5/VGL//T+CZ472sANfeoZuEuuJnQ0vgu+I/Bc8FyJ5whc22wQea6kXmszOjHLqWbCg8+WSFSIcjwiZfx23BXdiaEU5DTQi9NBXvh5itF8RWTsJ82DL98rvjnjUw6N5/MFY7IW4YCcZJbeV3RNtOg/VXFbycpcMDy3h231uH+Hxallm5PHJXOLtvmsHfBcbYwNEkHqGoCnqqBDmX1dNwF/+ktLBuQPKzpJmcR36SpBkBp7G9cy9FrP1gSuJoxMNE9T8wfyXYep0QTbm+PEvM2dj1S54bIa15+/zP4jCddevo3Qj392764790+uupjvdHxHgI9NrKLd7hAE/tH10/pbN7YfuGaxnfCKqxLCUpO/vRmWFmtsX2dTKwtGqopGLaZejmhUe5SDHr7bMzuYlkKgUdrY+ZWCHscWY+59yub3PjzOc0dGcAID7kYOblebPD7zAfJdgedJfNfC98w0dKSqeeVawbaNKb14jt/+cIcv3D1OlFqkwiFl4DmTo2kQrYd51GciXQ2Yg6dH8jPjO1fSW/G95wH2MF118LyDyJ2ZteYtQlmI5nqQouSTSzOx1P3IXVx5GxTbmRCTnSBljy/eLfnND03RbI/wktWSTdMRtYpNKZCEWXs371unariYLxbL66cMyH//Iyn3PRVzYL7Mou/RkhYyc3ZzJLiWxLcFdV8zWlbEqULpBMeSLFckb7zKZb61zEe/KvjKPSGXbHNR0kf727513oVXHu10uoRh8B0Bbn3HnwDe85738BNve82c45aWO13xE0l3P9rqce+TDnG3xvYZj3VTFpMjivFGxNRom7WTS0hrkVgto2SbRPeIkg5CdGlUeoRBl33HE97z4RJ/9plRDs7VsQOfhitoeIpyBu7QJevMmFF/PgkthzaVUFKvaEZrCfVKTOAlrB7vsWVDm8/d6dPqeAjLwbVMLu5kcs621INlB7GSLpvxvq3c2Xig7SGkeN4R/sAfM/sZRJ9C25dUzowCissLw/aEw/32oQ5O/4QYXE6KtcHwiVkQLhIDGoJ5f5nVuaVwbEO1WFiO+KX/McLOo2OMllyqrsLOBJnyoZDOxD3JittiBSKyX2xIXpLJRsrLL2kzPd3l2d2CuVMalUaMlNrUgiae3cF2ukg3oZPCyUXHvAdthPt7kWBx2afqe0yPxpxqxpxaFFx+yaWsn5n5v/cf3HfXhvUbvhvofucInh+1xmbqtfoD9aOdL7D32Juf2X2IDZMur7woohxoUmUTeCnTYy0Cb5HH9vb43F0Bh+dCHCcj2/Ri1jSa/J//boFySfH7/6vKZ2+v05VVrLygdBQlJwN3FrmDrPXoe5LAtwl8aViJgVmPK4cJnmuoklFiUQ0Vnp0OTQGLQDlTDv58dNniCtlKcJ8pSPdz47w7dyb6a/H39yO2HgKsKP4vfVCZrgja2I2ofGEha8OJLGKbDftcgWrY42fFy0AKU/wttx1jCoCmF0Oro7GttP/5KZW3DWXmIzT8PPnVMFdAGKko/rdXtfFdxe98sEYp1PzKT7aYrkt6XdfwWxzNkTnBZ75V4em9dZY7DmtixdxyxBP7DdN086oSm1d1WbN2DRddsPELa9dtf6DTmf9uYfvdA3zN6jFuv3/Pfqt20a9ctPUhy9X6xx7e0+G544KzJjVXngPjjSZCzvOZuyUf+doE8/MhbrZfFyUw19IkccCJtqIapHz2jgpdGSACj5JtWoGha3KzwB0Gdz7mD3wzHS0HmnKoKGcOzJ5rcnwp1ID4lCEoB+bpfPDT1WOtAqiLqUlx6JMLtRfz8YJ3wdCEcRiupx9nmpKu7K33UxGZCdNnaQoaRJpfPSS5YpUQOnNh0/123WATX6J1WhgA5d0WjVaKXmrTTaAVaeyuifiQZNmN1X+OYtXe70L1jQpSmi2fcjnhrdd1INVUAs2rLpN02lXml8pEiY1jpVy4ocslm5f56Nd73HTfCEcWA6aqmkvPi5iZ6uFaEXuO1XCWJm7cvOXcX4HnDgThOT94gANcf9lG9jx39wFn++VPzs0v/tgjz+wnTUJ6XQm0OXyqxf/z2ZA9hxr40mH7NNRLAsc2srg7jkJTpbzx2i7VUsrDO8o8c9jGtiwzxHE0gQOBa9SOfM9orQwALvvtx5KvKAUppXzE78Y4TowlEx58xmG+lfvuiCFLwNOKx0K60N+xFGR2GsPLxsUW4UoAQl8HZyh6634CPPx/rezWDKUTFA0G8hOIPt97yJU4U5nKn2cgHZGP7DNPnwIXO9+0UVqQpBa1Mly0rcv+u2NaiUs7FviRWSa2MuVfIfJlAisb4cvTXrehOeuM3uyilc2ewyk3fqNEqQxb1yV02nV2HmjQiyWuo6mXYyZGWvzijy3xqkuP8f/84ySqE+ILD196xEmHRmOGSy+69Mk77tp54OXXXPG9QPZ7AzhAaq2lPrLmffXGno1XXbj8dtIW02OSidF5vnQ/PL5zjC0TklUjgtGaTb1iPkAhEhLZ5bqXJLztpT5KtPjshohnDlr4UhDaGt8xvPC8mMz5v75v4xfBHSjCDNyGx2LajYHXo9mN+cztJVpNH0IHW67w3Vm5C7kS+CsXgqXAsoY7K4O0oTjmBqlM5BRoI53G8GBmEPEoXmCGlywyKm/x5BmcQGZ4ZdiA/Z9AIPrKDkoMnIWL9t99kOfj+EzfPYptKmWLt17f4tZHOyxFPkuxhd9TmepAlnpgIrl5C1Z2osn+ldASFrZlZwMhhziJkULyxB6Xrzw8QpxWCErLXH+u4u4nzOdXK9vUqzYnF1xWj/tcuP4UL9m0xFfvdnlsl+DoKc3U1ASXX7LpU1dfft775mePfK9w/d4BvnnTWm75+k2L9ZFNP+0deWT1gSPW1ds2LfCtZxI+d/sEF66xWDsumRhxmBgRrBqLmRhtcsfjEYIS60YnOX7KoRxm6tJSElgYcDum3+33I/jAjtDQADSBv5KkFRF4Eb7XI/Q6fO1+wS33VVCuhy0lgTSkLDtvjRWAtLLPnW/85IWglYG7aI6Uh1NFYWSecz5EPj01UVbmLL/+rHAQxfM6oG+8ZWVAyemNhZ533xsT+nl3bo1NdoKkWdoishxcZwsPwxriEivVpFKRKImVWiSpTa/r8qrLW1xz3iJfuSdgyQ7xpeh7Kg2uNIb+au5b/e0hIaVxQbM0tp3iOTZxYmcC/ALhhUw6HscOeYjtC3ilWe58uMZ0zWJ61GJx2Wa5XaLds/mJq+dYWFpk1/4aF2xxcEveXedsnvnpb991e/vqa179wwc4wA2vej27dz7YnrjuLdFXbv00e04u86mvT7K+4bB63GZixGJ6VDOzqsnEyAI3P5Ry4101zl/nsbBssdTy8TwHMOtlgW0a/56T97qzgtLNOC0ZAzEMdJaWKEpBQimICIMeod+lXGrz7MGEP/qHOk1dQjoeviUIpDIra30Lw4EGymkRvNBFkQVwW7mzXBZxVUZ0SVOd2Wrn8DWClAZ0om/f0eeF5OBekSblm/w53TQ/HZQSpMnA2qO4/2hl3n1F+xRj+21+n8qUrZQyDmi5pHKiJCKVJMLqa870pEfJTnj3Ty6x56jP0wds5i3P8LpXBANzytEHuZQCS8rMFFjiODaRmxLHdqZvo3AsQT3Q1EqSuaUx3nTVMRY7c9x2f5WTSw7rWynNtsNyy2fd5Dg/+fIFPvS1JSI5Gb/sylc+dWBWta//PsD9fQMcoNLYgtbq/qsvufDKe++bCzZPOsxMmqg9UolZPdFEyXlufkTz8ZvHWF3xmByx8dxMBlmmCMvDs61BeuKAn7UEfc/C8yzz72wxIvRScwtiwiCi5EeEfo9quYW22/zVTWUe3jGC9kNCW1K1leGvWOBaRd0T/bx5uCyALretszLjW5nl30qDSBVpqvueMmScjVx5Ki9ulSwUc4Xo3c9bs/TJkRor21zJAZ4kECNIU4jTwWAl96U0RHjjO9lPT7L9S2NMRb/Nl2b5eyoEJIPucH9kLzUXbm7xrh+b493vd2l26lg4SNSwym7/33kRbmWKAxLbsnBtjeek+J5DFLukaS/zDYIo0hydlUyOjvHOV55E63nue6bCM4d8ltua2UXJ7IJk7WSZVXXFqlXn79izd/8vbtm8+fuF6fcP8ImxClrP/Zda5WV6z96j/8nevdOv1SJmpmC80ePQ3CLv/6LP/sNVNozYbJiymRgR1MoR9UqXAycVe06GlD1J2U0Js66J75ohzqBjAqGvCD2Td5eDhHIQU/JN5K6Vmwi7xYduCvji3eMkXomSY1NzNaGl8WxTLOXW40Z4n6GVtdyVoN8Dl6J/sy3R9wi1rGzVSxsL6m7PyPnGiUlRcv91LJ11ZHJv+UFPrd+ilIP0JDc2tW2Nk7nOAURSGs+jRNCNcu8bk844WWekf2Iq855UMWXKJ56ZdFtCxh/J2Wf5hLNAD3/d5S2e2TfLh2+CpU4DKWyEzPlMWVKUdaqETDO9GDnwsLQtHMfG6zq0OgFrxyI2THQ4eSJksZ1ycj5l9yEPKcZ41xtmefVlJ/nA5+vsPl5hopvieRGj3ZjVqy/svv61r7sx8H29ZqL63QNzxfFdDXqe7/j933+f/j9+8pJvKeFY+49y5eFj89aG6ZTFbpMPfilk1746m8YtNk7brJ50WDORMjPdol6d4yO3ONz8wBjTJcloWVEJBKVQUvIloW9TCqxspU1R9hWl0Li9lYOIcmgk4UYbywinxUe+5vOHH5/m5FKNauDQcDXlnH2YuZc4lh4e7OQgzxSq+tonmYSYAbbEcWRmT26ZcbUn8TOR0fmllJOLim5kWHM6p16JXOhncCXIL+WWnVuhG5U51zLkMcfWuK7CdwwpzazwKZpdydFZaPc0SWIidH/AwqBXLwpXhH6tkW3W5FeEPph1JspZMLAyloSCWhku29aj1e3x5HMWyz0PLGuodhneiBoMsoaLc3M1mpns0e31uOvpEIGNb5tF6FQ72JbL5tWaDavaPHdIY0mHK7d3WbtmTSSC9e97du/J/88NV52ffH/o/AEAHGDr5T+RzvfG7vOcOCJpvmzn4Ug8scvj4NEyaxuCDdM2ayYd1kwq1q9qMVqb41N3JHzsljEC6TNVUdRCQTkQlMN8094yG/iBphwoSmFqwB1GlIMelXKHSqnJXKvN//pawP/41DSnWjUaJYuGq6l4WcvRzSK4Td8eeiWvpJ9vZ9E3v9m24brYtjEcdV0zri75hmuzeiJGW0t87SEbkP0EWSCGppMyvxpYebojMqfezPHA0UbsyNUZlTilFCRUSz1WT85z04OSPfsFWqWmaMw+90FXZ6C4lac7srA6lr/n/Fql8pWxwi13R86FeSqh5OItPSx67D0mmGt7KCxsVhToFGsJmbVQB4JIQhhPy23rW0Qq4sFdJXQisIVCa0maOmjt0igZZbSJeoQWNTUzs+b3rruk/t8nywu9D/7NF/9J+PwnA/wrX/gM//133568ZNvEnOeHv/DMc0el1jbtjmDNuMPMtMPMdMrZa5tMjJzic3dF/Nnnx0ijCmvripGyphJKKqFFybcoZTopeTuwFGZpSRhTDiIqpS4j1SaP7+nyWx+s8JlvTrHUqzIaSkZ8RdXTlNycnAVOpgtUdGfO+xmDcbkBuC0H4Hb64LayohdCz7AkG5WENRNt1k6f4