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mf_newforms • Show schema
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{'Nk2': 12096, 'analytic_conductor': 64.54082716700546, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 7, 'char_degree': 2, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 9, 'char_orbit_label': 'i', 'char_order': 3, 'char_parity': 1, 'char_values': [84, 3, [43, 29, 73], [3, 3, 2]], 'cm_discs': [], 'conrey_index': 25, 'conrey_indexes': [25, 37], 'dim': 14, 'field_disc': -1315012019749799976347386129943178988138810515236845425653878934333323873549163189655812004051600048, 'field_disc_factorization': [[-1, 1], [2, 4], [3, 7], [135451063688573, 2], [1431192522493846391944965040456069, 2]], 'field_poly': [378103215519089647001740821506658140294236360807649856, 142358467144947535218510754697116911147938126144352, 68507643214686757134474644335292207644539438816, 9575836750537552288866777850271834960214456, 3320063138939962847561145196113433362264, 325583881393416391390922284227512022, 111668469386916870576107083796769, 6445062169106156227737324792, 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1, 1], [1, 1, 7, 3, 1, 3, 0]], 'is_cm': False, 'is_polredabs': False, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '84.12.i.a', 'level': 84, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 7], 'level_radical': 42, 'minimal_twist': '84.12.i.a', 'prim_orbit_index': 3, 'qexp_display': 'q+(3^{5}+3^{5}\\beta _{1})q^{3}+(-1031\\beta _{1}-\\beta _{3}+\\cdots)q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 7, 'rm_discs': [], 'sato_tate_group': '11.2.3.c3', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '84.12.i', 'trace_display': [0, 1701, 7218, 35001], 'trace_hash': 1788499714500544587, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '12.177', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.962', 'prec': 17}, {'__RealLiteral__': 0, 'data': '619.507', 'prec': 24}, {'__RealLiteral__': 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mf_hecke_nf • Show schema
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-
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{'Nk2': 12096, 'analytic_conductor': 64.54082716700546, 'char_conductor': 7, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 9, 'char_orbit_label': 'i', 'char_order': 3, 'char_parity': 1, 'char_values': [84, 3, [43, 29, 73], [3, 3, 2]], 'conrey_index': 25, 'cusp_dim': 340, 'dim': 30, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 549957140564, 'hecke_orbit_dims': [14, 16], 'label': '84.12.i', 'level': 84, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 7], 'level_radical': 42, 'mf_dim': 364, 'mf_new_dim': 30, 'num_forms': 2, 'prim_orbit_index': 3, 'relative_dim': 15, 'sturm_bound': 192, 'trace_bound': 1, 'trace_display': [0, -243, 5062, 85513], 'traces': [30, 0, -243, 0, 5062, 0, 85513, 0, -885735, 0, -168346, 0, 4238158, 0, 4555764, 0, 6593480, 0, -15965379, 0, -14946444, 0, 11152856, 0, -253592513, 0, 28697814, 0, 220952344, 0, 353259565, 0, -67370778, 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'weight_parity': 1}
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mf_twists_nf • Show schema
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id: 75195
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 9, 'source_dim': 14, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '84.12.i.a', 'source_level': 84, 'target_char_orbit': 9, 'target_dim': 14, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '84.12.i.a', 'target_level': 84, 'twist_class_label': '84.12.i.a', 'twist_class_level': 84, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 12}
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id: 75196
{'conductor': 7, 'degree': 2, 'multiplicity': 1, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 9, 'source_dim': 14, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '84.12.i.a', 'source_level': 84, 'target_char_orbit': 9, 'target_dim': 14, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '84.12.i.a', 'target_level': 84, 'twist_class_label': '84.12.i.a', 'twist_class_level': 84, 'twisting_char_label': '7.c', 'twisting_char_orbit': 3, 'weight': 12}
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id: 75197
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 9, 'source_dim': 14, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '84.12.i.a', 'source_level': 84, 'target_char_orbit': 11, 'target_dim': 14, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '252.12.k.b', 'target_level': 252, 'twist_class_label': '84.12.i.a', 'twist_class_level': 84, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 12}
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id: 75198
{'conductor': 21, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 9, 'source_dim': 14, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '84.12.i.a', 'source_level': 84, 'target_char_orbit': 11, 'target_dim': 14, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '252.12.k.b', 'target_level': 252, 'twist_class_label': '84.12.i.a', 'twist_class_level': 84, 'twisting_char_label': '21.h', 'twisting_char_orbit': 8, 'weight': 12}
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mf_hecke_charpolys • Show schema
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id: 131625
{'charpoly_factorization': [[[0, 1], 14]], 'hecke_orbit_code': 549957140564, 'p': 2}
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id: 131626
{'charpoly_factorization': [[[59049, -243, 1], 7]], 'hecke_orbit_code': 549957140564, 'p': 3}
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id: 131627
{'charpoly_factorization': [[[664049366715650556401763067482940539379897655625000000, -117372872588205017990358153368920975362400687500000, 68830932248272246093937528507324913740287500000, -6861898599839433868082560822052359644375000, 3868594617147538118348809420080429375000, -356304162444597533117035484375568750, 122034902733233737301478173090625, -7677064775258864716916205000, 2363519747673272802696750, -132534098592808547970, 30121080356287351, -1113050335212, 228016270, -7218, 1], 1]], 'hecke_orbit_code': 549957140564, 'p': 5}
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id: 131628
{'charpoly_factorization': [[[118181386580595879976868414312001964434038548836769923458287039207, -2091949004559352381686960964414762258215097254584486288396649, 97242902699832767506533276105776001813327259052530009334, -2184589373010296996756692258741710788581866191418899, -2412272983962183702883473030246471283632077907, 708581424483298625564620758717891875932730, -28005354846843787140395503434068248905, 1275429180669774389535065856107433, -14163240822988144423430530335, 181231165232000925615770, -312026250624540501, -142907840325299, 3217108538, -35001, 1], 1]], 'hecke_orbit_code': 549957140564, 'p': 7}
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id: 131629
{'charpoly_factorization': [[[164041451737263109868209056245177052581758537093693721841042185078916597596736, 9480494383059984117794778909497981777234476804124827596425453295218550048, 539794786808506892584319164093663317711561715025436496168130729217120, 729423642464775948965374391177584888705042625037177422086304232, 7997774475012373928688000261084976801038786511404661964088, 2080004004164896317578496907515239767482612680197458, 77793582825815584664335471396104874701988518345, 6161115280004874716214646859532341336856, 381022644285811358065515168256042818, -197865761336141539514048292186, 1231894014806889307350451, -274918799917406484, 1245596407786, -54450, 1], 1]], 'hecke_orbit_code': 549957140564, 'p': 11}
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id: 131630
{'charpoly_factorization': [[[1463343800436253216502947642239341944934400, -7493799943163372064197454279515644800, -6844253976765666688131947766032, 13611642774269273914002176, 4560113684445707695, -6828422622749, -767491, 1], 2]], 'hecke_orbit_code': 549957140564, 'p': 13}
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id: 131631
{'charpoly_factorization': [[[122525531300673024082283913068217524024631196466010414658160230234649585559010524375111696384, -246563858088115685391404578026871962999277685005930387646013884406866000296135612170240, 462216556726232315924017794092410795971377866728187414354227416777845147107852288, -171590137883260997260311985616462577675417609933639000378835979257037979648, 113344685954967088271044981947108755507492196765678733488005754912768, 12485963582235011978225041605635704203446804046511518529880064, 18367274979718802520089418238755469036083032161065369600, 955519639271308022164369624848979897977925730304, 664878952444718006543850955370763433795584, 17370499700060840623377680656386048, 18168474320714222462170056448, 230200119848757535488, 153308767267216, -1478880, 1], 1]], 'hecke_orbit_code': 549957140564, 'p': 17}
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id: 131632
{'charpoly_factorization': [[[1041257650987289339080158470596282193009878570050145363721680925880049855946529210827005722886144, -138140907490830999660982031984772177055086934325055828979515091660246080508534316371542016, 215733133370836565559993796199685220579477157808970148111293681413436968845607092224, 9472415378281832078114815669240203859303547668593307442128344867052749033472, 32859998549374458780279816569898132135013115997289392674059205401953536, 90035913596385091192412299034119191876935514152954910397615744, 1118568851775535435895811344160414983051288553959451243120, 111757483780642863583586764161929763985021273144392, 25407121178633989185697164892231530213732705, 1489919482098387087479328835035680695, 162869256050365519058033907662, 7329226806219108354835, 689065714024078, 22875935, 1], 1]], 'hecke_orbit_code': 549957140564, 'p': 19}
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id: 131633
{'charpoly_factorization': [[[91454223045722011318813885174379807491223463276043157072763303089125249998503257363607933701947654144, -771274069637201568335924552586527980401873666934853250544114490051511409838959258475534745600, 2961602722233751529483794925439391998681348400907986357582822263536197061324046537326592, -9459728585227535645439116433411599710680791811967670213757300263448911504474112, 79393309273589285553379218931115859847099914598134045366546280854816030720, -413987100964096828074959581330999934649809342084255950025005203456, 488967904345223190827443957002990093183013632812444187623424, -5041926487314988024266156461200994061809349878808576, 2291680251304724232776751415038077981510836224, -26168506111958035078659594031925336064, 3492861729197072025046042182400, -80007420876517350297216, 4349120697955120, -62540568, 1], 1]], 'hecke_orbit_code': 549957140564, 'p': 23}
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id: 131634
{'charpoly_factorization': [[[4953677303543722366919123233256182363948666913458269120, 166455751533596103122576992466165970752465514096, -13443460132151653590303618991440865807500, 131711829848389983661166796175485, 1847425754854886923291788, -25310636898533326, -51048864, 1], 2]], 'hecke_orbit_code': 549957140564, 'p': 29}
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id: 131635
{'charpoly_factorization': [[[62693096108357007094301363674958394088910377169002143473829417680491941344684096462211918587532036190999642199025, 1230978587709896403470919939897580446388893804051623052330978802167022357386931070897775775395495221610795, 44742952426125438904015998411982724244521137795758415105928637111563690345207403381065618739691896, 689089043808426564438386776889988682857661106105096282923017993127952079951883938146568645, 19054035868294211131608209756422334857566573587275327208337653722197216210037788181, 260833777856816479182819257135460216933168966752222258131177081621002847690, 3954853449789461001017749331963887303184825189991902340186581992017, 27345898296380950293297900758191395947796059424064352748345, 217277361872906761527972606286764290804040601657761, 410128177925342721498095929667704516758090, 5224526865861410433650389818633477, 2319120667689118991986245, 114455690547686616, -188600405, 1], 1]], 'hecke_orbit_code': 549957140564, 'p': 31}
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id: 131636
{'charpoly_factorization': [[[743337852903958168489155882826677469879922743331631776680247691476591384975850026113061058663670168899512040423424000000, -14266807677448950791987453267580349984492435340208922150346613144870233690684899464810772356184217658641612800000, 288374397025804383753262184514060868085783802583031340730444286365055523752238357775040495614535434240000, -65921204945401743161000421488198987727391963601708705659488495594177763474874553224640859136000, 3506575540592454381097137009284921468834776247986384865952243736134370899483045518700800, -545616619067359485447863272577636303709751688101461243181191767342640573077120, 28598599510354419631315719932050224390558547580381608766437601756137584, -995162575778777736454619204173082781110784497049872341607976, 131227500643902632960064394399468281128524080925273089, -19745290855772602986032594912770686128673239, 431642127632939627655126350217862286, -55925600144591272990365779, 821341694866695886, -199685599, 1], 1]], 'hecke_orbit_code': 549957140564, 'p': 37}
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id: 131637
{'charpoly_factorization': [[[-135891442209423738472645839527301599330797203681967793700864, -4837633118242398275155440637383848339892409449000960, 30632835671764169217267067302277776489527808, 218702258393496575066245641837758400, -134552712825940694761972728, -1186166678008994820, 346934358, 1], 2]], 'hecke_orbit_code': 549957140564, 'p': 41}
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id: 131638
{'charpoly_factorization': [[[-652037964267541137166145030304700485692934204506887914385040, 22263733191013857429087593725589667258867499716919696, -208774722007319349873603841473651068078301480, 395688411627636315549979005675719696, 995036179495867029869032871, -2394866446086072237, 310350877, 1], 2]], 'hecke_orbit_code': 549957140564, 'p': 43}
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id: 131639
{'charpoly_factorization': [[[10753181567738431969538183378546809973119236009674214151185666649843941916600921565573621037214363039618453151447616097255833600, -9424639227102995042255032963612118144821852686391610399591070702662017982187935814875628359635649157962690905059041280, 64417308656538990527577361831705224330305813030389709229692564701991585948072662395218082165688259748055547904, -11097720378978865355287651365047658798061558611299793536696905846795125568381717036623070071793661952, 273332955789404622028436566015317001631422481778512899994263068209462225544015271814488298496, -94706555202137296454262730046211676853294219365625528746130521015961417664437468160, 292365336428992115872514422187787554810471574272541219897097042331240720640, -51870720245948525977691409974033365732570230273008503628377940352, 198627798880910220332748442521519734328785511275980319808, -45895056710529328890162628546864020218030755776, 61812225220918944906482986223712588240, -12648627854508470056599134520, 13323908083052258496, -2771987346, 1], 1]], 'hecke_orbit_code': 549957140564, 'p': 47}
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id: 131640
{'charpoly_factorization': [[[127624596027999059296477302676381172987162590645996996496822395374032381646440989023068958653419792662155727560881468992349310976, -789466844790770371931625930054720902039566794568304607332758486088344919976140612909625435257758466158560745763530159104, 4363700139720885020243206803737992821633607417622422647020502124256606674572804290986298309041445243327072013312, -4830889250457947068850920727600903185810975171900401295976035070704453305159908018647198356735550386624, 7886227292862301405662691627201818575862910708729640242782400587165308127101949576100025305536, -6215275686524700102135758112518450001604820452014293119380566149247664569025129648180, 8754877815539038809848632096316875417545247789356311721040239050210013356169, -5815378571948585104689730267519655128856352497279075466218616925716, 4164078035260491754125617656245133323938478796469407185294, -1315408117696288324953217126111205607759025784220, 540245111626739747751412192672358824911, -104407093306258860806591846184, 47078448569981895942, -6487034184, 1], 1]], 'hecke_orbit_code': 549957140564, 'p': 53}
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id: 131641
{'charpoly_factorization': [[[376540623860419632854514780822417228892899133695150387857498416716043470633847250359022584948561346448837675481908343527727595543040000, -396753766841283714099240662270695431974463043740481732667402897617393357948331378530597639068745106087669160723261121595980800, 356004850355788248737129635688004080572646630140906232342492383682488673066327629746747278650420708227897859992278016, -134862534193161363731318211310659080782789373531734689339817845903137977927622590012734753988513101681410880, 53607824122024486566725780581553170690780093607238024011274932508459550812313355798326016130752448, -9764559254239842610513561758042367662836568647905145227779592112185522575608963096158428, 3365386861623262226351831471463385444336220338490505314917856516263549049241345, -374550078825807319764012044162789125094811705869288423171579301769860, 166479416657510284896167349713926039171433164229259132018066, -4341606631255277682338342697160589171788361596452, 4952351901601930587902309184099384459835, 188323147391235852021688359576, 129304264083711027058, 8183838888, 1], 1]], 'hecke_orbit_code': 549957140564, 'p': 59}
-
id: 131642
{'charpoly_factorization': [[[266912438531852461522585839817541726639684278725695271993853647000493809584300292465260236693419850825079492487291118676822713231121596416, -24424737935206524633316933244712435021602477653604925803222290465002634249863758865370880021914578349726687392736825242784014336, 31681396193761211833126891469568815665974400634484736620405732745296858911075775482784717846935799467877619643193655296, -6028180403555055310424876081673667188278783508792575732685628351136432515778335756064248184911909679572604928, 3104759465411241088055777696047426352514994256185613763733312568176763938454184185263784592751989760, -478755065319788349372500915806821430015194884698540037699784972764393333435578218802555904, 118084122377768189744536188567479648874776364786659845291868839700282111835619584, -11813705207881965088630323730989304379703518881810051629702971231648640, 2362226688742114511878423069441791630398257492886511796984896, -185516559073628009987568161132100296459125018753728, 31058619528894404959321750621572276959568, -1337987837909915548349560461912, 204241579006653277728, -4069556330, 1], 1]], 'hecke_orbit_code': 549957140564, 'p': 61}
-
id: 131643
{'charpoly_factorization': [[[943483101736063632819237958155599966399250208355460212365888131282474201735362678814148868223449623463233260133689529049094691018629376, 6508967421687012517779733255546207062260191458269870324911984544237918233420046079518631212949328152857977339058312580273262848, 44184814713739835511098757613832341082153515517342811571886094441667679377710126292711830216485823181099456002512336000, 5860400817190600157224545389517224853051855700780365456524927859765108422545928333835760555898422754411869568, 3693744892063839194951919918960100754084286227391162235571575829806680175697419155258766068300762288, 445932621876236902955148395228289187127545522402732209243501221594446040170709510429278960, 218721767170056168644686699743723342059944651787942378010849932122093875866136456, 21827670639297785465324238301763498189730160831488841515296923504607304, 5212753975123856086412216405159097495836198877784830276300561, 106642007711613446010759727125220905804330119226685, 46402660456561159202227723787168140737366, -874396454266394252474941278247, 427151979673912168190, -15766443531, 1], 1]], 'hecke_orbit_code': 549957140564, 'p': 67}