tvPphw4VcKzci3FgjahzH3XBZYlsSyJbZm5gG0bZp1jg+cYNd7AVYS+4ehMjCxzcHaJD95Uprlk41hqBTdG9K3T87TFylylLWtgvFukABgBHkmSZvzrzCzMgNzK2oiG710JBJee2+OSc5bZcUCw+1iAkFZfX2ZoiVtkw6YV/5ENhUarcMU5yyx2Iu55NiTqGZCDxLYcSmHEqUVIEoupmZeqntz6q7sP20dueOXb/qnw/P5z8OJRqq3F8id3XrDde5fvRB/89E2PyUZFsmrcYtOamC0zCyx1Fvm7byj+5sZxpA5ZN6oYq2hqpUw+IjBpSeibyF0KFCU/peynlIKIUtCjUupQKxtw/8ZfV7hvxzh+GDJRFn3mod+P2lkXJLuWpyl97Y5++40VtFNWFIB5tLWMdIHvKkI/pRyaLaSResIF65d5cmeNRc/BkSaHdmyTsqjM/ZkVPevikCd3f3YsI8nhu6b1Wa82eepBzaFjDlMhtLrmuc0wRZhUJ7VIU9A2ZqDTX2jQg/ZjZuBlevYyWzQwhCnQRsnVVjixInKzLZvURPZqWXL9BUvU/uNxfvUD8NhuY/ueiU1kJ09mTkCaXSnMCrjSRvlKZXn+9JjgV968iGcf5Y5HGjxxsESsIgLPoRTYJAqqU1eoiemz33XlRRt27jlw8gcBzR8MwNeuewlaPxjBtR86cnRfODE59idzzTnO2dBjZtU8n/pWjzseK3PwWIlAOkzVFWMVaFRsyqFZbfNd2Qd3mC1KlILEdEuCmHLQpVJq8dzBDv/3Byo8tHucsBwyFkDdSw3z0MuE+B1wLANwKQ3A4lTT7WnixIBd6ewPhBnQ2LIIxAFRykT0LEd2NJ6jcB2zo+g5cP0lHT5/X5flnkvFEfipWcnK6aRa6czF4HQ2YzFXtazcDSMl9CMWlmNueyhkObYY1cZHMl8UcG2VaYrogat04fll3vPPhEulNO5rCRAlkk7PIs4sZoy1o8SxNVFsEcdGq6TfO08FL9m4xJ//0nHe9WeCp/aPIYUcDID66Ura//0aiyQVxInZ1slz/dG6zc+9tsNrLjnFNx5rctO3RhASVo13CUsTtGLvP7/25Zd96LO37Ujf+srtPzoABxDiEk7OHk23nvum3T310PKaxlcqrnuQv7/D4bb7x6h7NudNQ6uXUg0E43WbsbpDGMosNcgWkn1V6HPHWVHZpVJukYpl/utHazy8c4KgHDLhG73DsqcpeQLfzZ0mjOSYbck+iONUk6QprSXoJuYxO9sIkiL3UM/fy+n5eR/ktsLJDLQsC849K6Je6nF8ThNlW+IGeAxdKc74mRXMcG1L9825PDdhdknx7C6PNDVAM4u5xgkh6Z9EudPx4Hf0n0/qTKgpwc66OlJqFpsuC8sWUfYZmPdm0iUvlkTxIH0xu5fm91+wYZE/+Onj/Pv/5nCqU8cSuai+6p+sQhjjMqU03Z5kqSVodgRJ6mBbikQJWu06lVLMW65sUnYXuP2hkB1Hx/nxH7th+bzzLt59/Pjx9K2v3PqDguUPDuAAjhNQKh258aVXbv9Fz+n+6Rduun3k2NEOZ0/arB6zOHumx71PJ/S6IavGHdZOge/GzC85KG0kePvg9k0aEAY9aqUWrtPk7273eHDvKG4pYDLQNHxFJchUs7KdULMMIXGcLI+2RH+443tdZrsRB466eJag5Kis46GxFf1t/LxlJoQoaIgbEFrZLR/IyBRQilRrYiUy0GX5braQUJRky0+gld0GKfSQZJ0lFVqaNbxED4Y9+a0voKMHbMni8zm2Mv1o1yycOHbMniM2B094nFqwsumpyGoCgeto/EgTeWYvMlEiuwrlkR7OXbfEW6+b5RO3Wcx2qiYwZZ9fDvC8wNaRYqGZ4jkWUewwUrGYb6Xc84TLljUV1kx4TFS6vOalNc7eev3c2JqX/Op9zyzceNX2+g8Skj9YgNdr5sUtLi19fNv26+2lZft9jvPN8R17l9kyAyONDr1EMj1qc87GBMUSzx0AldYZrdn4niFQlYN4kHeHHSyryd9+3eJ3PraKOK0wXYKRQFENNOVA9DVYAs/C84x8r9n2Md0KzzXdmJdf0uGN8gi//IFRDh2rMxpKpDASFDkwBxaGYoibUtQsz8VBhcjGN1qhlSbVMss78xH7YAkY6Cf5w92Hwsi+vyOZktu35HyXPrAzS0Ct8ucvDJAygJv9SYXnJIR+j3qlxYETXd7zdyOkUcLGCUUpsHAd44rnZJtRXVfix5ooEdmVSKKU6J/xjarmd39qEcc5zsdusTjVKfcjeU73taQi8CSjdcHYWJNnD0ie3ldhrGYxORFzqql49oBFOezRjGpcdvkNJy+5+OpfT5L449vWz3w3MPueDvlPf4rTj1q1ShhEH3n5y1/6mxs3bjt5xbYuayc7nFyMaTbLXLQlxfUX+cLdPb52n8tSy8hK5K3AUhhlAO8w1mhy9zOK//73E3R6FSbDAbgrgaASSqqhTbXsUC3b1Cs29bKkUdU0KpqRaspINWGsHlHyNRduFLzj2hP0em3mI0EnEUSpmRamGWiGhjIMtAz7w5k+uAfIzbf5hzbcB/OR5z1y0Xqj+b3C1jz7mZzyWrwyqCE6LgXaqsoieIrrxoR+l1KwzGfusnhkd512V3BqKWV+OWGhGbPYvyUsLqcsLsPismSxabHYsllqOSy1PJZbPovNENcu8Ws/2ebq7bMsL0fM9QRLPUmzK2h2NK2uphtpqiXJqy8TvOGaZVqqzUPPaaqez0g9Yf+JhPt32Gzdsu3k+o0v/c2Tc/FHyuXvf5jzQscPNIIP/+FqPHb/lz+0fUMtfbq3