-
id: 131644
{'charpoly_factorization': [[[-610803711242163598596370054138313255534363026078287000992663293891200, -337275043201515929560516586674725099842142496008596860326720, 88348490392625372799654244803520241411232087691104, 20640596680434543429270079197486136830384, -2884432504334394599519817702456, -320808059612352243004, 16591642722, 1], 2]], 'hecke_orbit_code': 549957140564, 'p': 71}
-
id: 131645
{'charpoly_factorization': [[[144504638998774269532408054863553835292026128978423781253020553506648453192259838889448439239545229768033839997652334531848583252265490950400, -217884627554709433806112846653247342561347073615479584112679763108820549944247788749460603681402603393340809685248753043021258689280, 372364065290130763691666538860410589545610428807484090128994084598828449822622397347278417927785194941335853828320775037056, 66741877243001387141944368364912053946611999778742463040714972635284914100756421976238532145242812214149038593152, 12555736203418101711234853736974696372066536432614166184732004470155523630398957385548642504431556198192, 878660732618565744321178509681521126843552072899059539216893292545424575792314644717550704848, 88336363337076773924857164332146729503275713216592063559090688145745581852577428328, 4225639569081243694060833473573261128908460622898018968866052287053046752, 392052592027081750210182740374288391585068452801370318268942385, 14346418660412426482637482304689916185713353575805359, 986919965842444658174467490446639411115214, 24296354976141461828355655784891, 1584710839527827045606, 31685143839, 1], 1]], 'hecke_orbit_code': 549957140564, 'p': 73}
-
id: 131646
{'charpoly_factorization': [[[209539300486191392602339212905097287252000802912506279810188051239064583268122241544652988039023573137835275456985190191514827098999226300670609, 39573496769510997359576753411404675102116854175809271771187959041553918177142644114797660471980884995547840495631617420232614850933965, 8593545193998356726011482120204302190782719442409315138046849635663359397451705714553126631487076815796968389893061139699968, 541277305102720760599677549876840247699307401354362521024583198179245971101688755047226522549845895350775831014011, 79136178785717873092139364854755743554344002238640435726587483490403921436499478137989397892664320267133, 3745528458415572558495207316041246196253056567763830994612381412837078654987758532823852632358, 505319338658591315520714041820237778941200812390610070565792936682825003423661605145, 15338599494018814416931900095894702357090659386775440308442203088463295255, 1611333089805632867407847937525663250580548802481327696724284633, 29212922091692394372990433955640747250714079872933254, 3602422226386160125510119850552569918867549, 36702804050008873984648892223195, 2563665332775503411760, -21999509987, 1], 1]], 'hecke_orbit_code': 549957140564, 'p': 79}
-
id: 131647
{'charpoly_factorization': [[[-467898655106465839129424869166092332435817623024885033006360144265976088, 333224647521856594860899934999083058358255557761760646804985772, -78533815656401446493975990089024553292539739046115154, 6590406349184990684848705181537955410546241, -91427082408608070785848566418512, -5642178483036576469654, 31526942994, 1], 2]], 'hecke_orbit_code': 549957140564, 'p': 83}
-
id: 131648
{'charpoly_factorization': [[[313502061435221786702097528988968234198440417140858482953789089506038079262403096823976826016051778028999248884984905367547044289928046517321885286400, -835733409625543051913685214234655300816078329569907141919146320451082437130499716276333909721310751684464108597742154110924722461286072320, 675458931920919117510150295399908872241039417689568627654952551688228470681273679318519989135739387337036932990513169720552718336, -14716363266287455769013430886063427704941045189989911744120668973131977541476299408371172727229521099390816908171280384, 1168103523534566513200880633920018280093434955912996785958826139022187859311671678142693944155923452438347776, -20395313548507443134007554836332898736147144596875975309260955918197828457511934346157291886002176, 774406442631737275197158400309637046833464364964166800224751642205530558897740285970688, -9765191936008385578398542596365291715040724938983511455451292904350505532928, 315086082640454299099535520611255746275355364063932584225362476416, -3301284945346946353545689855870485898613188595663693312, 79141736842508091805639353549173004553635696, -559682451649241067567791146951296, 12110960955730303807416, -67041904680, 1], 1]], 'hecke_orbit_code': 549957140564, 'p': 89}
-
id: 131649
{'charpoly_factorization': [[[1294907437323096161657591934886135224797103149636956247813041362263187007000, 829908045924051107406549953982136648486481417931016425753958985100, -23974897078749755593307283049348923563828054797666115870, 36457779616616820753869573199298696380666769, 3682764844415382685236597202110520, -20728669556848070307302, -142041709050, 1], 2]], 'hecke_orbit_code': 549957140564, 'p': 97}
-
mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 9, 'hecke_orbit': 1, 'label': '84.12.i.a', 'level': 84, 'portrait': 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8/VePqAy95jMS+fjUhUm7ff3eSBOy0lNc6xs3VOX9JcnEuYycB9YsFy89Xz/KsPLrNxosbsYo1216XbLXFhtsTBU4bZZo+7ruuztton6DWufHr/0j1HTja2nLvY+Mp3vfMD4Rc+89HXGhL/Q4+/0Qze73Xw/GWs8T58+NiZO//ys5+UWi3eefv2pn7m4FpOXlQ0+23ed38fk9Q5esZjdjFhsRWx3EyYacDJRcHkZIN/+4OL3LKjzPnZMS7NVbi0oJldtMwsxFyYT5hrx9TH+ty1p8Ntu8GVJTzlMbvkc3lBM7Mk6AYQxwbfNVT8hNGRGAOcnYlpdWDzGodKKcBaAcKl0zNsmg5YbGiwqRRpdCCIwWJZaoasn3Jo9xRCWYQJqPkOm9b2aXQFZy9pEqMZr0mqvsBzII4F3UAysyS5vGiZXY7xvD44Mbdf1eHOqwWTtRKLyzXOz3pcWoDZhZjZpZiLS3By0XLTVQv84g8uM10f4dzMKLNLJRYaDgsNydxiwtFzIaGMeN99lk6rwskLEd84EPD+t8p4YnTiyTtu/V4zMrn9yYWO/ee71yjqo7XXGirf8vE3lsF/+/c+ze23XcfP/e//4t+/8Nw3/snyhc9s37s/2vLkoZ685Zo212yRuI7HunHN+IgEq4gThUWS3rcWJS2+hEtLPs8cV+zZtsTujX3KPjha4joK19VUSpKyI+l2HI6e8fnaXpezcwGtOOLo+YA140u8465l9mxvc9PuJmcWYha6grLX59QlS7NV4ZorJI1+wuEzimpZc/As7Fhn6YcJ/cRF64jRKhw576F0giNjtAO9QHLL7i69rmTP9oRWL+HspSpbpxWVckgjsEzVuyx3Wnz8YXjxdMLLp/tsXrfItbtajI6FvO32Nt/7Osu26SpJVOf0xRFOXnA4P2O4MBdxYS7h5JzgXCPiup3z/NsfbLOmXuf8ANwuCw3FUsOw1Ixo9wwmkbTbLmcuWZ49bhgfa/E9t/fkzGW95WNfOb616ka33rxrY2licuzrB1/4DL/+W3/+WkPmVR9/Ixn8oa98lDe+3lO/+2fhv15TO/YvOs1L6vQFaHZKPHM4wrgt/sn7ltk+XWOhWSaJJd1As9xyWGxqllqw3ExYbsUstWMWmnB+WaBLfe64eon3vy5k61SFRqfG3FKJ+SWXhaZgqZlKhOW2odUztAJLtx8zXovYtMYAAs+xXJhzENJj85Ri6zrLuqkus8sBLx2vcuMOS7m0zIETY1QrIWHoMD5q6PXhyk19/uzhOrs2xgSBZWJEEiU9qr7HwTN9Sk6F63fGvHwqZHbRZf24x9a1sGk6RKmICwvgOhYhLJvXxIxWJe2eR6fr0Oo6LLUUSw1YbBqWmgkLzYSZJiz2Ezat7/D+exe4Y7fGd2pcXqixsOyz0NAstdLv3mhFLLUTGh1LL7REiWC2Lbhi4zL/n/f2EWYNT+/3WW6HzDYVe67ekLzuhs3//tlL635x28hC8sA73/1aQ+cVj79RAD9w6AhClkuOObnp5QMvv6/Xnv13x0+fZ81kwFRtnGPnShw8GfLciZjaeINf/KFFrt3is9is0uj4NNsuyy2XpZZmuQXNtqHRjlluxyy1LLNNwaWOBdHhgbubvO0WwxVrfcKwzHLTp9FxabYVyx1BuyvoB5YwtiQJKGnxHCh5lnrNMjUWoZ0+Jy+H7D/hYeIKb7k1RDsNXjg8wpa18KVnY+6+xmOu2cPXijiJGBuFOHLQTsziYpm7bmjxpaeqbF0Lzx8PcCjz5lsMseix/2TC6Qs+WrqsGdWMVgQlT+C6AiUgNhBGln4I7a6l0TG0u4ZG17DYsfSShM0burzttiYP3BmCqbLYGGFuqcRi00nPUxMa7YRmJ6bRTmh0DI2uYLErmetYrtm+yL/9wQYT1UmePzTJgRNw4lLA6HibsbJDubqFrVvW/stNG7f/xT03rj/XaPV7G7de91pDafD4GwPwkydPsmXTtPvoMwd/eP7yod+4dGafOH6hKcfGemxe22bX+gpzC5M8ulfxwrGY/ZcsV2xc4MM/Os8N230WGyMsNcsstzwabZfltqbRFjTblmYnodGOaXYMyx3LXFtwuWkYrXd5401tbt8ds3mNolZyaLV9PEcCijCWGCMwFrp9QBhGq32OX7QYG/LQ8xWCbont613u2NMlMg0e3Vvn+h0Ox2c6NJdr3Lany9df8FgzZjl81vIP3tXi8BmPNWOSr+1V3HGlYqnb4tT5Ma7fGfLo/h5xUOb2q1y2bezTizt89QUFieDkBU2trNECuj2JsYLEWKIYkAbtGpodS6UasXFtwJ1XdnnjjTHjFZ/ZpREWGyWWW+m5WW4Jmh1otmOanZhmJ6HZtSx1JbNtwUIn4eZd8/zijyyxfbrOkTNreP5whUdfDLjU7rFzc5OtUw6jlSqXl8bNvbfvsDft2fHTbvW6Pwh7l8Irtl/5WkMK+BsCcGt7Mo4673jpuY9vn192fvnrj+xzHFni5MWEF09HOKUuN+7scfc1Ls++NMLx85aLy4KTi5Ybd87x4R+b54ZtDs32CPPLVZodn0bbpdHRNNuKZhfaHUurG9PqJHR6hmbXMt8RzHcgSgKu3dFjeiyh07W89baALdOGOJFoaQkjeOQln3NzPmtHYw6c9MGU2b1BccMug+d3eeF4l/mFCldvqVCrL/PUyw437/BZ7DZYXq4xPW159rDi++/r8NxhzYYph4VOk+WlMW64sstTBxLGSnWu3t5hrtnk2UN1SrrCTbssOzf1QXZ46bRgaixidj7i0Zcc+pFCSkiMZcvakDfeFtLuKNaNGm7YAWFYZqlZZqnp0eg4tLqKZkfS6kCrm9DqJLS7Ca2uodG1LPUkF1uCZi/kjp3z/NsfXeb6bWXOzUwws1Dl6DnFk0fa3HXdEjdvt/i6zkvHxzl8WqJUgyt23Ra1AvefvvXND5wol8pf2LJWm9caW685wBvNDsbEf/fMqcd+9cXnHx27PDfLrk2K2cVRTl+CCzMhp2cNsy3DaM3gS4mw0AkEcx3JhZbhpp1LvOuOJT5wX0S9XGFmscZyq0Sr49LsOLS6mnZX0upBp2vp9hM6vYReYOgFlnYfljqCTt8SxoaJ0RjPs4DAVRYtBd2eQuAwMaLZMi3Yts6yaX2XIGnz5ecUR05UedONHrddt8wffdngilHedW+Xzz8Vs75eY8O6Lg+/UOK77wj52ouwddJn7ZolHny8zLvudnC8Bf7wwRp3XlXmDbe2eOlsn288qwmDClvWuFyxTrB5bcLkaIiUEZ1+glIGrSxgKXuWyTqEkUO767Lcduj0Nd2eotOXdHrQ6Vs6XUOnl9DuJXR6llbP0ujBfFcyu2wpj7T4gTfM8z23h1y71WdueYTlVplOz8WSoJ0e4zXL3FKVM5fKnL0sOHs54nIzYPcWQ7m8lnvuvnPp/rvv+seOo/9QO6XXFF+vaaneJl2AH/vsF5/58Ge//KWx23e3OXS2hF9pcOt2RZyMIHDx3Ig1LWj3JELYzH9iAYOSkgMnJth3rMzxS3O8684Od17Vp16tsdQsU2n51Houna6mnV3sXl/TDTT9wNIPDWFkiSJLnKRHGLtYA1IJHC3wXUG9KhitwvSEYcOaLhOjTb7yAjy2z0GaEd50o8N1u9s8cSgi7Ne44zpBs9djbrHC7TsNE/UuJe3RjxXzrQhlBNft1JSrAXuP+txzwwi3Xdtm71EFdoQbr3L50bcv8fUXQ772XIXD53w2TSqmx0qMVsuMVKHkgaMtSoKxcPi0IEkEUSwIYwgi0u8YpDdzPzB0+4ZuYOj0oBXAfEcy14bA9Ln/+iXecWeTv/MGQxSNMLNYodn16PTT1cIahQhdLs9pFpuamQXLpfmQl08brr+mza6NPo/svcCNOz8zduKo+//fsO0uvdgIfne87v0/D+A2XgAZ/+jB/d/88LkTT04tLSY89ILgpTM9/GqfN99g2DTtYYyHlC6+l9DtJQSRIYwM/RC0smhp8LVgoVviYw9v4Bv7Wtx9TYMP3t/gmq0dxutlFhtl2j2Pbs/JgK3SIxQEkSSKBXGcLvWpdysNKrUG34VyyTBWjVg/1SWmw/GLER9/1OfU+Qp1r8TNV2lu39Pi2WNNHnq6xq07fDat7fJnDwuU8KhVIxqdAGNBCZisdWm1XUxc4h13z/GxL5XZNuvztlu7hNEij+4fJ0p8brlqirfd3GLHxibf2Nvl5fNlXjrtsmFMMlYTlD2B66Q3oRQghMVYMMYSxdnNGlmCKL2R+yH0Qmj3BcuBYKkNQve5fleDD76xwd1XJYzXSiy3yjQy1u4MzpkkCCX9UNDpCZbalrnFiPNzCYt9w1Vbm9x17RIj1Rr9zgh/9smvTd10W+/Dd99+rz13cen3Nq1/bdyJ/8sB/qFf+WNix+UXfu2rP7RrOvrlx597aaKk57l+xyiPvaRot2NeOBpzudFg45oOnZ4iMQ5KajxHZEyU4GiDo8FRFldbfC1Y7isWm6N84pEKzxzocMe1DT74hgbXb2synpSIY49u36fTc+gFmjBSRLEkTiSJERgrEFiksHiuoezHeG6I6wRcXAx48HnJiQsupy+MoozHtrUuV25V3Li7hfLm2X+yyvp6mauvgOnJZZZaNa5ZL4mN5SvPeQRdSb0S8+Zb+nzh0YhzM1V2bXe43Ohz8JTDxjWjXLt1nidebvPUQUEQuuzeOsbujR67N7Q5eXmJExfhuSNljp+qUNYCT0sqnsV3QMqsAmDTmzVOIIwhTASdQNDqC1oRhCbG2D437WjxwTe2uPuahLVjHv3+CItNn3bHo9N36fY03b6iFyh6gaAXCrp9QadnWG5FLDVjzi0I1ky2uWVnQq1UYbwyxqP7XOq1E4hWc+rg3su/fMf1