+o93HTk4cvCEx3UXSMLyMp+9U3H0eI2LzvI5a41g9XiPsUYX342ybfuIaqnDzkMRH/5Kjbl2jbGSpOGnBtyhoBJIyqVcgnmgfut7Cq8vpG86FIGXgNA02wH/5po5PnnHPDuOeLQcmzBJSQqXe83gul+0BBmIza8AeWGhoc8wfL4t+cKZIwr/HmzvDC+76Uxerbii1l8XK6QnxRTF7ks8JJTDDs8dTvn0nSM4ngOkdCOTTnSjPEVRuHbG3owtosQiztuH2s7+nobv7VgpjWrMz7x+id3HAp47MYYUZoM+SjStHiRpimNLPKfBeWdZvOVlLW68S/DNR0M2T8XYqsXU9Ma52aWRd3/zzm989B1vf8MPC4Y/PIADXHDZG/jIxz7zsSjdHM22rb9SyfHKmlUdbrpfMD9f5artHudtSlkzsYQXNCkHXUo+2YceUS23+MCNDjc/MILrOYz4RkC/7BtwV0oWlZJNtWRRDjXlIKUUGDD7rukg5KQlS2pSJYlih/Gay9tftszvfrxOKy5TcwaFoSqAsz8tHKLYZuCmAHDxQp/CCwlHnOkQhf8z28PUIvOlL+qf9P2QydmLZi0t78ik+E6M6/T41DdDTsyXaQRmwqk0dCL66lm2NEvFgacJI0UUKZKMDai1RGAb6QjLw7FSPLfE9Rf3eMuOBf7w78os2iE9JfGthAoxvaZksQvzyw7LrSrnbrZ57RVtvvGgxUjV5bXXji5XKmt+WcrOJ695xb/9YULwhwtwgP3He2qx7Xxq4/TapL7R+djtD+zybFXhbdelnLf5BKeWu9z6GNz7jEfoh/zqWxa5YJNGyoSTC4pH9/h0dMC4Z0yODLiFAXbZLDrXSopqWVENY8qlmLJv0pzAi+lGDsdmy3QjG0tqOj2XSsnnTVcv8IW7l3lqX4nIF1l+O4jiRbgNONun38y27wshXPC9HsUtGwqvqQ9uxHB6wiCvNxNMc3KXw4jH9yi+/K0aCIeKa0htngOdWHBoQdCKBSUH6r7OgodpRcapWUPU2kIIiSXtrFXqEXRiyqHPuRsiRhpt5ro+zdhi8+Yuv/aWJUqe5t5nLO59POAfvxXwzCGPa86zuXx7k5jN3ZHR8Z+58kL52SPHO+p7/nC+x+OHDvDf+7V3MDt3Kg2D4O4Dh44tH5/7LCLZ4T13DA6e0ty302P3wYC1DY9NawT1UhdEB8uS7NjtsHOfj2dZZgnZ05R8SSm0KYfGQqVRUdQrCfVKRL3co1FtUy23ODrX49O3eRw+EXDOao+JhtkL9dyEbs+lXrKZGe/y2O6EnnIyHxmGeuF53lCki+ZjcCHNgMMYGIihgrG4Hl9MQ4YRXNh2z74O65zklEGF0lbfl17l0m0ML0MU0yizVZPi2BEHTkrmlkPKjqDkGom9asnirBHBWzbOc3C+xZfuLrNztsJIIBkvKaNVkqbmdwmQ0jJMQUfjew6dnkOSOGxd32XbOsW3n5FIO6W15HLw4Djnb9K8/do5LjlrkQeeldh2xIPPSa666OxutTH5v33u3okvPLxrMf2l//Dvf9jw++EDHIyLsic5umnThvM61K85tbDuo1Z0PNw44TJS0YhJl+vOtxlpLPL4bkUUh0w0JOdv6nHVSxIOnNIEjmkFlgIz1q+VJfWKYqQWM1qNGK23qZeXWOy0+PwtFn976xjzi2U21G08ZS6zltSEvk276zI56vDvXtXia49G9BInu/wXuh5n6HYUC0CZRe9ICzQ5+b+I7Zx4xRmD+ED0/nTnBa3N1oMjFWhFcoa8O4/m/eeiuBmkcRxFu5vy8VtKnOp6zFTNvmspkIzWbTattrhoU8Abxlu8/Zpj/N3t83z5vhH2LZaZiARJqtFaAXEmCGThOUaSrxq5dHoO33g44IGdIeNVwZpGxLb1TZ7a73N0tsq1F45xcrnJkeNlNq9Oeftrau3Vq4J3fuJr7/zcGy77tH7ZDf/unwN6/zwA9w09M/3l3/9fx37uzWOf/sKdoV0W7gcjtasmU4tLzraoVJb4h9sS6sFqxNUSSzapV5ZNf9s2qlYG4BaVkkWtrE13pNZjcrRJOVzgk99I+ey3G+zaX6fk26wqaUZKmiRRNDvQ7lp0I5te5KCUTdnrIUiz9GRYO+X5wJ3n4JalSBLN1+7yODTr4LgDG7zThPSLT6qHgvagcCzYikSxZHpM86qruzz3uUEBnKcqqp+Hc3qqkl1xLJkiRMJSx8ESkiDj2we+CRK2JZlf8vHdBvWKy2+9vclbrjrGZ+8O+eQtk0Spk5W3KZZliGe+Jyh1jKRaHFs0Oy5Cu6wqK86ZdvmxSys06if59G2ah56tsHaVg+u0GR1btzg+PvYf3/HrI5++62N/QmnV//XPAu5/NoDnx/t/92dYO/UJ3v1W9x/2Ht/kHJsd+R9RtHe01zvBZ76ZMlqq8fKLodnr8cy+gDXjPlIKfMssIpf8PHrTB/eq8SUq5Tk+crPFX3xuGknIxjFja2emg2b4EkWaXiyI8i5B4mQikimpPEOTI08xipE8H09LjSUUWiv2H3ZIuxZBIAZkq4KJ61DqUjiKKUa+kpZmNNY0lfi+ZMOqGFemRHq4Vdjf2C/uexb5LvnJaCmEZeFYMrOFEXiOYUdaliZJJUstn3bX5dRCmbWjLf7zv5nHEUf5269OoJQPGHk3x0rwPIdyYNHp2fQSm1QllBzBOesEQdjj6w8EvOLiSd72yuN89dsJs0truPzyTafipPx/feFu7x/+8reP/LOC+58d4ADv/vl38O6fh9nZ5Y9NrHPs8fHb3/v77//qeMVVvOxizfGlZe5/OuA1l9gcPGVxaNbBd4wNSim0qGSpyWgG7lI4x8dvk/zVjdNUXJ/1o4rxmll5O3Qqpd0zBKs4gTg2U7pcPFL1PW/06al3Pq7vL0doswmU96qlQsgUy3YwxqgDQaFhIR/DlR4Cd7+fPVgKVkqg0sy/RktQkjTWhiYrMvAXZCAGvfBcpmJlcZzXDbK/7GGIY8bjxrE1JT8hihN2HwrwvYCFpseaCYeff908aXKCf7htnIPzQUEkSLIcWDQ7Nr2ey5qxDqvHIqqlgFdf0eKBZzvc/nCdV148wuuuSWla15z8sVdf+xtxnHwsLFX4vX9usPFDGvR8N8fYWAVpxx9es/Ha33zL69548o3XlZlvLvL5uywmqx61cpe/+ILDHQ9WqHjGYLRashmpaMZqEasnmlTKc3z8dov3f341ofDZNK5YM26zZb3H5edpbL/LiUVNHGuSVBmSVWEEnRdyg05JUbmqqEClB45s/WmmQtgKy7EQwuobzOZ21H2D2cLzGdgVZNcU2YApe01KolLZp6+miUBnxV5/QpqnU0PODhSWFwRFAXAhjFxavnhhSUMe8xzFeKNDL5nnnidjntljceBYwP6jNaJolF98k+IdN5xkqdfh4Jxgblmx0ExYammWWxatrsf1L7H4xbcsstzpMjtX5k3XtHGDBb797Dgbz/6Jk2963VW/KWXy4bBUebFg9s8fwYtHvVqh1+1+6E2vuSI5fCD9k0989tuN6foyF2xKmF3qMDtbZv2Ei6MVldCiURWM1iNWTyxTKZ/i49+w+asvTeJrj5kxxUTdYmrUYWZaMz3WRMgurcgzOWwhjwX6O5RCDNtID3YNMzZhf+tHF74qY8B1THD/Dh/LtXDzKLli5S1fWM5JX5ABW4ls/J5NUTNyU6IkaWrR7dlcdHbE6umInScUsbL6INcqZxHqFanLsEVf0UsT6A+urCyah35EIrrsOxkTRRG+5+JYHralWTet+NnXLZCms3zqG2McmvMJXENfXqpZdHqSA0dDpmqC0UaHR3a6TIzUufDsKRqrXz4/Mn3Zr3U69t+Wy/73Dowf4PGiAhzA8316Ue/jE6uumDt/2/ymjTPRH+3Z/S3nwAmHy7bYPHmwR6fpMVq3GW+krB5r06jN8clvWnz4xilCHCYbKfWSpF6xGW9IpkY6jDaaeL7p4bKyeIQBn0QO2IwDK++Bp3zfclAOjGmtTHb44FHBIzsCrFDiZWQsxzLgsS36u5y5tbcQgyLRLCvTF32Pk4FXTZpKuj2Hi7akrJnq8dwxRaKt7MqjB7eMdJWq/KTJnMv6V4GBCP7pbhIarSXtnuTEssbWhtJQChwC38F1yozVLX7mtcsoPc+nvzlGOOcQeDHVssVyy6YVwTN7Smxe1WPf0UWsyrXxZCl89/Uvu2R3GHg32bbzYsPrxQc4gOd66plndt547TVvcHftfbK92NEfSNLHxVjjlHQO+Kxb67JhlWJmqkMpXOLvbxf8/a0TrK64jFU1zbYhDFVKktFaymitxe6jEY/tHqEerPCYl/QNZl1XIS17IMhZiLpF7/riGlgf5FaC64CQDrYQuFKZ5eZs2cK2Ta5rZ/dzn/qcOJUkEGdXCDuRuIlxPUgy38hEGfu+JDbFbP8qlDMWC8SrHNhJ8ZYV0jpWqFQNFGFVfoIJFlsuF25MWb+6w+FDHhNLKY2qTRRLOj3B03srjNYC3vmqWSz7FDffO86BExLLiggDl9UTPkcXIyqVmnrbG7bp6uiWX5qZueijC/OHomrlrBcbVsCLmIOvPLZt28xTew5E0pv4eLV+1jkvvXTmd1Kxjm0zgo2rE0brSyy0euw5lvI3NzYY830u32Lx0gtB+oZrXAkFY/UerrfMVx9wWFgKqQYqo8zKbKFY4TopUZrwwA4HldqEuS2KTT+lsPI9zSGQq34ETxLFnY8br05PUojcRpzfdYTZ5XQkjm3h2LIfwZMEY5oak3V2RN+XJk4yt4PUQimbay/o4VoJiaLfDx+yB8nAHitzNcht+aLYwZIOl2wxJk69dPDzaQpxImi2HRolj9detkgnjZldUjTbKZZU9JI2dz6WcN+TJRYWx/iFN8Ssnu5RqylONGP2HIl5aIfD9s3r8Bpbf+fcLWeds2XT6MdluiNas+5HA9zwIwRwgGsv386lF2zqzIzteW5BrX7vdZdv/G/r1m9KHTfhzicUuw56HDllMxoEbJqWbFgj2bC6heMmOI6kUVVMjzU5ttTlricaTJcFvjNYPbMtw5P2vYQojrnjkRCZuJTcgXOEk6UVdn8jSA8VlznQe4nixntCNDZuprviWvTB7Tmyb58YegLXMSdKqhS9KKXTVXR6mk4PupGgF2UOY32/GgutLN7w0i6+mxDrLFIXilOTlmTLDylEqXkOE4FtLOny8gu7lN2YbiSIU/rLEkkq6EY2pxarXHOOZGxkmcPzmsVlRZxAO4adx1L2HE7ZdShkYXGEtaMxG6cFV2zvYjmSzZs3pTib/9sb3rLlvV+8Z+45O9jSCesXvNgwGjp+JFKUlcd1L//fOfDs36frtv7U7y4szNtPP/nV/7zQetxr9+b46gMlzpuxmRqxqYQJnt2m6obUQ4s1Ex2OLDR5/+dHaTg+oWOoDn0tERs8N8VzYp47pNl1NKQSCkpuiu8IXGewbGxbuc6J7i8gyH4UT7FkikYipMTJ9A8dm6zXXPQqMi4JGmh1oNPVtLsJWoPrmG6JJQ0v249N9I3T3E/SAgVaxSRAogvpSWbulKZmkGXWzQS9WNCJTJG61PTZONVkw7oWu/YG9GLTMk37ytKauSUf353g1966yJ9/vsnhuSpziw51KUF1aXU8jp1ysXfXeetVJ7nnqYhKeYqt28/r3XDdDX88Ojb6uymf593v+vEXGzZnPH4kAQ6wbuu/o91u8dSu+L9Mz7xB/vjE2Vd+5eZPyUu3elcKNWfXSppjc/DwnoCT8x4XbVKM1Bd57ydD4maFa86TzHdj9h4wQxTbMq2xwEvx3C6P77U5eaLCpkllRIc8ka27ycHCcq6G1e+DqyyKq36BKoTAzgtMW2SWKmbPtBJCtaQoBymeqzi5AHuOaOYWFL6jCQOJVuYK4zoyExGSAx8cnS8caBTabNlkvHPTMsxTDkOO6sWCbk/QcSxansNC02fTGpcLN7Z4fNcInUgQZStvQgg8N+KZAynLyxUu2mLzcz92ij/6hMfeow6vXi94xUU9jpxQLDRjulGElmuS+pi856VXvU1dduHMPVKm/2VpcZlq7cVrA36n40cW4ABhWMrv/uYdd3yJKy+7vnLwWOtvnn5u909YHJAqSUiVQ73ss3a6w93PpCTdKhef7XL1SzocX5pn78EGYDZWfE8R+j26SYfbHq9TrVjUgjTbCpKEvpGIcB2B03d4GMgvmFU1VdjmIQN4LvNG9nuMQH+1pBivR6wab+N5LZa6kp522XHCpWRbrG6YRV3bFviuTS8SZuk3s7rWKs8gTc/bRPBMb7DQF0+UJo4VHWn1aw3HsfFdn9mFKi87b55//GaHpV6JXmR+1my/J9y7I+LUSR+lQs7ZqLji3Bb7j3jML/koUuI0pVKVvGTbalUf2fCZKVX5ublju5ct68IXGx7f1fEjDfDi8bKXvZED+/ctb9oY/PL0qpldDzzywLlVd+7NT+3bxQUbPXppk1vvrXLuOp+XXdwlCOf5xB0WvcimHBiuc8lPaFTa3PyI5KFn62ysa+olQTXjlZcCK1OtytVeB71rw7NOM46HWfbtRUCmD2L1C0yzMhcGmno5YWq0jR+c4qb7JTv3jHHd+YqxkSW+el8Je9E1NYGbEgZGoi1OzSa7zqasnqszTRNNlLcCC1NLrSFNFVEMZIZTWkuEcLAtTeCVuGhzm+svXOTW+0NaPej0FM22he9YvOLiNv/zix7feNQCQl51cczfnWrz8I4S66ZTztq0mq0bK1/YuvXyJ0vljX+WxO3lNet+8KtlP6zjXwzAAdbNrAeYVd0D//WKS/7tzNfveJqLe2vfbEWP8I2HNNvWOFywtUOz2+LQfI+Hnm2wfZVFtSyphIp6pcdip8Mnbq/T8GzGK5pGxWKk6lAtG6FPu6BdmPNDAKRldhwrpR62rUiVw6Vbuuw/qQAbS2T6h7bZ6g99TbUcM1Jrcu9zCR/76jQXrQsJbM1PvWqJw3PLPPTUCNUAKqGiFyni2DJb9NnvFFLx4HMeURqgUsFyByq2oKYGAkB5ZyaODfmrF0l6sdE9EcLBcwKqpSrvuH6O+57uMN8KGe+kLDZtTsyHXHb2LLes67K85PDgbhsoccU5pzg+X+Kyi69l7czGLxxtXvKri73F/Zs2j7/YEPiej39RAM8P6a9j5765/Zs2XvBrM1PVj59aXPcrkdx7raOe5p6n5pmZ8OmpmJLrsG5CMjMljK2h3+WbT0iOHK8y09CMVCRjdYfJUcNOdGzTL+72TC+5F5lJp2HfaQK/zbGFDpIStTDgtZe2+dw3EjS2YfBZhqXn2oLATamEMc1uj7+7JcTBpRoqFts2SpX43284zlN7Kyx3XbqRIo5VVlzm+oPg2DFfvq+GbYesqyXYVovlVoU4NemQ75k2pNaaOIVuL0WpBNsWdLo2Wtu4tovnVFg71uPaC5a455GAZltz4FhKo2Ixsypkoi4Z9SzGGk1ONUd505UvpzGx/k7FxJ+t2zjz+Dod7RdyzYv9Z/++jn+RAAfYvH4EYFe3p3dtkDxJbE8vJpv/2i7tPOvUiUesbsfn+guMdMKRua5xHUgTvvCtClNlm9Vjxj1ivCHZtLZDJYwQSE7MK07OVxipwcFjCtexKAcSz0m57WH47J1TXHF2g1de2mHTqqNcsLXD8eP+kOyynQlpBl5EpCL2HK2xKjQTUpUKllsum6bMWl675xInpn2n1MCVwbE1D+6w2HG4zKZRyQ0XCa44v8c/3pXw5LOjeK4R0vFdzcHjikZVMtvSnJpTaAG1QGFJQa0kOXgiwLIavOXqY9z9hKJalqyeXKbV8/j6AxU8UlJHcemFV6Ybz964a37W+/nzzr/qKPCceMFtpR/9418swPPD9wTAc996fO65ik5ffUk9XO35F39m77O3VA8cOFjaf7TLwROCteMxza6mG5c4f72N7accPgGvWBVx+NQCOx4KuPwcxY339lhdD9m+qc3dT4FvlZgcMVHyvmc9Dhwps3XKZX5JsXrKYnpccfJ4Ufswm05aGtdJkTLGcx0cO8ulNcSJpNtziaMElYi+0pbOdFRUaqTPDp+06XYt1tShUfZYPxlwydYWjz8LoWexdhIcv8U9Oxy2rpdceM4cX/lWlcu2x+w4FLHv+AiXbu9w+GRCqx1y1oYSoQ9KSlZPwsm5Ls3WKCOjq1pves01S1qlbz1r4+Rha7Pc/y8d2PnxLx7g+XHN+SMsd/R+2xk7GHeb2x3xiis2nKX+530PP50cP7Zn5NnDJyvzrQqha7N+KiGiTbddxXHaPHtAEPVCpN1mruUzMyqolno0Y5u4q4zUWSpA2EYezjYDoKf323z7kZD1DdN2y8fnmkzIXqR8/QGXpbbNuhKDfDkRlH3B9Zd1uPnbDdIsJZESpKVRSBaWPa69QLDtroTegpl4tjo2StlYWXpSKylSp8dCxyZNoRZa9FKBbwdsXhdx6HiXhWWHo0sxSTdl1YTLS8