/TiY//U/OnXW48qbfvxvL8D/6a/8HlfIPheE/TuHTp/8L3L5Un3M9TlwpoJdJ9m2VqMlnJqv8cVnA378rW1Gq2X6gcJahVI6A7bAdUx6aIPrWDzHUnYT6r6gHTgst0b51GM1Hn6pz5rRLu+7t8nujX36vQ5Xb7VsnFYEkUOSKBIjsTm4pcHRCWdnLadnBI2e4XNPlLm4MIoNHUZ9xbpxzeZpzRXr4eptLYxc4CNfqLC0NMKtuzVXb2vyjZcEInaYGpVUyjHdyEVaCVaitEuzL5hdElxly9x7Y5sn95ZYN+Fy69Vj/MjbF/iDL7V57miFTt9hsVFl67oSu9Z2uWVnm3ff0+bS0hKfe8Jjsetx9rLDxYsujhJIKREIjLUkBiJjSWLD6HjEnqu6BEHE7o0B77k3YGpEMVb1iCKfy/M+3Z5LN0gZu9dX6RFKev0U3L3A0svil1YnodGBVhjx3lt7jJXrHDw5welLPhP1gB2barx0VJDw+ETdm/gvTml39PWv1D96/sSvsXH7P/rbB/Bg9rdwp2rit/9k8b3J7Inf2T5xunzTrhApFWO1CmEkCEKJlAKlJL7wMDbAcQzlUkJsBEJIdGYfdZ0UiG722ncspchSDi0jfsJoSdANJe2wwukLFf7DR8fAxIg45sY9XbZOh8QxGGuwNi3iSCGQSqAdl6PnXA6f8Kn4mqormSgLJsclU2OadZOKzWsTdm1ukIhF/uuna5w9V+fWnQ67tyT04jZP7/eolxzGRyz1aki5lEohYyTNvmKpY1lsJjQ7Je66usHzh7scOaeo13xuuarOj79jkV//DOw9UaHTszTamtmlGtMTZaZG+2we7/O/v7dLrdzk5dNw9LzEcSxKWYQwgE3/ZyGOYct0wh3XxCSRQxR7WFumHzrMLLj0gnRF64dqIN96oaAfCPqhpBdAP8y1fEK3b+gFhjAGJRLisMaJ81XOXvZZalrCyOHyfJUXT8bgaLrBXP26a/Tv7LljXbxx+49/4h/8qzH76//fH/rbA/B9T/85zxzaotZf3vvAdesv/tEXT1z0jVhmcqLLZFWgpGKh4dLsKMZGHKYnNGvGJrk4G2ANeE7q/RBYlJI4WtB3FK4jCUKDFyYEkaUUmVSjh5ZaDEFkCGIIY0E/kgSJR5T4HDlR4aUjkFhLCu1UGzsSXJV6PqoeXL0WaiUYqUhGq4rxumZqDDZNB6ydbBDZJf7rp0c4eWqEG65QXLFBsm3DMt88GDO7OMKNW2Wa+XF7eNLDKkGcSIS1xEnIcsdndtHhht0lrtvZ5om9PmtGBWW/yg07DT/zwCL/5TOGgxeraQGmrZhf1kzUK4zWSozWRqiVIyYrEZtvCPGcGEfHKJUgRRpMWNKbKooUc/OaKFZEsSKMFEGUPYeSIMo1tiQIRRqghoIgtAShIQgN/TAhCC29wBBEIIVl85jD5ctlnu07dPtxlp0xzDctR2csExMNSuUeL+2n/Mje8h/98w9/3Nx3y5Wf3v2RTyb/8Cfe850P8M999mPMLJZUu3vsPceOL/7h+fPn/OOXXQ5fGOXls5p/+v5ldm4yjNZGWGp6dPuaOBa4LsSJQimD7yZAekK1tpmPRBA4gsBVhFEK9CiyhHGSZkXiwpFAnFiSxJAYUr1tGIBbCFAStATHAU8LfE9Q9iSVsmKkLBkdEUyNxWye7lKtNPj0kyGP7h+jsVBjzybF5rUOOzb2SUSDrzxXpuJoJkcV1XKf/SdJO+43WrqB4todEXu2WWYuJ8wvu/T6Zd5yc5vHX+5x/KKiUpJ4bo1rrjD84g8t8sjBHl94ZILFlmXzVMJyU1OvKUYqDtWyQ6Vk8T2D5xo8naBVKrWkTK+BtaQFKyOIjSROBHEsiGJJGAuiSBJEaeYljARhZAlDCKKEcEAahiCyKeCjNHi1gFYwuxiz3EqIE+gGloW24HLLMjnR5Oc+0GDzpOLI6Zj9J0/7kyXxJ81l/Xd3b5r45Gc/84nke9713u9sgFdLHdnrNz9w4Ojcb54+d8K/YdsY3YbA9hKeeKnGL4YLfNctbd5xW4+JepVGyyeI0o8lUs8UsZIoZdFK4UYW17GEjiRwRSptIpEFjBBGMs0gxMO0X5wYkiTNLiQ2y5Rk2RIhBFKCkiKVPlrguRLfk1RKglrZUq8a1owFTI62iW2DTzwu+YMvjTPl++zZJNi01mHLOsPmtct8+mnL0pLP7mnFaA2q5YjZM5K5ZQ93KwSRYHJEUq/D8dOW5ZZhZsFnxxaf+25s8+BjPuNV8FwXJetcs03wE2+bw5FzfP6JUQ5d9FnTipiqx4xUFNWSolySlDyN54LngNY2BbkAKQogJ72xEwNJIogTMqBDlFjCGKIoSUkhMoTZcxAZoogU4HFa+AoTiFPeoROkJ7MXCRa6klgEfPfrFvmum3vctL3G5YVRan6JXk/hmv2+Dc3vzCwLbXD+nJRnvjMB/l9/73McOGd+aES8/B9fOnSxJrRlw7o2r7u+zshRw8is4OXDkzxzqMxCe5affPsco7USvSDNdBgjSRJJnCjCWOE66ZLqRpIwY+6UcUTKRBkrxTFECSRJmkkwJg24jMlz6Dm4U4ArJdBK4OgUIL4HZd9QLcXUqzGT9R4Tow2ePBLyJw+VOHq6zpYRh23TsGHaZcMa2LWpRTdu8ezhGiXlMDmqqFehXg0YHYlxXZ3l8KEXuCy1IhpdS7MTM7fssmm6ym2753jouS5HL9YoexGOchFihG3rFT/whgVu2jXHnzxU5dkDdRY7mqlaTL0cU/YlJV/hOQLPkTiOQCuJUmTpwxTllrSH1RgGQI8Tk61uWWoxNsRJCu44gjC2wyMaZmXCWBAmEBmIrKDTF7SjBN9t8ZPvWORn3xUSReOcOD/G6Ytl9h6xnJrvcPdNkl77fO3csvNfv+8d290zRz75B1t2//VJlb82gB87t4iU8scee/gzH9a9mfGdG0ocOKP4xgsxu9bDRF0ThCFgObNY4Tc/v55jZxb4rjsa3LOnw6a1Lu2ORz90iGJNFGuCSBFFaXovjFKvSBRJwjhddqM4y2knZKk/MuaWGMsQ3GmRMmPudJl1dLoy+K6h5MdU/ZjRWsDaiRazzS6/8TmHrzw/xtJyhe2Tgk1TgvVTLhumBFvX9dFug489qjl1vsLONZLRqmSkkiBlwMV5i6clUoC1gjDSbJ5q8RwJra5iuWWZXSqxc4PPu+9t8slvuJyZ9XB0hBAOxlaIYsmNW5fZ/H0tvrK3y599ZYwXzlRYPyqYqCRU/ATfFXiOwHXSOEUr0sBZikHJ2pLeZMaSZlqSFPA5yOMklXQp2CFMUq9LmBePYkE/gV4i6cbQjyxBN2F6sss7b1nmnbd3uftqh3ZnkgtzdS4v+MwtK6Ik5I03WTw1yoFTLgdPXxi/9bo1v/yWt323svby7wqx9jsH4CZqILTzI7/70Uc//OA39k79yJsXufeGMUarPgtNn2ZHUi5ZRmua2EQYY7jQ8PjMk2t5bH+J63cs84H7urzt1i5Toy7dwKMfuniRJoocwlgPAqU4VkSJJI4lUSKIY0mSCBIjhlrbCAaqxKbMLQUolWYdHJWmHD03oeTFVEsBE/UOvajHN/ZbPv7NEZ49UGfUdbhmvWXtmGTNuMu6ScmGNSFXrF/m5TM9Pvf4JCNKMzkiqFUEtXJEs5vwpad9qq5FiBRYvUDzjjsCvvhM6olpdgxzy5oNU1XedWeHZ4+0OXzcpeLFKClSkJsy/TDV+j9wX5Oda+f42CMtnjpU59xyiemaYMS3lF2Drw2uA1oJlExv5JTJIXdnmEyqGTNc4eIM6HEmP6JEECUZsBNBEAu6iaATp3IlCkNKpR7vf8MyH7ivzXXbYKRUYW5plMuLFeaXPBaXNZ2epVaShN0yT+4TvHwqxuouTvzE1IWTUx92Rt9iZuZbvz89+e1vnPi2AnypsUSvFdFoqx88duSxX+nOfG283wr46MMuP/OuS9x57STnZys0O4KWI0iMzgoSMYk1CCmZaY/xxefLPHOgySevafLe+7q8+fY+43WHIPAII4cwdogiZ5ARiBNFnGQFm2QIcGMz5jZDy40QNgsqUx+H1gbXSfDciJIXUi31SOjx9b2Sjz5c58DpEUTksWXUsrZumagrJsdcpick6yYjNk23OD/f5re+UCEOSmzYIKhXNbUK1MoRwglp9SrUqxYhBNZCFEvGPEVsYtqRS7ubsNxSXJwvcdUVVX7yuxv88p97nJ2voFWU3RiaOPbph5LpcY8bt7fYc0WHg2cv8vFvlnjohTqXmiUqnqLqQsVJC2COAi3Tcr4QK81HBrAmvekSI0gsxIlI8+dJKkHCRNBLBL0EgsQSxTFJFDLu93jLfQ3ee3+Lu642VF2Pdq/KzGKNhUaZpYbPQlOz0IRGK6bdizlz2XJ+wRDS5afeGjI3X+KhP35q6g33ln/l7jtuj+dn5v7Yr2qqlW9f1fPbCvAo6lIfK73z0aef+vUXn3uoNlVtc8eVFfYe9/iNzxl+/gPzuI5hbrnEYtNFCEUc68z0lJbhrZUsKJ+FQPOFZ8s8drDDLV9r87Pf2+bKTS2m6oqa1ISRSxg7xBmbx4nKwC1JjMRYibWpJLCDgBKkMFnAatA6xnNjHBXS6kXMtyJ+7dM+p+dG2Xu4jjUu4yXB1IRlYkQwXlOM1x3WjEumx2PWT3YZry/zlX2GFw7V2bNBMFqVVMuSWtlQKYUIJ8DzNFql728tJImkF2h6/YjYCNo9Q7tjWWo5zCzWuH1Xh9uuavCxr/mUlhRaRikgrSZOXMIo7fGcqPvctK3DTds7PPe6S5ydl/zJQ3XmGmUuLHq4SlJxBG4uw2QaeA6IPJcqpEweW0FsIDKCIIF+DKGxkMQQRygVsHa0x57NXX723S1uvtJQ9R3CqJya27ol2t20vN/saBYbgoXlmIVGxFLbMNMULEch//T9PUbcKZ4/7HLiUouS86XxybHk1zdtu2253e1+7tuJyW8bwG3yJMj16uALv7l933Pna3uPLfHe1wfctTZm63qPiy3LeL3BeM1SKdUYqZSp+D5J4rDYlDg6LdbUjEEgcZWmHVVZCks89EKNJw/1qPgBf/ctTTaOx2xe1+P2q9tokbaIpTdLXpVMvdLWFpgbi5AWJdKcuSUGGXPwtOT5I5oHn61y8FyVMC5T1YrJkmWsYhkt2zQPXtOMjWjG64LpsZh1kz3WTi7z6IGAjzw4xdq6ZrIGtYqiVhFUyzElL+DJY4p+qHEqKaisFYSxxNeK63f2eGZ/PTU+9RIaLYeFhsfswig/+bZZLiws8syLkzgSEBEGiGNNGDkEoaTT04xWfeq1Crft7PK6PV2+7/XzHDlv+OKzPs8eKXHsVIVYaIJA0Y0USkiEEKsCz6wmYA2xsVhjcETCiBviE3HbDR22ru2zYSLig28OKLmKiu8QhC6NtkcQOvQDl17gEoQOUZR6VuaXE87ORsw1LAsdwcU2IEP2n/SZn5dcXOwxMhIwVm3x8KNP1jpPLGz/hZ/+PvWVx19M3nL39X9zAP70Cwf4ytNb3S1j3/zhfhD9x3F/EddW+J3PW+64tsH12ww3r+tw7KIhitqMV0M2rW0xXve5uDBKq6uJY4uW4GuwGLQQlJSgGyt6Tple4tNuJ/zKx0axccSayT5XbeozPhLznvt6bJoKiSKR6W0JBeYm059SGoQUfOqREi+frCC05uylMhdny/glxYgnqFcsNd9Q86FaEoyUFbWqYrSqGa/DRD1mzXif9VMtEtvgU4/X6HUq7NhgqZUV1bKkWjJU/RjHCfnKMz5BV+JMgczAFMWSSknxllt6PLbP0AlkWv7uahptzcximSu3VnnP3S32HixzdqmKkgaIMr3sECWKIEoLM52+ptlxqZbKVEoBV27oc+uuPufnmpy53EA7CS+d0nzym2WEUim4hVzFUAYwYC1RmLB5Tcz77usxUUvYtdmyZhyS2CEIa8Rx2h4YZsF/GGnC0CEINYlJByHVqxG9KOTwxYTlQFCvB+xZ08HGAXtPlaj4hjtvCLjraoeZuXGe2z/P1deu+49PPfdE98137fiDucsvhVNr/+93Bn1bAH7hwjkcd37n06fO/8apIy/JdVOWa7b6LO6r8Bdf8/i9B2P68ShBIjA25vbdHW6/KsQSsP94n/n5UmoWEuDqVKs60uIllrIWhIkgMIIgcQhch9jAfKfGN182WBI++2w6sgFrsiOv4mUpMiEQQiGERCpFHGmk0ThaUvVg66Sl4hjKnqHsQdkTVEqSaklRK2tGqpLRGoyPxEyOBqybbJOwzK/9pc8T+6fYNg6j5Yy9y5JqKaZcCqmUe5RKZTwlUTLT4KRyIIoc+j1BL0hoB4pO39DumbRlruJyYXaEu64K+Jn3zvKrn9Sca3gIYbA2wiSWKHYII0k/cOj0FNWepuK7lEs+Za+M70VUSyE37ghxnYibd8R88P4uWsVZEcgghF0pyjNJZ4xECInnKMClH2gWlzVJkkvBdLWME1WIgyRRrEiMwNWGjdMBb7ytwcRUiBCGO67qc8vuBJM4RElCP3TpdGucu1zn0GkHZIeZsy/KxrbSbxw92Hu82wsOfDuw+X8b4ItnfoOxqZnSvn2XHzh56KII4jJHTmvKvmDjFGglWWq7tAPoxYJeJHj5WJXnDqaMPVGBqWpadZOAUml2wzFpwOMlNg1EjSA2lshAbASRkURWkhhNZDySLO1VfAyqlAK0EGmlUoFfsvja4qsEzwFPg+9aSp6g5ErKJUnZ1ynAK4J61TBWixmvB0yNdVg3tchHHjT82UNr2FhXTFQNtYqiWlZUylAupXMKLy8aTl728N3Ufgu500/QDzVbpw3TE31afZde32YsLmm0NdWST7Vc54P3z3Hq8gy/87n1aKmxGBKTpOci1gShohcqeoGk60vKfU3Jcyh5Cc12GmO4ToKjExwnQcu0UULKtJwvsiO1rghAZCAXNE3msjRpXJMkEmNUloJNM1exGQb2cSKxpBVnYyRXb/G56xqLUoYg9FlqOISRJgg13Z7DYsvj4pxDpQTT4yU6vZCHHnlBlEa3P+BUtpz80H/6096H/skHX1uA/8U3NrnCNv9Z3G39s8Onu3Kp5bJ1ysNYRaUcM20tFT+hN2guEERZoUGI1O6qdVomz+c8OiZ3w9mstE7h9dApl+ZyxSBQKmpuIKvkpYGVlgYtUw+5o8BRAkfbNG+sBb4n8V1JyVOUfEW1JKmWLSOVhHo1ZqwWMDHaZdOaRZ49FvCxR9Yx6nusqRpqZZGCuySp+IaKH1MtBzx7FF46Umb7pM1077Bs3gsUN++y7NjU47kDdboDp57OQO5Q9kuU/Drvv2eJl47N8czhabAKY5L0po8tcWQHfpJeoCn3LSVf4bsGz3Xw3ARPG7ROLcZaGZQy6RYsMrUGIyyCoZ4bBuephdjkGSmTp18LqdjMapwYkS6eCISwKaNHivnlMgKLsYIokdmqo+j2Fc2OotVNc/RBKNm5qcN8U8lEzv3re66ru2smq//+QxC+ZgA/f7kvg6D7oS8++Pv/eHG+6bpihHrJUvYEngu+q3C1xPMS+kFCkHfPZMUFm2oIZHbxcwBYYwfAHQA5A7mxw7+bF28KlfcVK25eqs4LOkpmFUsFjhaZ7Tat/nmuwvcUJU9QLgmqJUutnDBSialXA8ZHeqybXOaZoz0+9IdrOHehzhUThnoZaiVFpaSo+FDxE0p+hOv0afYtSiocZZFy+MkSI7Il3aVWiujGhm6Q7s/T7Se0u5JmSVFue/helS3TEb/4w03+zR9Jnj68BovCWEOSGOIkJowNYaToh4qeJykFCt+VeK5Np91qg+Ok+X6tUkZVKgW4ymSKEHZl/2JW2rcZiViTA71YY8hL/3k6NgM46b8nZZqStdmfiZLUVtHvS7oBdHrQ66dBv+dalls1kkhwfm7OPTZZ/qc33PajjrWdfylE5X+6nP8/DXBrZzFm+d9/7esP/6OnXjzhX3tFl3fcrYmicjq9KZL0AknHk5T6KWP1g9S8k3ebmEIHTfpvMmAPY7PulEIxwlhRAPbwYBXA85tF5OAWKbiVStNlOmtFc7TEc9MBQL6XjmQoeZaKb6iWE2rliJFqyFitx7rJBs8c6fJv/mCCo+fG2DyWZliqJUmlLFP2LlnKfkLZj4iSkD/9WhWpFI60qMINbKzI8vYOP/CmZb76Qkg79OgGeb+oot1RND2N73p4To1dG2P+3Y8u8q/+QPDUgTUYK0lMWlaP4tRoFoSGwE/trp4n8B2B56aVTVfbQcVWK4NUaW5cCps2SuQAH5Y8gexck9YS8s+eF89SsA9fD65H4ZrkkizOWun6YdpGl9/MvV5CP0xdn3uPSQITce3OHiI+6n/16w/9b3uuf7M4dWHxn1+xYfx/LcCf3XcWa81te19+prRlwvLQsz4L3Rbve90iaydHWG5XaLTSht9WT9HtS/r99AuGsSGODUmmr23GxEPg2sGJHHgnrFjxZ8hP/KrPlQM892DklbycvbXOfScSx5Gpf8MV+F4686TsJVRKKbhrlZB6rcdkvcmzR7p86PfHOHh2gg2jgvFKQZr4moqf+ldKfkzJC3GcgIuLozhKoKTJ0nLDIDNJJHGsWDtqieOIVuSnMi4w9PoJ7b6k1FX4roPr+Dh6hN0bYv7dj8zzC78HzxyaSnVwYogSSxQnGZMbAs/gh5K+qwYSzHHA0VmbX25ek2QyBUT2/CoYT+UKOUMzGKVhs+JQep3E4NoMV1iR2QDIjHB2pa+8lwbWy11Y6IJVbd5zb4/bdpV54iWf8eWnSlfv2nqbXJ3x+esG+J/8xec5cCIsj8UPuTOXDFN1yfpRh0eeVTy5X/MPHljmlp19Ztw6nuvhuQ5tV9J1Jf1AZJ4SSZR5H0xiB96IVJ4wYPe8pJwDf/D6W3w2KYYmKilJGygycCuZNksM5Qn4DniuoeRbSl6qn8uliFo5pF7pMTHa5IXjff7V746y/+wk6+qKyYphpCSo+pKyryiXBCU/vTnSUn/IM4cFnb6Lr8huMjFwR+asFsWaiq+4/eo2zx6s0Y1SmZJefEXbU3iuwnXcTD/XuXKj4Zd+fI6f/2146vBUGmwbkzVLD3swA1fiuSZl78yb4mQ3d3qQyZShjJNZlffVQJ4XhSyiAPR8NRXDlXaw4jLwuOS9oWGUNj7nTROtnmW5KzjXENx05RI/+64uJTXOkTOjdEPDaBjz3373IfdXPnRf+eiBz3Z3XfM9f/0Af+blc6xdt7H+pS987Lci9/w9b7o14eylUXZtTpf7p48q/o/PxPzSjy+xaQ0oVcvayzSeo+k5kl6YarEoSpt9Y2OHGnvA2naosQegLkiaTHsPLobItJ/MwJ2ZjNQA4KAyx6CjwXVIO4HczGDlJZQyeVEtBYxUe4xWW7x4IuBf/e4oL52ZYrqumSwbRkpQ8QWVkqJcUpQH7J3gezHVcp9HX3JpNH1GR4dl8hwwxmTd74lialxx/3UdHn3epF00oSmAXOI7Et/RONpF6xJSGq7caPnwj8/x879teeroFJHRRJkDMLW9pkzuRXLgLnS1ROvMhCUFSufnhsHny2/CXKqI3JXGUG7kK2dRJg6BzorrGCepOzGKU3AHYUIvtHT7lnbP0uhLzi5JNqxd5mceaDBWmuaZ/em4kEbT8uKxiN3bLt/zwr6zv3fT7d/7U1H3WMMp7/zrBXjcu8TMuYWf77bPf+Dj34x4+11d7rsuYKlRY+dGF8e1fOOQZLYVcMPOJRIDjkrQ2s/6KTVO1tEehpnFNREkSZ4hYQDyFYHkaubOkJ5X5AbaW+YOuqHuzh2DWqV5dkdbHCdtLPbdtKGi5MeU/YiKH1At9xkbabL3WMA/++0JXjy1hqm6w1Q5YaRsM3Bn7O1LSl7K/r4XU/ZCYhPQDj2Ekjg5gw80eB48ZwaxyKHi9lO7QOgzmoO8n9B1VbYlikzPm843oLVcs8Xyyz81y8/9puGpI2uIjCZIBGFiMhYX+JHBcyyuk+amdRZ3aJVahJWU2fnJuvLz54Ixa3BjFmOdHMwDUBdlZpb9SjIr7gDcll5o6Pah3bc0epKZjmSxFXLXlctM1iK++bzmsX0J882YxU7EPTe1eMN1EXtfPvuBav3lk1Ec/cJfK4M/tf88tbH1m1/45u/tOX9hlqhf5Q8edOlFi0xUQ/ZcYZi8pDj1dYePfLbG9FiD3euX0CpGa4OW/oAxlEz7K8MIdCIwmYMtDyytEQWWGFYlbXHNzFm7GFTmy23WoaOyYEpri6NSYLvaDtyDvpNkujmi5AeM1rqMVNo8czjmn39kgn2n1jA5opksJYz4lmoG7pKfphNzcJe8BN+NqVVCDp+xPLK3gisljjJZEDfMUeTZoShRxEZz740R26/ocPJcicly1v+YadVuP2NhrdDaQUmbFY0sV2+GX/qJBX7htw2PH5ykH5UIEkkYW8qZh9tzSEGu89XLZBJFIlUyWOGUFAWAiwLIC8vkK0BeWGXNUGLmKd3cXx5k2rvTz4Ys9SQzHUE37HHrjgV+7HsabNuQ8PFvznN2qcZV2yJuHgn5/vsVS41RLsxe4vm9z+/5O3/nhzdbc+KskNu//QCPurPo0siWR596/j8fPtl658GTPWolgSNd/vQL0wQm5NqdXQ6ddUmMz5f31lhslnnPvYv84JuXWDsx7BMEkEKlaSopcZI0yk6922II8mIw+YpsScbcq8EtLFLlN1EKBq0y1tYWVxscx+A5Bs+N8d0Y3wsp+wFjI12W210eOwC/9NFpXj4xwUQG7nrJUi0JKr4Y5MrTzItJ2dtNAV7yAsIkod/z8VV6kw3SoIPFR2QyRRLHOtXyOkhZLhIFgBtcN8F1NI4j0UqhpDMAOAKu3Sr4pZ9a5lf+POapI+NcatboVyT1xFKNLX42ccBzbJb7zzMpdsDeuVTJAT5M24pMqrwC4xnIV8ZJeQrXGDuw3UZx2ubWDVNwL3Ql5xoCrZv81DvmeO/rAq69wsNazQfuC7hhm+H67YowrHJ5oUq3L1k71qekG+88fGBvoqu3/G9Hjs+e2b1jzbcX4E+9dAbXLd06c/HgA+vLR5i+ucJcQ9JoJ6xrJswt+5w+XUIllismoBfDoVOT/NKlCofOz/POW3vctFMOyromC1SkSK2ZOsnzqnZlGnAFa69UhflFSMc95OxtM3liM9egzYpJBkfnYyaSAbg9NwP3WIf55R4f/tMyn3t6koXOKJMjkkk/A7ef6u5yFliWPEnZsxmDp9rb90Ig5OEXXZYjl3GPFX5sREG32lSHh5Gm5mnuu6HLM0dD2pHHSLak90ODG+TjMVKAa2VR0kHItECDhd0bJb/6sy2++EyPf//7a7iwMEqvrqm7gmpsKMfgRenoZTcrrDl5oCnFIAjOn4uBevHGFGLQKzK4Lrk0gVyLZ/rbWJLYEiZkDA6tQDLfh3tumONdty3xPXcIPHeEywslgshBWsWOdZpT531mlxwWG4JG2zK/7NDonOZdduKB193p/mkn7p35tjJ4FPbQjr/jS19/+h9+9dGX2Drd4+bdEbviMqcvpTsg1CoxY9WIVtfSC9NOjwlfstQv8/Gvr2f/iQX+5J83KHnpxCRHW4wxaUe7kllnSZp2GkiSVwB8GOXnzJKXm/MsgMoBrixapsDWymT6P8F1ElwnxncjPDeiWuqhdZdHX0r4vS/VePCJKUJTY6ommPBTWZKmAPM8ucoOkTF3kb0jtA548lCdbqhZW84/z2oGzwJNk97wvqO47coesUkB3otE2imT5bb7QToLJk1xqgyIafUxBZtgoi74wOs7VL1L/P6Xejx2aJyZqETXl9RiS0XbFOQ6i0OUzeISm4E8P4di6B2XIBmyeFGyDGRKzuQwKPYk1qaS0zBoH4wTQTsUeF6Lf/l9i1y5ocRCs8aleY9+oOmHml6gaXYU88sq3X1jMebMjCESEdfvCAjbLxL0d//DK3a/bl+r3Tteq/735x7+dwFu7QEeeugbjNar6xrzx1+3cazFQtPhoX0t7rmmyW3XlDl3eZQDJz0k4Og0cR9mec/xKGFNVbK8PMbHvm743nsUxopBh7wQBmUsRmXgzgoKwxO4svyexj52lTTJq3KpY1BJssGUZsDcjkq9GJ4T4boRvhNSLvdx3S4ffUjzH/54ipPzYziez3RVMOYl1DxLxYNK1mFf8tJqp58VhFL/SpKtBKk8WWgldEIXVylcaQcBZv41UiBkgWbm3whjh5LTZ7reo9Gt0ovEQLe6jsFxkizNp7J0pxpUCYeBa+p8fOfdHW6+ap5f+pM+f/aVSZbiCl3PoeJIajr14HgaXMWgGULnRZ9s5ZMDqTIsAGVp/FdMay1Kx+HqNOz5TLIVObVLwPvv7zFWHufYuRHaPYcwTF2ReWGw0ZZcnEs4eDri7ELM+nVt7r+mh6bOM/sD3Mqh112eT9b1e83jjzx/kntv3vZ/D+BJYnjTm67acurU8Y98/C9fotWJKJcsX366xlefjbnv5hhputSUg++lO6L4nhh0tScG1liwuET9tcwuJhibnqlcS6pBkaBQDaNgdx2A2w7ZJKu+ySLApUVJg1zB3EkG8hhXp5LEcwM8p8eZ2Zjf+WKFzzw+zqnZUWplhzEfRr2Eqmez0nsObpmBWw6KQn6mvT03vXFqlYBPP6k5fraEr0RaMcwzKAxRPhjjYFMdHsWa3Zvh7Te3+b0vj9Mpa2qRpR9ZvDCLG5RBa5lmPxQFkDsFtKWrwqYJyT///i57tl7gtx8c49TMCEtxia6jqShBOQO6K21642RZpsHql5/XPH1Iqs9XVDpfwYQF20Qxw5KtxI62rK8neHacvYd9IO+ZHVY5w1jQC8Bz4a4bGtyhAt58UxcpHL72QsKWjbAwf5DS+JUfmVp3+1vDfvu/K1X+SoDHYYRSmoMHn99w7szpbVdM9zl2bowLlxI2jaT+iWf2Wqoe7FxvqFY0lbKmZIZ5bARomfo71k3Acjui7MeDlrFitWwFI9jC2Sz4JIQYAjt9zkxDGbjTrEnO3gmOjtPOHR3jeQGuDmgnIb/xCZff/+I0FxfrGFVibEQx5lpGXEM5Y+7yoHwvM59KJk2y3PkA3G5avQyikOMXPDqhx6iXZXHyolOelcilly14UiJNraLZuiFEeX3aYZWeKyhlc0jcTF45mUTRedZDqG8RvComR7r85Du7PHDvDL//xRa/86lxFnoVetrH14qyFpSUxYttyuYylSpaDu0NeZXzFUzOqgzLKiYfSJfstcjYu+QJzs84RFE66kKrvD90WBgCmBqV7NxcplryaLfG6QaKzROSi7OSJw72uMc/tm3TdGXDHbfcfCaKIhzH4Vs9/kqAn7kwS6VSnWx13U989sv7nN1b27zpNsWxs2XmlqDTS3OuSgkqfspuSg2DkJxpHZUWQsp+5kEmXw7NK/oEBydpwNpDgKfLZKo9VbZED9k7c8mpJAW4TtAqwXUifDfEdUKa/ZAnX5Z89KEan3p8nH5SxXVdxl1B3TVU3HTOdtkdgtv3JJ4n8TJpkhaGssxEBnDXSSufpy9bHnuhTBg5eBX7igAzf5iBBk+tqGGkcBzN/Te3+djXOxy9UKHnp8WwwLG4MTiRwQkNSsk0by0FUsjhcJ8c4HmO3UjKnmZNvcfPvb/LlZsC/uyhKs8fHmG+V6GvXBxH42tBSYInszRqnl6VNq0nCFYcrAJ6kdRfYZvIrq2S6W5nFugFhoVGRLefyq2iCQ3SYpxFcPhUDa3SWS3trmV+OeHYxYhtm9tEnX3O5Oitn0ii5ev6vc78/zSDb9tq5akzB259+tlnRnZuWsKIANcPue2aOmcu1VhsavpBelKVHC5xORBl9uW0TosqJS9Nz+UBX27ZFIPgsaC4iyXj7N9C2KyQk2r33O6Z6m6LVkkKcJUM5IjWEc1OxBMHBH/45RoP7R1hqVlFlnyqJUXdsdRcQ9mxlF1LySVj7ZS5S57EdxW+K/BdMoeeycBt8JxUfysdcOwCXGz6aWEl07crCydD/0zaB5mCPDaSMNSsqQl2bOyx/1xMN3IIshnfbpjaih2VZBIlL9TAap9GfvPkacgoSf3h77u/x5tvWeYb+9r80VdqPH+4xmK7TFO6dFyNqwSuFHiStIdTWrTI45psCoHIbL8FgK8Ge/F3+bNW6TeXEXSFwZh0/JuTAbz4Z4UU6I5gUaaGuyA0LLcMp+cMbqUDKmbvyZg1T359ZPP2O291a9u/zF8xPOivBLiNZ7w1Y+Fvbho9W/nqoWlePGV4dvMiP/XdC+zemnB5vkq7l44gzuZXFsq8+Ui0PA+d5XSzNJ1WZqCXxSBotEOQi9XsbVcY9FNZkv8bBiUTlExw82yGjJhvxzz6guZLT1T53GMjzLUqCN/HqTrUNIw4aSdPySGTHVByRXbIzHKa6W5X4OXsnQNcx7hujO+GWBvx8F6Ps5dLTIwJHGkyHSuGjb6FJSq3nyaZpOgFDpvXCO6/octnng7pRA69SOA7FjdOWTyIbGGVUoN8NUKukCnpIYeNCibNt5e8gPe9vscbb17ks4+3+eITZR59ucpcs0xPuPRcjXYUWggcKXCkxBE2k1oWhShIw5VAzhl7kL5lyPqrffxRnJu+yKRW8e+nf9fYtNTf6cOFJSjVuvzwW3tsnx7hxWMen/v6hcp7xuxv1pPZK4He/xTAn3rqLJ1uhwOnm7zxVsWW6Qp/+cQEjx7o8uNvmUcJQ6vrEYSa2IgVFcf8A0thh13syqBVarxXOcBz0MohkIfBZMGrXAC4FOnfFRnAtU5wdYTvR/SDhKMX4cwlxce/NsKXn68xt1wBx0fXHMpKUnUsVW0oOZaSA76Tgtt30pmEqc1UFg6R/XebgdwMQO46aXvayUuG/ac9cJxsmR9mUESRwmFFIJYkIgu00nHO12wNuGpDhyMXy/R8QTkWeJElUFlziDIZe+fZlJwBh1plkGfPUpHGqGz6gEM/dCiVAn7oLQHvuL3BV1/o8BdfL3Pmks+Ri2XChkfsafpaI5VMy/mAljJlc4ZBqMqu0Uqw5zf08M8oCTpJtyUM4ixFKXMLwzBxMDg3WfdWEAuWepILzZAfu6vN7nV1PvPICIcvhuzY0CBsnaUVVf4qCH9rgIfd8yII+v/wU5/66MRSw6O0c5433t5mdFRz5c4Wo/WIJFH4Xpqkj7N+vAGDDJaq1UFgCsqceYusLCgw+eB3IIQZ/jvCZABP8Lx0kmqcJMwswte+qTl5ocQjz5a4uFzi5KUKeB6qrPG1oqItFW3SLIJj8XQ6ON5zyECcHzI7VAZwMs2dgdtJ8JyUvdMbK+T0PBw+U8aRK9ODA4lCoaFjhR1BZLZXRRw7XLW5x46pLgdOxXRjh2okCDS4sSWIyBhcDHS4kHIFkw9kyiBwE4NgNs56KqPEIXBcaqWQH3hTwN17WlxcbvHwcy6nznt8dW+ZS4s+Sc/BSE3kKoSU6Uoh8vdLb6lBAE0KfilSvS0LN4EW6T5HjkyflcicjNkNU7zxjU1bEsNE0okFy4Gl3Q545mXD4rLg+aNdpsf7rKk7HDx0fOJdD3zwHx48evmXr9611v5fAvinv/QIcZx84OEXZirn52OOXq5SLYfcvGueOOpy8qJly7olatUe3Z5LnKQgj41Mc9kMy15FBpYrgD0Ebrq0FYE+fC0H6b9UXzteQpRYTp0X7D+l+NqzZQ6cdjl0ukQr8AhCDxwXVXPwlKCsoKwNpUIe2NO5TyO3zaa+cC+TJa6rcF2Z3QB2qL2dJHNHpjrfdyOsCZldkgTWQ2uJKy26kGZb7evIQZ7Ylf2OYewg0EyOhUjVpxM5dLVIMx3R0DCWyrti5bGYaJcFW6scMnlhMJKTqMH4iW7gMj0asmlNxI1XBPTCHn/3dJMDZ1y+9ozP/tM+p875RLECT2GlxAhV+HISkEPTmxAIhl4WAWghCzInY/RCg4W1Io1JbFocipLMFRnEiKTPzo0NPK9PvRbwv72vRL2k8HWPmeXzlfkLX/+AlOqX/y8x+F987qt0uy116uR+UXEc1tZ0au0s95hdbPDz/2mESlWx58qIN9wYcs+eDtKm1tFqWZIkatDDF8WpbCnqM5kBWxRAXgR4WgQyaTlaGuLMYikEnLkg+fOHPLqR4sVDPifOeyx0XILEBe2CclA1hSsFJQVlZfEV6TgzlRmPVMrariPSokcR3I7EzWSJ55K13lm8bEcJRxtcJ84qohElP2RuOeFrT1Vptj1GRwQ6iy1y09fqIGwAclMICI0kCBQT44o3397nq8/3ONes0HNkKlM0OLHFifKcdZZjl0maLqQ460QO3sNYXXiPFOhuoki0InYUUZKOw9M6xnMiKm7E3dfE3HZlwLte1+fYeclLhx16oeLPvlbm9IwDQtLtaZJQZeVOidXpcjXYSn1QGZKE2WfLA1Qye4WwQMIgaW5tgleK0DrCJeItd3R40w1d9lwVUK0mfOWRCRrLYzjGp5kYWh3J5YsnxFVXXqMOvfS5+Krr3vk/BnAloVqp/sZkbf7azWNt1o35GCtYO9Hi8UOGU0tjLF2o8PQJyycfixiv9yGOuWF7n/fd3yWOYuJYMD5iufGamIqXus3yhSgPHsmfM/CTdZa0uoKX9mkWW6lr79nDDl943KcfKfqR4vKMixGayDoY4YDWCE+jpcRVAl9a/AzYnrJ4yqYecJ3lfPWQud28L3MAbpX1aIoBe7uOwXVzg1YyYG/XjVAq5Jv7FJ95uopydZpuW6G/vzWD57nwVIdLokTR7zu8444en3uyxZ89PEIn9qlkOtzJdXjEIAOVdwsJMUhfZVwuC1q/AHCTMnmsUyZ3tCLWGh0nKdBVglLpIP1RP+aOXTG374qwIuA9r+/Sj9Jxbp9/3OO5wy4lT7DQUrx00KXVVcP5h6IIdIYrTCa4rbGUfcP114ZMjcQkcWqtfc99Pa7bFhPHKp0mNiJwHI9mL+LsnMNj+xw21AWxVUyOddjRV9fedFPtN4wRP/k/xOCzC13q9VLtmcc/s+vlBaU+/0yLD/3ILOM1+MiXSzy0bw2RqDBRT0ej9UM4fXmEMDGcnIn54pMxxkTYOGakHnHrnoCqH2OTvMt4WMmxK753enGkhEZH8fx+l1ZTIbUkMJLA6pQdhE5nS0iNkBopJY4UKZilxZMGV2abUylw1XBGXwpyMWx40GkjQN54XAR3yvCZrdbJGTwpHDGejrA25OKCSxj4eCMSNyt7q8yVt6KKmRUIhjlrUQC5JDGKMHIYrSo2ToS4ok8v9ujFgpJOh2DmHpK8oKVk0d4qB++VvofMij+mMATfZB3xQ2kUx0lWN1BZIiAmihNUlI6Z0CpBqpgNEyZbMQxXbuoT2h5SW5pNwfP7NY1uKptWpNNWLFvDGzwxgooHt+yJGR0BGylMohFCY02JONHEsWK5mcosz434e++M2LXpPH/+1TKjI4Z/8P4lnnzxKnXsrN31wDu/u2aiZks6I381wC/PzjM3r3/5pUPHXu/qy7S7df71707iKkujrfCEZNeERZAMhjWGiUh9yIlHL/FSs7u2zHQNn3/CgEmwNilMTyqCfVVZRwisEJjc0E32LNQwyJESJdKZe55MS86utNkWJDabfzJkvBzcjk476tOt9xiAO23rSrdE8VyBqxlYTFMGt8MNr7LqqONEeF7E+QXDn3y1AtrFkWIYYA7kyat4qwsmsnxIaAq2dKhOGDl88M09Pvtoj0OzVTqJQzlON6VNXYB22Imj8poAKyQAWQyUSiFZMHjlhxl4YbRWOEk6L8XJgJ4mBJJhClYlg+xVHkcpYZDGMFE2fNedBoQZrsYrgJ1/HrkyhZkowrhMv5OCO86GCEWD12lgnO5+B66T8KbrYm7ZBlobyt4IFxaabGgeeX3QvuGX4yT++/9dBv/aN76KENKdu7hMs7mGe6+UBHmj8GhqZjdJHgiQbROSDUPPppFGSTZu1yhCo4iMQ2jyfSgthmwQfa5brC3c8YWkaBax56MltABHpGVlV9gsKqfwPMyvDoxEmsIclBTkrh521Q8BLgeyxXPtoKXNdU1hcE6Mk7G3qyOkDDk7I5hv+Qit8SQr5IksSNH82w1ua8uAwYv6OB327zBeC9g83ePITEAv0fQT8BKBk1icONPhMYPM0jCXrFbIgrx0nk7atYMu+KE0MujEkCiJ0vn25Sozq+VDgl4F2NlkrGI8lcvOfMZKcZBQPjHLGEliJSabCJwkithkE4LjzE4dpxseRMX577EkNmKwM0WYGdI2jSY0FxZ57pkHXWNemUh5BcDnZs8BgsQssWdXxETVZ2bRZ7mZbnXdy3bOTTcWTX3LYZwPSScDfbp9XZykQ36iJJ1WGhlBaAVh3o2dp8yKHF5IqUlA52kmkWYmtLQDj0f+evC7rMFgaAVl0GDrKpGCfQW4Zfrs5kDPg88M3Hn3jzYDieLoVJ+6bkRMxBefLDE7X8IZUbhFD0cxg7J6sS72M+aDdQpFn36QTrB9250dnny5Tyv26WpNKTaEWTldyaEhKjecpQF7/k55oDkctZGmDrOZKhYSlb6nNoJYCXSS7WKXDQfKgb6yoGZXgHtYqCsU6QZfc1gbybNFOXPHJgV0Pvo6BbbM9g1KNzcIs02xeoGkFwj62eyYTs/QaBsuL8fUR/rs2dbh7NlXTjZ7BcAP7nuIWtW/62OfefrmFw7Mc+pSyHvvX+DmK0tcnBthqa1pthWtjqKV7Xneywf6ZCBPZ55kQM+6OsJskHqUFEaw5TM1ILXJZvyWhSaZhiVLK6WZFSVE5hjMCwh24JvQUgxGIRSBPZiDokj7EV8N4HnAmetuncsSm+ntlV5y14lwnZCZpmHviRJoF53JE10wKBULIMUrn174gvPOMMiH5znxKHK4YXvAeL1Hc7lMN1aUFThx+l1UYtMjKgI8qxkM3igbIV2cVmXsIMNllCExAscIEiVJlCFRgjgDeVwwrxXBPbBIiDTTJQrV5txrVKyHpMw9XKEG89zjNLCOMmBHA4BLwjDdwrDbF7S70O4aWt2EVjeh2TGcWzRsWNfnTbcmYMsEyfjN45vuu+tTn3/7E9/73fe+OsDn2z0WuvF3XbNj+fp1IwFHz9VQosXV2y4xORqw0Cgzv1xiZtFlbkkORhC4OhlMrMq3vshfRwmDbu8oEel/N4I4Wy7zzZHyrpCiay0vHAwtnEPtKTOAKzG0eqbNxXmnSipL1KB7ZQjsvPk2Ze9Mc2sGejtPCaaMPQS3M3AnRggiHnzc48kDVaSncbNCRu7EK7bRDcvZq6uZ2Wi0AYungWZiFL2+w+1X93j73W1+58EqYeLRSSR+YglispWr6PpLNxAQuVwZvNW3YnIwWmYd8GIA7kRJlDIpo0uZjZYYgnsA8qz6PLyxiuPfGOS37aCaKgpsnTJ2cQuafPuZ9Od036V023DLcitmYTlmdtkw2xLMtAQLrYR104rjp2vsOx5zxbb+9Q/sWviuQMVPvCqDtxsXqVSrb37wK1///sdfWODycsgbb2jQCfv8/O+4VPwOb7u1xbo1JcqlOnFSJ4hShkjHMRiirIs6TnI2F4RxqhnDKJUyWqbNxbHJx7KJdBzE8LwUvCesWoYZgDzdgqRQCi5MrsrHRAxYPOuGcdRKcKfjFFYxd9az6WbtbY7OGw7iwhEREvEXD9dIrIcaVC+LAeawrzHPbKzQ4NluxNbkMkVisnRhGmxqBA7vu6/Ln34xoGEieolPLxE4MQMWl9IiYzEooqXpwtXeI1lITYoCyAWJTq3NKbgNibYok8qVRFlUkjoY0wBTDqrSYlBVHgI8T6Dkj9zjP8jWZFIkjGS2R6ccbCSWT1eI8s3EojRD1+0bGq2Ek7Mx872Y8Xqfn3xTk3op5ukDJY5e6vKmO2L6oSHudb//huvf9MjJ0xe/um3r+pUAn1sK6fT72+fnu9vOnhXMNKr86Yym0a1zZlZjleErz8fsXt/j/mv7xFENIdJqn1Rpui3fsSsajAuwOJFBR6m8kNKiYggFSDPs4csDoRzhq806+XixItiH3fnD2R5KiaEWzxx3K4bdZMDWSgwzKYN0YNpxnzYm24y5hwGmLrC354TsPSE5fsnHKgclJa40aFFoFsjShIMM4aosSn6sHoWWF32SRBHFDtvWRVx1RYenj5WIlEsvFvgSnMSiY5FWB0XWhRNnOhyJwHxrPTzQxcXumzy7kvpdUnBn7WzKFsBtCh58OfSK50AvsHi+Qg1nMaYDn4IwrWf0g2x/zmyPzjgWhRa3VN5aC54nuWZbyD03LrF9g2VyRKGEw/VbNe2uRskaJ88rFOG2ih9s1yL+6isYvN9dJIl7TI82ueWqhIvzVS7MaRxrGNlgCbMTvjDn8cQ+xabpdBafl+WTEycPksgYPBsjFpKV4k1Be1pEAkaIgQ591SBT2MEyn6fd1ECyiLR7XgzBnQaZYtAtrgfglisAXhz+k3bbMwD2oFo5YO4EV6eFnbQrKMIS8cmHyywulhCeTvPuohD4rfagFJbtYoowH3FW9HEP2M6kO8pNjEnee3+bvSdqBIlPV7mUklSL53ZWJcnAna8VJsuJ58bcTKqs0uP5vMfitoJJNihTmXxFsoPXaVtgAegDO3DRETpkK2vTVOXACxOnzN0LFb2+pBvIbDflNDGRT8HKhwdZYxFSsHbCYcu6GmtHHPpdwalmtoltqGh2FRdmJScudNAjXa7YsUS313+lRHnysQdRUjG7sEyn4zA9LqiWXVqdNFsSx+loACnFYGRCupNXfrcWZ9FlHyCy9LREiHgwSiBJhm1MRqwcvskKcA+fB5OXxLD7uzhzcADwwgzClMUlSq8EuKuzAUBOvnVgVuHUFmdQijfZ62TFoVXauXPoLHzioSqBdFFSZdXLlTfi6grm6mr9sJOJVTpcDDMNicZLNO99U58//HKXl0+ViJRDV0rcxGTZI4FM7GDQaKqNxSCrkYmF7L1W7ltUZPLEgB6kEC06ycdKmFQKDXLvdvAeqgDwou15xffMpVCS7bCcCIJQ0OlL2l1BN7CDnanTnaiHQ4QgvYY9Kbg457DcSkdmWFL52w+g2TH0gpjpccncpWN87C/m05pLEeDP7L/ErdesLX/4V39760Jzhq1r2myeTGi0yzTa6bTSKFsuhMhK3S44yqQdPCJfbocnKE7Spcd1FNamIxDyWR4SsJJ86kFBdw+X85WdJAJRCC4H45CFQCpRmO/BYFPXfA6hyhk8K/KsAHdevs+bMJRJZ4YMWsTyns44OyKUE3L8oqYduqB0Jk/sKnvsypXoFVmUgh62q3PhWTfOsPCjqTiCXev7vHw8JDEePePiJ6lnW2caXIkUJGlhKU/XmUGQOWRyMaxwZqUIPRhsmjWvGEhkCniV7U4hzXBCQM7mySDALU6otStk5mC1KPSjRrGg0xMstw3dfkIUmcG04cHIEPJuIEMQGnr99Brmjsw4tgSRodlJaPQSpqf67Jk0XHf1uq1v+q6fLf/CP/s7XSG2pgBvNWd4cl/zTWOTEz//3D44fqbMe+8zrJ0IqJU1YSSIM3YZbqI6HNVQpKXiiOMkSVM91kpmFiCMUqawrAIBKxlPFMrcOSMOsynFoZrZ2LEBgw+7XXLWLu5i7CiyXHgK7hTAw6FATlGeFNlbZX2dbshS2/B//GWVxZ6P8JxUnki7YlUpzjt/FZ/VSqCTTRLIJ7QOGDzNqMSxplbW/PS723xjb43FwCWUmp6UuFkP5XDkQ8bgiALQzMBGazEZuA0WuSqzIjIGt4MgPQe7kiJj8FQSJfnwfJnGVqKAhXSzr5XZsOy2QkmyDJWl0Y6ZWYgJc3APYpKV5yg358nCapjPXYli6PYtk+OGt90iCcKIkZH6zy/Pv/RE0O99dsDgOnwBgcuoc5pbdjVZM1plsiYYqfYZq9msgqSyPRTlYFzuoPs9X3MLX4aMfT0nQbsRX3rOw6Ewp0+ulCGiyNaCVwSVxXmDrwC4Go4fUwVQaynT3SNyYKtshFsObicHtxmA28l6OYcd+Sm4HRXhuiEff9jh4MkSSAcpJV5ujc2D4cLKk1/hb+kmLLD5YKeKgkyJjczK1g7XbOvyzrtb/OGXfYz26EkXT4pB0UdJQSTyEcivZHJRZPJ8HHJhFwdrwShQNl0VjBUpuPMpYQaMFBm48+swZHGVGeWEsEib93Pm0imfMJaOl67XOnzxOYfT5zUlnd0QhTAlf1FsQLcDYKcFwyjbyVpJoKF48EkP3+twoX2eY+cVYRQOJcqmSYvrWaKWRfV73Hhlg5FqjJRp97u1giRWRLFLFLt0A4d+oAf5zcHWIYMLnFbCfC9irNbhiWOWk4sbWFcWVNyUPRV5S9sQvK9IC674b0Ngr9DerwC4HAJ8UOjJAW7TOdmZFHHUMFviFIYDDTV3yt6OTqdWLTcNn/9mlYWmB36WPRGFYOxbSBRyj8gqAf6qabtCSdskeTZFM1pTfPfru3zuyT6LHY9QaXqJzNKTIsveFEGVg2Wow60ddv2YAZsP03k6z6yo7LXMfpYp+JPBKiUweeYmA3wi08yYlAJlLVZYbD5/nBT8rjaU/ZCx+jJj45LPPjvNVEVRdWyh0Xn4ma1Nz0dsoBMJ2gHESUKQxMTGYG222swJRmdg9waoTZQpdaqEYQbw2cvHqVTHtpw8+uzPXLy0D89L+MbLCYfPexhRSnWUSYjCtFx7z55l7rpaUK+W6PYdkkSlAM+DDWFRKqZaiih5XT71qOX3vzCVDZrMliJsIYAUK7T1EMhZwWTw318JcFlk7ezndLg7K8Gd72yQM7cqMPcrGDwfNzEcOaFVWrk8fUZw7KyPwUNIPWjOHboHixkUUchqDNfqohdlyE6iIE/EIJMxaDdLNFjN7s0h29b2WTxSwiZuyuJJKlN0IYszLLyIlZkNm2ryQfhpMza3wzy5kcMJvytim4wtE5Vq8EQMp2GpAdAF0lisFGlRKP+O2X0lZW4BgL//3UvMtwyfeHgNZcel5IvM6pCtBqQ3XmAF7cAiZZ+7r21yzzU9lIAwSsk1p/sj5x0uzZdYXpzljhv2/Mw9d7zuxXe8/sQZfWk+YDRsT+89Frz5v31ykTVjoyw3BYtNZ7BFRZxY+rGlnxg+/0SPd9+1wE+/u8F43aMfOqlbTFgcmTYDeG7IiQsJn31S83sPjnNqfpQ1tZXspsSqHHYBvDnwi4DPp58O5+gNAZ4O25Sr8uDFI9vSWhXBXQB5tl+9ozLWzthbZT9rHaFUxBefrnJ8oQTuUJ44hdSlWMXeq8dFvJpMWTlBd2hKSlZp8TDUXDER8rbbuzx3qAzGIU5SLe4k2ZDPZKVUEoMu+Fw/5mlDmY2kFsNgM38ts9cyW1VkfggSBcpaTDbezSiQJpUtxfFvxoKyMn2vrOah7PAmDiKXTVMev/iDC2ye7PHZx8c4eq6GdjRSS6RKTXbGpqOXp0ea/KPvneN77rBUvBJR5K5qk4Q7r7QstCxl5wRX7bjlzZ7bnp4a753RUigQCs9xmKyUGPV81qyFeMpme+pkJfZEEESSU3MjfO7phHe+vsGm6QitnJS1nYRW23LoHDz6ksMff3WU0zMj9JIq9bKm5phsn5hhQJaX1NP5GMPCzWpgD0aJDZg6m6GXjR0YNuEWwC1B5Xu1q+H+NCuArYcDggYj3nTeGB2n8kRFlMohTx9VfPabFXp9F8o67TEUK6XJ6gDz1Wb6rVYqK/T3qpRhMS8exZqRquZd9/b58pNdnj3qYisOvcTDFQxuNDV4/+KkghzcQ5AXbVFp8JndYCpl80SmoMzliTFZcU6lv0uMRZqsCJSlh3MJo1S+QqUglwISmU+wSs1ky60Ka+rwzz7Q5fvf0OFPvlrhmy+VOX6xRKflkmiVMn8/Zuf2Zb77tgRl13LkdI0gVESJJI5FZsYSxInF1QmBcugFThrDxBJdr4S4OmTnxpDvf3OIlIJOT9NoOcwuaXpBcR8d2LnJsm7asGEMtApRbsCpC4pPfdPj8Bmfrz1boWtKtKMyrusyVhbUnXTuiDewrjLMVcuVab4VU05zgIthpiTdd2cIbJmX6WUhIFKsGC6p9XCEstZ5h/9KoDsDtk4PpdIA03VDojDhy0+VOXSuDI6DkCoDVTY3pBBcCskrMkS5QhEFZA9YO9u1whYqmSnI5dBemqULw1Bz5aaYt9zZ4aUzJYLYJZEOPaNwE1Z9ljwXzioGT5/tis8BqPxmMxglMsYFK7MAVIIaaPTs+uQ3pciaiAuj96zKv2zmj5ESGauM5V3ymYoVX7NjfY9/+QNdfs42eehZh6NnXP7im2XOXHDpWc3ZBZ8/fajG+pFxosTN7A3p0evD3HJEsxOmO7f1Fe4aSWXM0GyBfuybn8Z3FacuNTlzuc1io8mZSy5vv73O5GiVOMlK7DItaU+NRVyzTbBhwqHRC/nVj1X506+OcP5SmUR5xNpDK029Iqhp0h2EHTts/9K5NyQzQ2UgL+7IUNx+ZCBbBkxeGHpTZO0VAC+AW62cD54yth0wtR48D187WXCpVYTnhhw4K/jqk2W6PRcqDlLkzsGivHqVKubAi1JIDQx0eF7WFCt2sHhFwadgwAojh2o15C13BHzu0T4vnfJAu/SNxM20uDKgkqGXRwgQSZoAEEKk1s0B2FfecFoxlC4yZfN8VZGZVFGZBMnjJCMFRloSm8mWnPGLN0+WwVmh2DILbRwr+qGD56YWiHffHSBe3+WDb+nw0Yc8/vOfj3NmbpQ//3qJmzYlTNRDHJ3hQ6Qd+CW/z/vecokzlw0X5jwunn+Wj54+gxQRmmQGGws8ZVhcmqDddti2RtDtacbWWKqlfFiPoezHTI71mBrr0olifu0Tdf7rxydpxFVkycFRiqqCsoayMvhZ97o/qBbmDQeF+dSD/DUDyZFqcDkE9grAZ8DOy/SqAGyZt3PlzQ7pTBZHFZg7B3d2OIN5LRnQVZztSBHhOBGxTXjwiRKPHSiBr0GmDc1OXiYvgppVh1h9VV+pwVfOQReD3cjzjMrAQ50BPeg7vO6aLm+7q8vBsz5x7GCFoic0TsLgM4lkyOJixa31SiYfvn86hi9nbGPTERXWpOc/TRMOV0lphvpcSTt4bawdMH+6SplBI3SWYhhIsHS6riaIYlzt4jg+jg7ZOBHys+8LUCzzH//CZ65V4uhFmGrHlL3hjhUVXzJWK3H89FbqlZiJWszLZ7s0upfSa3p+vooxEt/t8/bbO/iuQEpJyY+pldIpUa6Tjgh2nIDY9FjqdPmzhyr8+qfW0LQVSmWdjWZIm329QS9kEdiFpoNsO79cfw9Tfaxi7oyxs0ByqMuHRZVcx8sCuPNpWoNDDzdBzQHtrBpEpPOcdyZNlIpwnYgXz0g+8XAVcEE6CKFwBsUdOzBXrbDGDnLfImMusQpgDD0pRR1uChrcCkwiMCob/ZDvEZ9orNW8774eX3uqz/Mn00kCkVF0E5EZvrKbLslYu6C4i8qb3BukWAX0VI7kbG6kQFmJtKSyJNuFQw7y4ymwpQSjsopoLmmybiI72DWv0E1kZMGEpQkdByeKcbRLGEaUSi4/9UAPY+f4o69a5oIaMxcdPCWzLdgFJRdOzsQ8d1Smtgk3YcemkE0b0wKSbvXTQOzi5YTTs21u2AVRJKCVZL14MUqlrrrYJDx3SLP35AQvn6rTNSUmKoJqBmx30AfJikbf4u7CSg392UX/iFTfAtgr9PjQJlsEerqbQ5HBbWEA/hDcK1i78Kxz/a1y/R3jODFREvPIsyX2nyiB44BMg0tXDLuKiraC1Zs4rSTvldCyhRcDE1rBI7LCXZhIjMr3hNcEocPV2/q87taUxXtJyuKBcOmbdM8jmUkSmeTpwqwtMCncZLzKRryFlUXlzxKsNEglkEYMMyVCpHo80+ZSZitPLhPN0MiV3rzpRgfDaV6pZ8nRilAn6YBRrTODm0MYOVTKDj/2jj537JnhhZMNnjtYJjIKpbOpW9l1MEaRxHDj9h7jtTrdfgXXTdBh4CFdQatd4fAZw94jMUudhG4QEySWKCutI9KZF92Og4ldqmXBhprFVwYvL5rkOeeBF9tm4B76s9UrpMkqYOcMLl4J7EF+vFCezjW3yhsAcnAPjgK4C0PxB9kTlaB0AeCZRHF1xPHLgj/6cpUgcqDsZPKEQWuaKnowipmTnL3/KoliVwK9KFNMcVdh+2paXFPxJD/4li4PPlbh6MX05kuMopuo1GWYZMUf0hSuSLJZJKtWElsA+gomz264NJBMMyXSZtfIpkA30g5+Z7Lrk0sYYzIWN8PZhKkV1w68SkOAG7TKnrXKim4aRzv0QpeS53Pr7oAbt0e8/+4WNmvNM+RTARSdXomlVhlX1JhZKhNH6S4i+u57Hlhz9sKRfyHEE9yyw/LisTJnZ2OaytINoZ81FCeZV2ekBr62aGGGczoyUOcBY55/TndSGwJ74NNekdpbCe5BSvBbAFvmpd8VG03lEmXI3CrLexfB7QwAn7N29lqaofbOgsvQxnz64QovHi+l7T5Co0RaudSZB7vYXFyUKRRY/K98rNDgxc23RLasmxTYK0AuMUYT9h1u2NHj3fd1+C8fdekZDUYTCUnPpDGCNJkGT/IYQaxqDBbDDEpqYk5dfCrPi9uBLLHZszR2eJ1MvsLaVKJklUyTVzYzgOvMRp2otFAUJ+m1iuKMBLUcZrbya5Rlt5RK6PQ8llvlQVoXUvkWJZIw0vT6mkbH5exlzQvHE6YnAh54683/Yveuq39CX5w9W19Ybr/1hWMBV2407Ngk8V2PXpCk29gF6RD2ICbdR8cO017FhoOh/s2LLUWNDTI3Pw0KMyvBPTRRFUr4q/0oRdZ+BYNnR4G91WCnh+JGVHaVJMmdgskA3I6OOHZJ8rFvlEFqkCl7Dzr3i3Kp+PlYKU1e4SYUoiBLVunegb+nsGtwPusxB3bWjZ6oTIsnmvff3+Uzj5Q5fMEBGWKFJDAOvUyeDPLySXbhkrzwkzF3kcntUJcrmTL6AOAmP/8pq4vMlCWMWJUMgKRQqEskJEl6vmJVxIoYElKcbS8+IKmUjIazX2zmF7NYkwM7bZjoBpJuT9HtC87Ox2ze0GbLZJ8wWH7ruXMn6jpOeiRJCMal03WZrGm2rJP0Q0WnZ2l3Yzq9FOiprXGYYBoy7Sv9IUOPdsErolbKkJUl+JWtaWJQqs/mUq9g8SFr59q7uGXgUKaYgUzJ9+xRWWpQKYPK890qHsQbWsUkKuYLT1Q4fHyovaWQae570EHzKn2XhQrm8Oc80FxB3CsyCsUG5BU58cJEKm1E6k2RwxJ+GGmu3B7wjrs6nPyYR5goEJo40XQRK4ZgCgRyMNq4mCa0w09oU8grKQaMrvIUphiCPWdxazOdb0TmBy+AvAD4QTp3FdBVVvbPm8VzqZlbdHNb7mDIf+ZQDSI58JO3upZOLyEIUyzUnCrCGsKwS7ffRJ+8EOIQ8I472+zc6BLFCikknZ7DYtNhbslhoaFwOzFBKIbWxpyUilVHkeWxV7NzUWeLLB0oVoFarvKBy9xIX2DvAVsOJcpg06kCe69k8uEua3npfbDFiTRomf6cBtMJjhNx6rLiv326Rl86GYPrQtd87kW3g8+1ornhW3U4rFYngxzxUA4M7cYFb0qhdF/0pyRGEycOXhLz9x/o8JePlDl5SYOKUqkiHXpGoAbyZKjHhx/QFj5PJlGy16ogn1Kdneltm31vU3SE5htX2UEGaaV3KAO7EsOOrDzVOCA7W0g6DLeCLEo9Y7JGh1DSbFsWmwnzyxFLbUM3SJsVnj1m2bLG8I+vDti9pYd+w40+l2c9ntqrefRQwFQ94C23BKyf9pgar+LoUaJYY4xGq3Sqaz5gZSXACxXHVwSNq30mrw5s8SrMWHTHDZm7IFfEkMXlCpliVhw5qJValTVZkfsOaYWG3/lcjYtzHiidpQblYMBQMe89eF2QIiszKOJbxpivnrnIGw+KPZrDVFt+DJohpCKJNesnA378nW1+6Y9cmlEaEFkjCVBp2jAZzuxeEWyKIciH/z+sRiryQDMFt8o6sEzuWjSF6q3J5VDO5Pl1y0YtS9Lm6Ffgoti8UvAkDW6agsHA5gCHZjfh8kLIiZmYnkmYHO3x1lu6jNUVrYbHsbOjXFicRLf7ik7fYXa2wqUlwTEV8/ALhh0b29yzp0sUlLFoHJ2uEzqbTpWzgBx8CVZ+8FeRHuluuoX0mrSvXOILoC7+XGRvIVcBWmatVSuCzBzQ2a4IuhhQZrskZKytMseg40X82YMeH/lkjcA4qTwRaiBPBk3Fq27OVzRu5JNeB+gW3xLcg2CTQkVzoM/zkn26p2he3RyU8E26FbivY37yPR2OnXX5/S+kWhwUiZD0TZZNSfLPZQfAHoonW+iDTiVKDncl7WCeipUpm4tVuX9M4bplq8TQUWkHHVlSFBmdQdPyEPTFfgGxgvzyZojEQBSl32XNpGVkoss9e3psW+dizShKaE5JS8mVlD3QnV4Kjtuuiin7Hs2Ox7lZw6UFl09/AzZPKTasSYHpaIEqnJZXNieIFRf/lUFi0ek2PCl5c8TQnGRfwYjDBuQc2BQAnv5Oy2FgkoN7kC2R6Riy3GeiVFF/p7MGl5bhL79RZjnIwZ0C3JFk2ZOV8mRlQ7QYzHIpjmpbLVeKWrvI4PkFXClPsm4fu7J0n2txZRTGpJp7xE144A1dPvNEmcW2AhmBUUQ4BEIMfCqrb8bhDViQKxlz5zIlb2hIb7giKRUqpcU06eBGL+xGvUJ65gA3he3DC5Xr/M8MYrJCDSE7TyVfsWvaZfN0lX44ystHFWdnBK2eQNLl9XcaaqUE7aoYr9plYus8UlaZ7Ds4ToWxmkKINLqV+QVTIjMTiVcB7qpnudKAJFfIDztY1gc9mDDUh6vIb2j9HLZGFXc2XpFFycEtbRY4msGhVwA7yUCfsXc55sFv+jy7v4QpaO+0qSGXJyv9Jt8KMK+42N+SxDP2LKQKc4myuhnCFoNOK1GFvHicOGgTc9s1IW+/pcuffNEFFYKQWCR9odIVNJNMkqKNduVnGdyFMpMr+U2Yn3ebXn8jcqdiYQUTK/+14TkoNmGIghQVBXyYoSQp2DMGxFl0aWY+9/Mzmpl5DQKWWglnFvt0woQkanF91zCZKPTWdZZjZySf+IpHreQwXlZM1SUbpyUVP21knV0atgfpgvdjsCf8IL23al7eCglih3qtwNKDEyIKa/aq3w8ZIv837CCzko5tM4OewQG4VVLQ3vnrZPDzoEor08HvJ89J/ujBKjNtN93vWqaD3pUg7ZrJdOUry/KrjFVFUH9rdTJk84FEefVm5GKwOWRzmY12SAsdSqbbn6ypJPzQ2zs8sd/j5KwEEYFQGCPoC5llVfLVcignXg3kuVyRpPo4B7lZwcyrvp5g8PeLvy9mlIRYvQLkq99Q1qzu4Cq6R/O0cxRbLi0nxImh7AnG64K7rpHUa+mGv0YbTl0WaGsMNU+xe+0IQlYYrVq2rE24Yn2bWq3Nl5+usdyqUCmpwQy/NJec9jfmpdIVjacF3SwKvxt2mgzZbcUFt6zglJVsYFeAXK7Q4OlYAz2YpZesTA3KXHMPwa1VjFLpEM0gMfzWx2s8treU9rZJnWpvKdOuHVG4kYvvvzrAfBUmX/EdVoF7ZQVz6DLMtfjqkv1gApY1BZArksQQS42KNa+7MeQn3tfiQ7/lEsQShAIksUhz48oMsz1p7+xKeVJcVQZ3YNZ+ZvOgedV3W/mlignIlff4CnCv+DkjhhzYGdCHfqN8iJNEkM62Ga9Yekmfh56LGSl5bJtOawRht0QQKdZsKFGuSfR8S9KPYc+2iKuvaCJkiON2OTMX8oknSxw6Ltg8HlMpSRwtsm30cuvpMMgbAHywHBWW7+L8ulc7OXaorfLBNNhXnvaU/YsypShPzPBZZZpcDTMnSiYrmTvX3m7Mw887fOaxMkHoQEmn2luqAXsP9pcpyJNXMDdD4BQBnbeNvRoYikDI9zRaCe6sfL5Ch6f5cCOzYHPgG0878