+G6fEU251efvUrNs6VaufbCvtnx6fW3TvWqC2CUkL8kzVZf2SOH6lJ5j/1qASCwBZqYb41X6qsvTko1c7+kw98YtNPvPUd71k9c/VTkxOrHt22ptYtVTzuekxz9pqEk4tdjp/0mR61mB7pMFFWVEJwnR6+bdp4nZ6g3XVIU9MSdF1wnZidRwRjFY+1YwLHgVbXFItKDTxt7n/GJermRlbmdaapSY8u39oj251HSjMQKgcJUZxy8LjP7PwI21Z36MWKODZ6h57UVDIVL6Ut0gRU0mWppZld8jmyoDg66zBd9xmtd3l2P1xzbhPPs+kkk92R0VWPvvZlVzz1+tf/+/fseeajm2q16tmbZtbc7BDNCyH+VYEb/hVF8OKxbu0UGHGp9p59+3Ac+4+ktP+oVD/fevUryh+ohs2zT3UOXF0pH7LueiKl7HuU/R6L7R6+EzBWUzx10KLd9lg/ITk+rzg575DEJjIHnsZxOtzyQIXNEzZXX6hox8vc8VBAq+tkliYax0kJfIFnCWTBwEQpQZzYdDoWcazQ2sKWxvsz8Dt849GIdrOOJWvccHGbOx5O6fQUSmsCJ2GyJpgcVRw7ZbFhtcPWmYjZJVgfSepBk1MLDu12iVdekvLUPo+gfEl61Us33DUzVX5u9brmu2y7k3qezyvf+BE9MbWh/WL/vX6Yx79KgBePjevXw4Avmxw/ufhzQviNbduO/8EjD3/Z3Xv8WDo1UrposqEuvvVhxex8SuC12X1YM1ZxueScZe54THL4hM8FmxK67ZRKqNhzLKXqhmxfb7N53RL37+xxYjGkHph2nZAQJzGdyCd0BL3EWJ04tsJ1Fd3IJXDAdmI0NrYtKIWKiUYPx+mw83DARL3EBVurbFrVZrkTcGRW8uRumzUTkrDU5I6HLULfZ/VExM7dXQJb8W+u9ZhtrkL68iHLDh6e2bjB2nbRa6O1q0d/K+n15h2/9mL/Sf5Zj3/1AF95TI7XAOaB/whw09e+SarEtTOTnVfF3tlvvfCceEujvsiuRx/nunMlm9bMsuOgx7FTFj/+ii4nZ0tUSxFPHbAJHZ/zN/eoVRbZf8xjakTjOjHdnodtKZ7cJ3hiT4kNkzBW07QjTehHHJ9LSdOAczcItm7oES8FBJ4gSiOOzlmsmXS4+cGEx/fEbJkJ2DIT89yelD1HHO581OP1l3XZdbjHziOS1aMlXnmlw5aN57NxpkGpbO04NNv4zDkb3K8nib5zy7nXvdgf+Yt6/L8O4CuP17/mOoA7j5+Yu/N1a/mWIN20/+hJNd85qjZtbGwIGuf9xrrVJ+jEAQdmO7S7CSeXFM/uVVywQXFssUs3sTh/neCSjV32HXWYW9LML8PXHilz1RbwpWZ8TPDkXvC9Dk/ts1lsW+ybHeONlze57R7NSFVxeFZx5xMejuOxbkrRCNs8ujNgy4YeBw4ukyaCS7cHbNu6mcVWwtlb1tJannvvlnW79165/ippuatk4Nu7t8HNflB/sT/aH4nj//UAz4/JiRGAm/N/790/h2V79fby4XvGJp9ASCtO9Jr/9IpX+Dc0aprSdIpefIBHd8ZccU6d8UbCzkMOtqM5eCTi8GzCgeMBb7gk5ZGdKUFbsdxOsWULW7g4UvLIsx6vuUzSqEQ0Kh1acy5bZwTPHXAYLwsu297m2FyZq156NVMzHmMNge+3b5mdtf9kQqXO5rNewsz61XfG3d6CGzZe7I/wR/L4/wP8eY4NMyMAC8CXAL714GE0PLtqhMlaRavJ1Sl33v4UcTzPWN2i2Ybdh1X8zrdd9Xulp7tvWDvVjV8mJWvXatq2YKKWEtQEq9e1IXAYrWlk4NKYiLjwfIcNm7Rjn6x92U2++Xv7jnhOs21Rr9jE2qc6ejHn1F0qJSVHRuLjIPYKsfHF/oj+RRz/Orr5PyLH3l13YUkx+fV7T9RW1br6wAnJzJRm73HBaDnlxILg6nO7nJy3qVc0+485zEwl7D1qcdZaIU4srVkUQh9/zQ3Xvthv5V/N8f8DAB+H3kGHiu0AAAAldEVYdGRhdGU6Y3JlYXRlADIwMjAtMTEtMDdUMTg6NTc6MDYrMDA6MDB0t5WDAAAAJXRFWHRkYXRlOm1vZGlmeQAyMDIwLTExLTA3VDE4OjU3OjA2KzAwOjAwBeotPwAAADl0RVh0U29mdHdhcmUAbWF0cGxvdGxpYiB2ZXJzaW9uIDIuMi41LCBodHRwOi8vbWF0cGxvdGxpYi5vcmcvSM8oowAAAABJRU5ErkJggg==', 'weight': 12}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 248635000
    {'hecke_orbit_code': 85568393121366160, 'n': 1, 'trace_an': 3}
  • id: 248635001
    {'hecke_orbit_code': 85568393121366160, 'n': 2, 'trace_an': 0}
  • id: 248635002
    {'hecke_orbit_code': 85568393121366160, 'n': 3, 'trace_an': 0}
  • id: 248635003
    {'hecke_orbit_code': 85568393121366160, 'n': 4, 'trace_an': 0}
  • id: 248635004
    {'hecke_orbit_code': 85568393121366160, 'n': 5, 'trace_an': 1584}
  • id: 248635005
    {'hecke_orbit_code': 85568393121366160, 'n': 6, 'trace_an': 0}
  • id: 248635006
    {'hecke_orbit_code': 85568393121366160, 'n': 7, 'trace_an': 17796}
  • id: 248635007
    {'hecke_orbit_code': 85568393121366160, 'n': 8, 'trace_an': 0}
  • id: 248635008
    {'hecke_orbit_code': 85568393121366160, 'n': 9, 'trace_an': 0}
  • id: 248635009
    {'hecke_orbit_code': 85568393121366160, 'n': 10, 'trace_an': 0}
  • id: 248635010
    {'hecke_orbit_code': 85568393121366160, 'n': 11, 'trace_an': -238272}
  • id: 248635011
    {'hecke_orbit_code': 85568393121366160, 'n': 12, 'trace_an': 0}
  • id: 248635012
    {'hecke_orbit_code': 85568393121366160, 'n': 13, 'trace_an': -49458}
  • id: 248635013
    {'hecke_orbit_code': 85568393121366160, 'n': 14, 'trace_an': 0}
  • id: 248635014
    {'hecke_orbit_code': 85568393121366160, 'n': 15, 'trace_an': 0}
  • id: 248635015
    {'hecke_orbit_code': 85568393121366160, 'n': 16, 'trace_an': 0}
  • id: 248635016
    {'hecke_orbit_code': 85568393121366160, 'n': 17, 'trace_an': -766368}
  • id: 248635017
    {'hecke_orbit_code': 85568393121366160, 'n': 18, 'trace_an': 0}
  • id: 248635018
    {'hecke_orbit_code': 85568393121366160, 'n': 19, 'trace_an': 4590936}
  • id: 248635019
    {'hecke_orbit_code': 85568393121366160, 'n': 20, 'trace_an': 0}
  • id: 248635020
    {'hecke_orbit_code': 85568393121366160, 'n': 21, 'trace_an': 0}
  • id: 248635021
    {'hecke_orbit_code': 85568393121366160, 'n': 22, 'trace_an': 0}
  • id: 248635022
    {'hecke_orbit_code': 85568393121366160, 'n': 23, 'trace_an': 13188480}
  • id: 248635023
    {'hecke_orbit_code': 85568393121366160, 'n': 24, 'trace_an': 0}
  • id: 248635024
    {'hecke_orbit_code': 85568393121366160, 'n': 25, 'trace_an': 18034281}
  • id: 248635025
    {'hecke_orbit_code': 85568393121366160, 'n': 26, 'trace_an': 0}
  • id: 248635026
    {'hecke_orbit_code': 85568393121366160, 'n': 27, 'trace_an': 0}
  • id: 248635027
    {'hecke_orbit_code': 85568393121366160, 'n': 28, 'trace_an': 0}
  • id: 248635028
    {'hecke_orbit_code': 85568393121366160, 'n': 29, 'trace_an': 8005200}
  • id: 248635029
    {'hecke_orbit_code': 85568393121366160, 'n': 30, 'trace_an': 0}
  • id: 248635030
    {'hecke_orbit_code': 85568393121366160, 'n': 31, 'trace_an': -10185564}
  • id: 248635031
    {'hecke_orbit_code': 85568393121366160, 'n': 32, 'trace_an': 0}
  • id: 248635032
    {'hecke_orbit_code': 85568393121366160, 'n': 33, 'trace_an': 0}
  • id: 248635033
    {'hecke_orbit_code': 85568393121366160, 'n': 34, 'trace_an': 0}
  • id: 248635034
    {'hecke_orbit_code': 85568393121366160, 'n': 35, 'trace_an': 235065408}
  • id: 248635035
    {'hecke_orbit_code': 85568393121366160, 'n': 36, 'trace_an': 0}
  • id: 248635036
    {'hecke_orbit_code': 85568393121366160, 'n': 37, 'trace_an': -73215510}
  • id: 248635037
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