EvlmAde1+Ohx3p87XmVpg1F6mONhKafJwaytOGgtW1FC0SatssnTViZF6Lsiu+7ciUa3hTGrlyZhgBPn4cAJ9si/NVXeimGRUNHp+dDCPA9Sa0Kb94esX5Ng2+86LDvXIXDFx00kq1rYcNWGK+BPjnrEPU0XhhwbrnPobOGR/aVWWrW8dCsG1XpLsauTLe49g2el3fnmEFyfrjNH4UtAQugZvi88uwMW6aSzC46qOCtZvIigws7HGWQTVka6G1ZYO4Ce+eD3FOgp4Flo2N58IkSRy/7qTQRqSVWDAo7FDZEHYL8VYs8hT7Ildz1rR8pKAQUPOGDRggKOfHBMWTwnMWlUMjEIKUmCjS7piPefneHZ494NIMsdYXECkFAur+mLBJPgblXUIpIsysq+4hmwL4rr+HKneOyacH2VVbkVavcykB0+Pth9iQfYWFxdFqDgXS0dacr6fYq3HkV3LOnzXJnjm++qNl/pkylKlk/0WXjtI+uu4bZluWbLzu0nkwbiUvasq4qGKtKJuqasbpmpGoZqRjKfrrDr+tkFcEVhqOVrD1YllafzEKxIR9BkQz6EFOnWb4srzjlhcCuuEfNANwDQA8PmetumQxSg1KmJXpDwh9/scRHPl3DCp3mvbPMScreDEdCDNJXxZtsJZODWPX8LTBekCVDBlyZCx/4wgeW02LKUGZpw3RZNtIM5EqUOEhl+Ml3dTlxyeEjn0nHE+MoMIoESV+I4aauMGDvAZMPrlMB9MXAuRiP2uFnTPIRcPlo7EK2aAVJFZ5XZ10GSQWGcZyTtRtGscSYJE1DSgdrXbp9zfhIibIX847bIu6/PuHyQoDWil7goTtBOmpt05jH+p0u7a6g2UmLNZWyol4R1KuWkUpCtRRT8tM9Ih0nZcnh7gJ2ha7Of1f84EWwU7CGDnfjTf3BQmSpMJGesJxdhmnCXIObV6QKB/txFjaJTfeYyYPKBCUjXDfixGXJZx6p0Ok4aZeGSPX3gL0Hnu+C9hbDAk/xQq1+nYP8v8/hQ4QXZe9q9ra59VQW2Twt40sjkVIRJwYhUm91tZLwrnu7fPnxEicuyzSrQsrmidH0RVaNFKSmrPxaWVaMMxQmQ7Nk0LJQ/E4mY+zByD5TnB4sBnIln4q24jytBnchv5r/Pp+9mI64NumwztgSRZZ+oGl3FXNLPlpZmh1Lu58wVu2yZbPBcwP09ISHiV0WnIR10y3mlyo4ukTZh1rFMFKOqZVjquWYcinCdyNcJ86W+dUDzwsx9GDoTHF+9JDZh3e/HAxGj6QmjNNmvjiTK8jh7PAVKUdRnHJqVoC6uNHs4DnX3zI1VwWR4aFnK3xjX+4WVFlwmVYtB8HlQJqszKLkDDNobigw3OoA86/EdpHNc6AXDmPASjGQbas9KlIOCz9GqHQHB6OJ+gn3Xx/yhtt6nP+SJjBZVsVILIJIKIKCHhdCIEweRtqVLGsZjNkrDoPLq4s5uMMEghj6iSTIwZ5tcpCfjjwwfzWCsIV/c7jG28H18DWUAkO1b+kGCZ2eod1VVMuKkifp9ANm2gG1Sj/14wRl9C3Xbm2crPS+vDTD93z5GYEjJNddYVg/Zf7P9v473rK0LPPGv8+z8s4n1qlTOXRV5+qcI9hNDhIEzIj4Oib09SejjjrKDKMwjojvoCCDGFAEGgS6oYFu6Jxzqu6KXTmefHZa6XneP5619l77VHWDBFt8f6s++7PPOXXCDte61x2u+7oYaUQ0KiGVIKQchPheiOdE2I6JhCLLE1XmsRLGFkrJAaWr3uUvKwIdW/X6r8asVJAom3bXpdN10bjZKLp/RvfoHXmeL3PyVb+TIqVG9tKSvmmsJVNsmWSck6x74ibc/YjLB/62RqrtrHPigLARUhofoJwSK5ZG8ALI5WD0ZsnHJ4S7F4ngA9G7t6cpeh8bo1TR87hXwrAMdS9lkShheuNSKZLUxrVSfvtnF9l+0Oauh22UmxWc2mwJhVpiqT4pq9fG031feSEBbcCfR3G95HnpLD0JE0EzFsyFkk6kiZU6wVZEWoaTIpcUqv3fpUljRZoq0Cm9kCmNd5DvCCqOpOJBzdMMlVNGainLRxzO3AhnOzH7jgZMt0a+Xh3dMG//7T9+6piU4v2tbvD6iZrilJUW61Z0WD2xSKK6SBniuCGP74Fn9lh4ntGFJqN+6lQxXo+57oI2I3WRrR/1VqrxHIXlKoRQRF3N7KIpQvvPyCj/10ounlMmTiwETi9S9VrjRQBR6KKIgjlSMT0p9L2llWaAN6toB6YFf/3lCnsPeSY1kXl6IrGz3Lund3LSrsnS/nwhD1/6dcj6zSeP3id0U4oFZw/sOW3WrI/1nMq07qUoqZJZNLdIlUKmNnGcsnZ5xC+8vsXze1z2zQmzX5anKogsiossXdHmnn4+rrK0RS95/AMROXvekYKppqCruoyU25DGFGOxkILpBZt4MbtiOpgqPo/fiYY0Yaze5eUXtBirJyRpFjCRCClxXdi6J+CZPQEqtWgu2OybtpluprRDm40rAyaGbGaOP/7+meOPHbNbkUeSWgxVOlxy2iynru6w93jEk/tT7nzCYv9RH8sO2HnIZechF9vqm32mWhMlKcNBm+vOnuMN1yxy1Tkdlo/pjBSseW63xXP7LbQU7NzrcPfDHiInpQhzuSTVXHFeyJVndhmpBswuWllBkb3UPRcvyD3s5ZJ+eD8nXwrunAprxHtSL+Xvb6zx5TvKaN/QS4u590D07oH8RTbme0DO/53kWILvpQVmH+xF6uzgtn1RJEhlQO8XnnnBaaK4UhapUEjlkLYVb7y6w7PPO3zwb2wiKQGr9/rH2kKqrJhWWcqiNWlGjVVZeiJzxmMhBetfWU0e3olh3co5rt0yzbXndhBpwVZQaoQNtz/s8vxeGy0stu13eW63Y17kFJaPxVxxbos3Xt3l6rOg4jmEsUuqrCxoJLhOwq5DETsPtbBs2HvU4s4nSkzNunzlkRKbDmtedXHCynHoRhp7xbDheFdLKUK2+MbjMV+9t8zRGY/5RZswMs1124YNw4UzVpszthW5zHR8PnuHz91P+2w5tcXq8dT0LC3BM7td9u7zQFgsdF1mF12QGbBkbg+oeXB3zDcf7fLO6zwqvkuSiEK3xAC7V+T02o+qB/alebeV+zvmebc0xKpvPuLxt18r000dszCaR29hordXcHEbIFYVOjgvNMkcePNPyE5eKFfJQd2vNQaiN/oECm2ek+epSiokUmlSKRHK3KQwkVwIG89R/OwrW9z/pMs3HzcdcANwC40gQmJj+OJ5C1EKIwUhlTm5i4lGjxEq+hwcx4YLRmN+6tWLnLNBMFwLyG1VZPY+CDvlsk0hrbCLFord+yXPPm8hLeMTtHI84dzNivGGx/xinWOzJbqhS5JavSJVCkXJUZy33gS6U5crLjpFc3S2zU33h+w97HNkbggtPKJEYZfcDo4tmV4I+dTXSswseFjaYUVVsHYIlEqJYtUzjJKFMzdV0ArBmpXsj132TwUcuNvKti8skBZaO2iyCGlbeHWJI8GT9K22bY0rPaKmx5PbXdZNSgJX94TobcwLmYe9/gRM91/EAtClNAam/dTEtAXbIbz/EzWeP+ShnXxTx/BOLCHwZN+2cEBrUDJQXA4UYEsg/OIp94n/u7TXXyRfDbQN9Ul64hnYi2QsU2hqUqEQqYUQNkmkWLc84vd+boH73+vR7GYjwixdUcLYO9rKBJs0i8j5rKd4xcmfRT5hzI11PUeydtKlbE8wMxex0EyMaW7WkDCU5BTXTRiumGAzcUbCZWdm4M/eQ6UcWm2P2fkqh6ZqtDo2SuWDNJ1nxiSJIIpNa9nOluLffHnEsfmQvcc0xxYyrcquWkWUWEhrkVNXHsdzHCOlJgz3dmbBZnYhIYz7xJqiCpXSmnI1pFSZZ/fBlDC20dIBmcksSIlrSTwpjNV2JiuRe8h7DgSOphIIRmomNZlvWuiy6kVDS6QDQ4P8yQ6mKMoUmb3oXdjSsWNipfjIFyo8vs03Pe/CTWTR2xEZIzG/ciwtKotpSp56nAD6JcXCQMVZnOst6REvHdsv4YmrARJWfzHCpCuSVGvDyZYqS1UslDA021TYWEpxzuaYX3rzIn/+GUmU9nNxtElVC2dN9AAAWNtJREFUQg22BksJk2GKwb/Zv3qSqR6YyO27kmrJxrZs9h+16YYRlVLckxwxM5MEx06xohzsZg/WsfOpcoxtpUSJYtfhlH2HHQ4eLZGmg1IhIiOBhRHMLMDsQmqu9tL8fcvyWL1ymKFG1ViUv+bV11MqVdi27UnuvOuLnL5WM16DMJYIAbv3+2yNSgR+JrCY+Uy6tsB3oVFV/NSGBTz/GG//ozK7jtTB9hHSxbEkJQsCS+NKhbfEP961wXcgcAXlQFDyJZbMfX5M68mxObHYzIdKRbevLCXJL4dm0GMWGZwg4bYHXT75+SoLnZxM1d+1lNKM5Puc7yULDUWgyyXFJIX0JON2FEfZLxTV9cmA3fuP/mbNYGelH7lNcDGFplIm1VNCZJNN01lJhYVITRqXJIqqr3jXm1o8+ozLrQ9aUMqKTmGmnJGWOBl/3OqdRHqgl10E+aBlTCZz3BE4tk2iBFEi8d3MX9S2cZzCHmwB4OYmce0Oh2cF7/7gOLYoceaqmGrZTNFdO9N6t41UBMD2IxE7D0c4QhHGMNZIOHVFl9NPv5bNp26h3W5ilwKLwLeplgWBF/P4rpjHtwumFksMV22Wl6FWgmrFxndzN2BN4CkqpZThWsRYIzRbHlKAcJGWS8mWVCyjl+LnGikyEwHKRIE8R5gI7hlwu45ZTIbBS/PApZE8F86LTdWfaIrCaD7Pu+2EbXss/uqGKrtmXDPRy1qCZiQvcAW4WdQeHMnrXrSWSwAtEZzYURksMk9acp6MTbY0RRlITygUm4NyEjrLwfOCU2STzlRohDB0ZyUs0lQj81RlKOY/vWWRvcccdh6SaCcxWmvCQiGIhMDRmcyDUH2lqjxdKRA+i90iMP5L3dj47yBMgZqkEi+RxI7EyTRQHNs24HaM5mKqYrSGxItJVMJ82yGKJVUnYahieFCeK/Fyy3XXolaGy89QvP7KJqO1FnOtmMe2u0xP23RiCdJGYWHnMmaVIGS+GXHnk+O4UjLkCspC4LsWQzWLegVKvsL3FIGXUvJTKqWI0UabseF5nj2Y0EkDpONTdQQ1WxHYmcqV3RcEMvLFWd6W3QeeedA5wPMu5ED22us9F1bYlhaU2aZO3hJ0vITji/D+v6nxpdvLaKefc+d0WNMW1D2NbbvYHiwUmMXOwQDvO4fyCQn5C2TjS748MKbvfUOBsjqQhxfaiMqsjuWgVsJccZXQKDEIciGMwZMQNo5UvOHqkMXuPO/9c4tjCxJ8k49rIYmUhZ0V/rY2WiaWPHFJY+lJmWYmY2EscEKBFNIQr1KZifzk4M6VxCRumpLYKakydipuqHBoMVpZ5Il9ZRxp0YkV1U5K4Cl8R+C7ksBPSZWN67ik3WHaskbdS/iRcyK+9kCHVlf3sgC73S3h+tWjB44N3VIJTrvu1RfMo7HNH3QE5QDKgaISpAR+SuAlBF5COYhoVDs4ziI7DnX4008PcWShQdW3GHK0EdzMZdtyje5Mts2xjfWgKU6EOTtdiePIHt88LxoHyDi9pYdi16TQHpSD08qEhK/cH/Cth0umLrAzgOdsQWk8J/tjeU4y2Mk+hpMWmQPtMvqpy7eL0kvZkr105YQofiLITbQ2o/teapKlRkrIDNw5yGUf6EpDbMSaXnZBl9dc1uIfv24ch3EkKAslJKEyYvSOFthZr11JnW376yU1QlYfZACPY003W1QA2RsYJWnmpeoIkkRjO5I0sUic1Ch3ZYXkUFXxf79jng/+k8XO48O0p12GS5qapyl5Gt8xYG92FPNNyYFjFp5jBoRxErB8bJI148EttUrpqFQR9oYN6/n4p76w17K9/x00Rq6T3aOcusY23pfZE3Jshe8m+G5CtRxRCbr4XodUd/jrmxy+ev84D+0coRrYDHuKsqPxbaNGW5RL7ptAGbUrtwduC8eRuJnqbM+xrLcZlHdLCh7pA0BPe/cyA7cSCTfd5fHBT9Y5OOOacXyhayKFwBNmFc2RnGjiWuycFHLvAbpoAcknBfm3S8SLIfzbZDInLEIogRa6l5rILBdXBaAbkFv94JDZDUahZtVQyH9+5wILHcmX75HEqQTMgkQqbMJMPMgRuXpskfhFL/c35C+jmZMkirigoJAxgM1QSgnDW08Fia2ws3snlSR2rhZgIvkrLmgyMTLNjfe3+eiNo0xPlyg7NjVP0AgUJdcA3bEUqUpRSuA4mlXjHS4+bxnV0sL/3v3c1/decNmPG4+eerlD4KccOhgRd0LKlTnTQwROWZG5ANsJUiQcX0jYdjDltsdtnj3U4NZH63RbFcaqgrprwJ3LJDu2UbpyekIvZHZ+WaHqCFxHZuCWxj/HzreGdI+K2+uU9KaWg4Qqq7dEbCp0z43ZOw2f/FKV7c8HUM6jtgG3yBYZfKkzzknBJe0knZMT+t0U05PC/bcL3S8W1RmM3vQGP3m01CekM73liAKwU5UDGzOhocgByqY22IShYvPaiJ99Q5OHn/HYO5X1boWJ4pGQRCITOsql12QG6mwQlGZANymIsfaLe+9VNgvNKbSZNUuSybbZqSROjMBP7FiZV31u9W1z1to265Z1OHPNYbYddvjWY1X2HQ3YdcxHYGFZ4NqK9asjhKVpJZLTK100Ec8fTknTBMhMqH7k8rXUyj4WIV/91lb++ibYezhAyYRXXDBP4BrudZTAw1sDtu4pcWC+RJh4DPkW48OaipsSZCL3PQ3wJUpXuaJRDnCnB+5sUyiXgrMH9U2WKlcVed/WkiUGx46Zayn+4tM17nyiZBYYspZlXljakp79iL1koWHQkm9w73Lp9s73CuoXitbk4M1z8UKKojK9wN4CsBYIDUJLhAIhDHW2yANKBaYnjiZNs7QPjWhprjo74lffscB//1vJXDfbABKSRLiEQhh7FGHUFPpOyJnyVibHliiwUk2SKqPDEoPILnm51oohZUnsVJNYYCWqr18Zmy2dMLYIY5swtulGLpWSz2sv7vBKFfKOa4/xzB6Lh5/xCBOJtMB3NT9ygQDlse9oxNR0gAzW4TbOJk3afYAPjY0DG2+Nw9s+0AlL//nYsYBz1jjc+vQiH/qsD7ZtLnsIkkTiYjHkCypVRSkDtp9ZejsZUE/m2JD7LxpLbYFtW5nOc+Zj6egsghfk1wakHpZQYQtR29wiIivhY18s84kv1Ggq17i+9vryFo6AktR4Mu9799fR8t53calh6Xh+IA05IekeTMBPaIOfBNnFdmGRdHVy8BfzcIxsmjBRVKisPalyyoAkXbpcUvxtAkSiKbmKd7+pybE5i//nnyw6OYVCWITCxhECVxkRVksJbGVsJa3UzAySNDOlkqaoM5biKnNbzv5Qb5El0ya0NJa0zOaVyHVsLBzLwnEUnmPTcR3aXZeFVkDgRYyUQq45M+HyU1MECUJqPCfiwLEStz+8nA0rFxG47D0094HffOOptz609WAf4EKcwkc/8t/aQso9p6+qcPlp8yDnuG+HpB6UKbmiR2i3S6Z49G2Fl0VszxU9cfvctaGvhVGUDOibtDo5sB3RS2dyH8sBbW9LY9l59D7ZdrxpBVoyxnJintlt88/fqrCYOOA5INxev9uxhAG3oOdrYy/Nv2UR3Ccu14qTgZglOPo+RPUeHAspi+71yItSyzn7jwzcWZNYZMLdvXpA52934XFrRKwpeyFvf1mLW+73eGKnhcqieCokXSlxlTGJTZQ20TqL4knmJpFKSDLH5YHpstHSgl4Uz7oyaX+xuLelJcGWEsfRuLZlDGNdG99z8B2PhWaA66RYlu7RFHwvoh21eXBni/u3Bpy6pkKtPr/nT//X+9u/9f/7vT7AAa657lVUSiVuuPmb/N3Xj1B1S6yo2WwcFaSpZq6Z0onMm5/3sPMuiOuIrEBc0uYrVNu96VfRWjsHd+YA0feuLMiuSZUtE/fVYK2eI1pfDdbzIp55XvJLHxji6V0B2vNM1LZckDaONOD2pSGwOZmWuF0wkuq5IxSmlSdlDZ4Mjd8nUBtki8F9L/Hi3RWVcZpUZvrUY2zr/g/bnIwS2I/oZ64P+cv3zvLuP5E8vVuAJ0BYxMqlIwROmklUZ9Hbkvl9Jiok+56ZIluCMX9NZg+l38Mv0j3ykzYPKKYJIfFsjedaeK7KbsZpRApNJ7SYXXBIUgj8mLdcGaL1Uerj65lY9aosPVkC8ImROn5Q4szVAYtnWDRqRmA8VTYzCwl3PqHwHY3nmAmmae+ZLogpEE0eZbzrzYuaKk2aaNLCwoKUsldo9gxaM3Oo3Ce+dxuwHhmUXMunlJY0HpZtFB+9qc4T20qkjpuB2+uD2zLgdjNnYscqtAXz3rcspiQFB17B9yXX/p4wX2QYa0FvQTlfiDCaavTPtP5aQv6zVm9VZxDgQmhErNiyOeIXX7/Ib3/YoRlnw5/UpCpdIbDTYq3SDwi5pF5ywuunChHBdJ5UxmeCLJ9P6ZmcGd1KA3AzUJTZkrvC9ywC16xLahRP7ISZeUmqHYTl4NkOF144zuazRuh0Sr2n2AO4pkyqKrvGhuu7V69w1ifJLMuGKpSClC/fn3BwvsK6IUElEASewPcsfE/iZxMmJ5OUsLPonSroRoJuaLRVtNaZz2XmQpw7rhWcIHoelgUH4tz1zCl66GQWf1YWuUOd8skvlrnhtiqh7WXAdk8KbrenpdKfXC7V+e5JX3BiQSl4kSj+gwR3dknUWpgAny+baBBZ8UkepfNt+Gw9oU/JFWhr8JH3UyxDVXjz1V227V3gb26UtCIJnrHsawtpAJ51VXJp5v4K4VLGpUYmmaCPkOTCnJbGbOlriGIIo5RulKKU+X+DDdnLDsxgRxDEksQXSJkwObZAtZ5wx9N1Kp5FrZFSDkqk1HbXyv4uVHoiwIdGJrn/ni/d4rrlfzo8t+L3po4fplqOuHdbl6/e5zFWhnIgqJYk5Wy873sZ2LOzzMu83y1phgOLLcmRGQhj3Rt3F/XEB0G+BNyZV3xusZ1reJuvGQKV58Z0k4S/+5rP//hkg+PzAfguSA9hOT1wB9LwX3oCmoXIPQDsouwFA8GnB+hvM2kf+KalLLwTjhdLdwrBWJzsL+edFbKomI3SUQItdeaJo9FaYfWcjPtdjV4rckkFMdZQ/O47F9EI/vZmQTM2nZUwdWkLsihOD9x5qpLrxORSbEmvG2XcGKTUPb452WurlFGIbXVi46wsTffNtQWuK/EdiedJupEk9M1ijBCaSqnEay+bYjFcYOuOGmcshzXrRphYVv2nux+4/5bXvuIVJwIcIFE+OindfNra9HWHyt0tDzyneHRbg80TFo2SJvAllZJNObAycpSm5KX4bn+E77kpZT+hVuny+A6P5/aWUUriOX1fy9ys1SmaRBWMWPsuaDmgs5tt2oCOHeM4EX7Q5fPf8Pgfn2xwdD4AzwPpIywHNysoA8tE7n7OXZDnLQC7KCdX5HufMLTJwLE0nS0Kaf5rj+Lvz6PptzuBMvf0XvGWC2DmOt5aCLTI/egNuLSl+rm71d+lH3jYXc14LeS/vHORmabFP33NyJhpBB3hZrupqjcrGJTRGFQbKCqcpVmbl0yZynPA9xTbDkU8sUvTKEmqvsZ3FJ4rsnuJ7wm6nlmHjBNJkjp0Q0l91uWq09oEVpc9h226jvXEOeeUbm62OgMvlVX85G8++SlefuX4/jRNL9yxl3OjsMSlpwlWjAuSxKZSsqlXLRpVaFQU9UpKvZJQryQ0KiGNapflI00cZ5Y7ng65+QGfmVkr8/CRvfaga5vuXe9mG+636+T32c02TDTHMZscrpPgOBGuE1EKuuw+Cn/y93Ue316FIACrD+6y1JQyWq6bsRh7IO/5ahYnpi/A/T5h0CMGWoii1y2CvuTYoJnWCR+Lk/xNOQgI62T/P/A4iuRhCmec6BV05l4WVuGy00cv7fvkk9n8/2G4nhD4Cfc/ZTM7ZyKDFkZ2whJLW6kFyTrRF0FaKs+WS6+5LpR9zcrxiI2rZkjkIs8dcjm+4JAqQZJkQ6PEjP+T1Pj6mCGTJIolT+3WPLvHZajiMFT16CbuV5/ZtusjP/8zPzsA8IEIDuCVNiKEZHJ8O3E8y7LRJnc8XkUkVcaGJcM1Tb2SUi0llPyEkhfj+zGVIKRebZPoFh//QsDff32cuuuzYcyMcnX25PsRvJCW9G4pjmNSEwPsLGo72c02rsyB32XPUfiDvx7i9sdrEPhgmbTEswRlSxNYWa87T02sQnEk+9TXoghoMVAvTR16TQ2xpH2XhdNBwtSSaL6kuX2ylmIvK+kVtH3+/SAUT4zuOeMy33rJv1MqQ77KOxxKKZQ2ddDArif9nze/JBsCbQl53/81x+9/TPD8MfMIEwKaWEs8Qvua4PkUU2b+9fnJmqaqZ64lMMHFseGUVTaXnTXH3090+MsbRtnZLjNUsWi4irKnKbmawEuphIooNvVEtSxYu2KBO56GGMloY4Qtp63t6da/KMAvv+JlWLYdffYL0zz57AJbdw4RJzYrxyWjdc34UMRQLaJaCgn8CN+NqZQ7pKrLYzsTPnZzg/ueGcXRHmNlhe8woBueR9Be58QqpCaOKnxeALedgzvG90IOzGj+68dr3PDNGpHlg2vA7Vsm5y5ZppjMbQ1tuXSgQ6+VuXQYc1J9xGK7TvcLvYHvL4D5hTQWe7+rmPqc7GyiH6WXSkmTR+8lRUFvdK/6/9HjzSgDvJz6qqzeLHNJd2bwZPM8zZuv7ZLqWX7/o5J902YIFAmfZiKNAConru/1Aa+yxQiZTTo1idK9sX03kswuligFDX7i2jk2Tx7iYzdXeXTnEDMtn5pvUXE0ZVdTDzTdOAGtCTyXlctqXHdujFIRtdExrrjqZVGapie8jicAfGh4BNerv3ft6k2n6fDw1WFHESceIw3NirEu48NNauUmpaCN50YgEu55UvLPtwXc+vgEYVRlrCxZ1lDUSxDkPO/ixDKL2K6tTGM/S0kcW5lUJCPBu3aKaxtLP8eO8bwuh2ZSfvuvanzh9gaR7YPjIywX35L9yG3l4M7G8dYguK3C5T5/Qwc5Hks2arKis2fd0tuqoedAdkJBqfPuxdLe84mfDqZCeuBx9XPbPtksv/wPnJS6D/BeSlL8eWk25JVUvUGJrUQvF9cDqUtf2MPT8NaXdbGtGX7nLwX7ZowZShcPS0gEqqAsLAa7KHlvPOlrRSaxJHYEYSRpdyXzTRfLKjNSF1x77gJXnD3LbU/M8enb6jz4RJXprs2sYzHdtRnqSLpRSpJGNNs23dimUvF59dlr71i9YvK9c4vNbw9wz2/wLzd9axGq2w9Ola7YsGzKKvmCsaGY1RMzbDvY5sNfcmhHVRAJKk6446kSzU6Vku+xvAojJUWjRNZS7LcSTc5tyFsm79aFVET1P85A7jrGTtuxIzy3y/RCwu99rMoXvlUjcn2wgx64K7YmyFbi8qUKA+6M6231gZ1TB/K3Mwe1Ycj1LROLhWPu7NvftOkXZ1oX0pSTBOz+18RJPmIwTckie6/4XXoC5OmV6IfuvFjMxYDyVCA/8hMjzTZwLK2wi+zEwklSfOT5Y3SBN13TJVHT/OePCI4sGHJXW7hZC1D1J6MUVLKWpC45Kc6OTLBrdy0cGyzpZXMTQaNi84ZLm1x3/hT3PDlHGHkoHFoxfPb2Os/trRKnimaY4PiKc0910tHh8vZnHr9l8cxzr//2AM/f2LmFhV+a68oLnz9sn3Pllg712hw3PZTw1QeH2Pl8lZGyoJkopmbbzKuAoZLNeEkxFGjqJaiWjPRbybfwfStrJ4LnajxH9fQNXUeZz50sWufFpGvA7doRvtfF8kM+8dkyN9xaJ3KCE8BdynY83aw741pLwN3z1RQnRHDIeBJKkJB75Axq6wkzKjRrjNpMwnvF1AnTxcImks5zkhzuBZAXUpXBzaCM9Vfgvxdpw5YsxFjR53koZRYL0jTrrOgc4AUdGUtj5Rv5ShWe52Benp9y+Ycemre8vMP2PXN84O8sEgwHvYmLwETyXuzPevayeD3o9cPzpXArK7glAqe/kpepnNUqkqvOjTlytEEnrDBU7bCi3uYrD4Xc91QNIQOu3KBZu4qn0nj+lxy3cTIoD3ZR8uMzn/47fvvXf1SfdcrILzT83csXoxm+/ojFP319jICALWstzl7n8NarW5RqC2zfX2FZCUZLmkYZaiVBtWRRCayspSgJfCh5ymxmeAo/H8E6prXoOQmuk927RpTedQy4PT/k1odcPvSZYY40S+CUELZ3Arg9m37HxCoMkAo8mT4/3fRccwc4kaFdadHjWRQFJPMCsxhR+95E+cdioJNiDXRUWPJxwYrcKrAYi+mUVbz1paGNPDQ9iWowkTtOZY92mqSSJC1E9byYLBSVA2MeXfxa4QQsbCu5wPLRmJ2HYfd+C0TeWbEA0SvYDbBF4co0uPEkeueeSXfybo/pfcpsmTnms7c5/PMt47TbVWYXS4zXfV52ToTttDnaVByerjKx/KLDx2esj17/itedFOAnjeAAp5x2BWHY/cyTW5/b9Mmb07KtylywTjI+ZDExarFxZcz5py3wxCGoezCcg7ssqWTgLgUWJT/vl+sesP1s5Oq5Ka6TmOjtZKB2Y7ysFeh7XXy/y1cfcHjvR0Z5dl8V/GAA3GWrn5bkRWXRVty2is7LfYPa3EGgSCuIkv7YOE0hSkUv6Foii8aWCcRCGRqqFGTj8jxf6L+TRaZg8epfLGx7qUYh/17aQ+6v5vVdLHJvI60FIoE4NS4cUWx8JNPUxPi+1LQZyKSWxsqWFFSv9bYkjx94pIPHqWu6/K9fXeC9H4Gv3m9OmNiFpjArgKCy56uzE8ckaX1hf2XSwUyGxGgpmsdrriaGneh7IbPNkDue1nTaMRtWWEzNlZkY8bns1EUuOX2Bh7bXWtdeef5nAt9/IRifPIIDfPB//hlXXPPyR7GG3tWcPlq/cJNkuOYwOS45a0OXzWuPcfMjEV+4Y5iqbTNeg6GqpF6xqJZtqmWLSklQKWnKgaLkm5uJ4Cmem2RAT7JbjOsmuE6El4E78DvcdL/L7/zVCFv31U4Kbt82uiometPb1s856a5d2CLqLVvIbNHCrFHlXxdCEMaaVlfQCo2YZJIBoBDSBodB+fJxftKIQs+793kus7DEPs/q39uyGKn7Cx92Zq6Vk8+cHkdHZfQFA/xESVpdh4WWTTuURLGJ6IbrIXpF8UAa0uuVLxmdDoxSi1a25oowMaI4d1OXfUdhx14TyZU0PfI8kg+czoUTKE//DLddZ9zyXCEgi+SY1GX9ZMhiN+TerR5haIy0Wh2LnQdt4sjl/PPOORJ2Z37q9DMuil8Ixy8YwQE2bTybZnOendsfIoxbeLbDWRuaYE3zuXtSPn/7CHR9VoxqhmsWtbJtondJmqidAzqL1p6jejoZjp32hGFM5yTGLaYlXpcb73P43Y8O88zewchdtTVlO4/cpmtSXGjOI7dTjOB2HsllNhKWvfTEylKNGpqFrmL3jKKb2ri9Xrq5OijMnqLAFHpKZEu+ugigbzOef6Gj0GLrTwlzUdFBY1vHTnvkM0umOJamURMcmxnmyLSDRvSKaatwBbMtgbI0ys5BJvs7lgzuWS5pCA0Wzx04dXWHP/5P8yDgK/eZL8dOwKJ20EgUJlqnuk+tTVR/cBMnRgY5io2DdhxbRLFFlFgkqUeqBKuWwbteOU+1PMX9z1R5ak+ZK85USC+kk3isXnU6lUrjRV/WFwX4GadOho89ufCLdrDyc57YVT570zzz4Rz/eKvH1t0VRss2E5OCoZpNrWJTLUkq2ZJy4JvRvRm55qDO+9tp9kYVdDEycHtuiOd1+dqDdha5q+D1wV2zNSVb9xWxMnDnm/tFIpe9ZE3OgDyj61rZRlEW2T1HUylpNq2NOe+sY3z4y3WONysErqRm55K+Wd9XGkkzSxjKdb6WhSwApdBpeQE8968GA/eiUFTmU82+e5wZguXFeEzJD1lod/mrm+ocP67wZEQlkLiOVeDcm2VvZWHArfspgrnJ3qSz2GLM+S4v9PhPXdXhA784j1Jw8/3m6wmwiE2qBYkSBApSG+IUohSiBJwkmy7HmjDShJEijBTdSBFGFmEk6YQendBiYtjhp1++wHkbF/inWxIe3VXljDU2Z124qpUq+YuptTL8rgG+/+CUWr1q7UNveOW1Czfe9Fz5jqc6PPrcEJZyOG3CYqSepyQW1ZIZv5YCIykRuCmel+Jl0dqxcxOoovNZxg50sj63E+K4Xb7+kMNvfWQky7lLLwhuzx6M3M4ScJto3meoOfl9ThnIGJC+C+VAM1RNWD2R8OrlIZOj+3nvxyeZadXRngUoExXpr7SlkkwgxzRYVMb2QxfuTzrFeSFw9wbtvZagVbRKzLk5doLnRJSDDq2wwx98ssxXHxhh3bDNmtGYNLUIPG2ozE7mjGwboDkD1oR5yqKydmYufa0KAytx8gefHZtWdfifvzyP1nDLQ5CiSbVPUztEShIqja+MDbqTZHYkUvQ0cjzb7PD6niboKtqdlFbHotmyWGjZzCxUGGv4jJa7/Nqb2jy8fZ5u6LN+88sXVq5c91C7fVzxIseLAnzVynHAnnr4yeQtXXnh7fsPPOpcdIpv1o2kUaOqljVlPyXwUhO13QTfSwi8GN9L8ByjQ5cvvfbFenKgG2ag60TYTsjtjzv8338xwraDlRPSkpJthIS8PM8u0m0zcNu9j0Xh43xFzoDbtkVPdMhzjd5LJTAOFpbUKOXxyoub3HjPDP9yj0vbLuFIaRYvhNk/VDLbKC+0BYveOlkAPKHAPDGEk7UElxSZeapi9dUD7CwwmCgeU/K7fOsJzS33D5EIj1Rp2l1DXOvxxXsyD3JgmXlQKk5mvXzV+77et+Y5dP58TnLCblrZ4c9+dZ5f/RDc/pgmRaG1RyhdYmXRTgWOFP3NKUynxZFGfaHkGpmRwFUErsZvpQSeJPBMuntkysayythWwORok0sv3hIPV7tv8YLqVEqJFzteFOBCOOx+fj9nbt50cMVwd/eDQ09uPjrVZazu47uSRjWiWorxslUix04p+RG+a1KNZjchThQpikZFUfLo2ZUYtzSVaZjE2E7ErY+4/PqHR9h+oGLSEssfiNy+Zc52L2v/FdMSs8FPb2Lay8OzLaNe5HZktpFkwJ13dgLP1AdSKpLYYqTs8K7XLPLFe2skiUtbuiYfl/TyylRm/WfZ53Ho4sAn7ya8yGU+v+U03R7IZa6wlbcHs3U9W+FkAQER8vGvDHE8DBiumC5FmEA3UpkxWOGPLR3s9FaSVWFIJcnd0oo+nb1hki48p/y0zXgzG1d0+N+/McevfVjzrYc1qU7BSlHKJszcJPLcqOKnjFZShBQ0Y5tDsw6BLag6krJr0k4pNb4TUw0EjbJZfBiqdzjeLHPqeefuPqVx+sFjRw6ybPnK7x7gAI5tsXfnV/eWK413j4xtvnPb7sfxbZfVEy2mm02OLiScszFipGYi+dHZhKd3ahKt+fLdPs/scbGk5rWXNnn1JW02rVL4dtYpFQrHTREy4ZsPe/z6n4+w/WAZ7flg+7iWpGqdCG6z3pZzycUL5ttWMT3JboNMxmyv1O1PUaXUWRvLYqwesmGiw84jZWLbIVKCRJtiyc7bXEs6BANWJL0wfgLfapAi2+OYZJ0Z2R/Ni6IfaMEO0XNj9hwVTM25aGH0s1MFcSqIYkOFMFbZRcKWVfzr2SH7GoiFnDynGuhse0L34FJw08lPyOw71092+fB75vm1P4dvPVxFxcpcZjEBrWLFnLKuw6su6fKaSyME8Mxej3+5u0SsHHYcKLFr2qfia4ZrMRvXJMRdydFZn7PW2pR8OOW0M0jS8N1fu+22vRede9G3g++3B/iqVZNEYRPHLR+2rDvuOnZ4+5VhtMi3Ho+583GHqYWAV166wE9ff4Snnnf46xvr3LG1Rpr6OMIyFbWCp/bEfPpbs/zCK47zCz/aouyby+++Gcl9T/r84ceH2L6/hPZ9sHxcyzJpiZMvOWc5d15YZsDu59nFfLuQcxcA7jp55DeUAS/nweQc9KzlBsY7aNNqzesuafOhzySkniLSFonqa4MMiFMO9JJP0kk5aZ6iB/PvAsiLnJNc7Kiv5pXi+TFfud9h114PYyRgrixJmhV0SYE5Se6llGKMYc0f7INaDDzm/gkrTfGs8hO378M00FjMtNplqDllZYcP//ocf/h/FA88UWLftBG4L/kpP/+med55Xczq0YAorpMqydoxxesvDknVAvc+N8PHbwo4OO3wUy+DV18kmVqQ3P54wr6DPtIbYsOGM+664pJLD7faXSrl4HsHOIDrVbj/wQd22vboX6xee/qVd9xzN3sPD3HRJgnaYrJhESbTvO9Ty9i6c4TxYUHD0wSuWTSIleDwgsv2nTW+Wm3x829uIoOU7fscPviJCjfeV+b4QoD2zB6lbVmUrKzPbfXB3etxF4vJQjpi2wJb9pef7UL+nU803Z48hRqk6mbgzqeDGhA6n+KkaK1IlDUw3Rws1gq59wltt5O/rn2A9EfaRQZh0WSrN6rPQG72Ha0+hxuR2ffpzOlMG7AnRsNRJmQybiq7X2rmOtivNrorqjdpVAx6lxYL4b7jhkZ0FZtWdvl/fnOeG++P+OAnquzY62D5Ca+5rMNZ6z2e2z3G8bkyaWqKTs9LqAQh1569yLJai/f8ZZ2DR5Zx890+WqSsGwvpNNucevpm1k5U/+K5Zx7aedqZ3z56f8cABxgaXUWpVH2o1V784pbTFt64dnIHcSKpeGXWrejyqW+OcGhqiNNWwEhZUfGNI63rmH7zhkRx0WlN3nTtIvW6YudBh/d9tMbnby3RVY7RUZYuQtr4lqBiqV7kdjNwe9nAxrVP0iXJRIUsaxDceWswn2z21+JyVqPJa/NReO4akQ8uzbudQtbTTbSxbjGEpr60cK682l8FW8pBGQT1AP218B9FVmFPRVfm9/njS7N7k73nZDCVUwxSkalMZVE87SvySmHSFvNHZe9RmocsCuDWJoLnhWqmhD9AqS2q/Pak8xxklLKs0eUnX9XCczR/9JEKuw7afPSGGoeOeCSdGmFUwrbMlbTkKSpBzHwzYFl9lrddm3DDNzUbxxR+WfHoDjjntLO4/MJTv7hy7eqH4u7idwrb7xzgm9dP0l44vHfl5Ze850n7QetLt7qvEylMbljg4zcn3PnkMOsakuVDUC/bGdFKUvIE1TJMjnY5fWPIqWtjdh2w+MO/qvL5W326WhjJMGkkb20pDeU1TyWyVpKbKdHm+it2lqb08uxsY8QMb2Sh5511V+xB1azeupyVOzarnlNET+Ysx2bWYcgly5QWKAqpSc8GIb8rkq1eIHQXP+3lsic5CXq994JGY4+M1T+Bcim1PIon+XAl1ViJoRokUiGlzP6Wyqawgpj+iakKbcScwKWUGQ7lV63+485rBIUlLRLLyCIrLYkjC89NeMuPdEDDH/5ljS/cPsyjO6ucs8Ji+XBKJbAIfEnZN9Pv+ZZDGFq8/uJpGuVjfPG2cU4ft1k54TId1W5cv/6y92zfeWjf5lNevLD8rgAOUKotZ9uz9+6rDF/29JbNrdc99uwOvnQvPLOzyhnLXZYPSRpVm1pFUi0LqoGiXEppVCKWj7ZYvSziwJTkv36syg3fKBFjct9EabQ0ojW5ZmBvkGP3tcRzkPcEhjLtwzxq99WzCsDvTfG0+f5MXMiylnrZ5x73qheVck40hXKraOnR524UdAMLoNYDTMKTH31Qm6JbFlKUvga6HoiW/cKu//h6AM+MWI3EWr5cYNIV0dtmUgPpCvmKWwHY+VJCnpLlwpi5k2ZvsaE3hLJIUwuVj9oto3rlOZofu66N0Irf+yufPUctSgLanYh6SVLyDeu0UrJoLDrMN20WWg5nr50nvWqR53ZbKHEmb77+wqfvfeTBfVdddvG/BrL/OoADVKtrGBuf/MDzz29fH8bTbwtbIVee7lErS3xfUCvDUCWlUU2oliJKQUyl1KVaWuTRHSGf+NoYn72twbKJFr/1juOcvjbmfX8/xD3PBOhcjF5mvBLLiMJ6tulZ55LLpqfdB7IlZWFrSPRJVQP7l7lqbU6hPYnuYUHkcxCWWVzOCsui40FRdepkssjfdmov+t85MN3M83BZjORFt7nCz2ZXljx9SnWeqhitkh5rMRuXS4XZ8knz5CoDORmYZa5ZIkit7CTJp7la9rIvIazMatse0PkWaO56wuG//X2N09cm/Nbb27z1KkkSzvLRr0m27RuhFdvUfU3FVVQDRaOcMFexmJ63OHDMo14ZZbQRsXl9mbGJNZ+5+NxzPnDo0IF/LVz/9QCfXLmCr9z8pXkvWPtzp63dumL1SHzF6mWLtLplolgyXI8YrrexrTau18FzIurlmM/dIXnfp5YRpw0qFYvXXp7w9mttRkcTDk03eWZ7nTkyFwgr3/jRPWHOvoqW7ANcSixLFuiqfZbgAAfc0j3aqT3A69A90Eur7xDRT1MKQ7KsbZbn2kU33mILMB/0fDuQD+yBiiW3HvCz3zwgIddvy+lCT7IfwUUhH9dGNDMVpJaROLYkpNkSQpr9XmO6m0lPZP48IjspktTItqUpve5RTh02Qj0aJ1E4qUWaCQ+1E80nbqpw2wPjPLpTsG55mx+7Cq67IOLlF07xvk91+fxtI8RAM5HMxg5HFyxGK5qhSkKcwFwoWL/cYdnk0N1vePWqn3vg4a+1L7nkVT94gAO85lVvYPfOh9prJ18fff3rn+PB57qMNhI2TsKq5TNsP9Tm4zcFTC2MUq9GvPWqQ/y3T40QJUOsH4IVQ5pVtWH2HbbxnCkCu4Vrp8g0B3jG63bygYzAd0XPwsII5ffTElko1op0055aVU8HRQ+A3FpCRe2lJzID1UlafUVw65NF7iWttqVLDgMgB/pjl/7XWCr8T3EJYulj0tnJp00EL+TfdkENtpeupFk+r0AqM5EVWWKttUAVnnRPxyaBxBY9VdmMG4wQGsuSOJbEtS2UZ6G1IEoEi3GAW6mwckhy5HCdR57VLB9rsWJU8gc/OYWKQ153qU+94jDTSvjrmyrs2ltlPRYbJhM21jSW58fXXnnlM8/tp/3yK//14P6uAQ5QaWxGa/XgaadfeumTX7kr6EQx61c0+cydCXc+McTCbJm1YzYbV6ekyQJpVGJFHSYbmtXLHCqBzfxiiYVmwKplHUaWKaYPZ84CWcfEs0UP3L7btznJo7gR+SQTkemDrqgK22fVsSQdyaeDGdgz+kCRSpCqJYASORQLDDxOzL2LIfs7IRYWo/nAiUq/dQjF6A3ovM3XL4ATJUwR3JM4FhmwsyguIdX5Rk++opf5YOo+jVVj+OJFPckkERlnO1+HM2pVtmVhW2b10PhZSg4ds3j+qEcpkIyVFM2WzfOHbYQA105ZPtYkFTWe3j7C5tUea5a3+I0fnee2J2MefabO5LhgpCGojp2z7fixI788uWLVdwvT7x7g46M1tF74L7XLrtCHD+/5jfmpp/x7ntbcdM8oy2oWF2+yWDtpc8mZXbYesnE8m5GyZrgqaVQtAj9vfQmOTElmZm1cSxjVWtvYC3oF+S7fs/BdK9NDzFuEpg+rlej1fNMi9aaXw/ZXvXrEpV4+nqUlVt8OpVfEieJIQ/fagr0/MZibnHQn819z5ClIP8fOOSr9vnM/daHHHzE3baasWmTbSLofxfVgFO/bkPQ5M+YENSdDkiiSVPeCRU55SJRFmnPJhdGZNOmexHNs4tgmSSzGGprlIyn7D5mToROmzC3YTJddauWAWqVMohxufsBjdt7myPQQG1cGvOXyBQIZsuOAQ2349O7VV19/o+8HetlI+bt+TeV3/ZOAEDW1ePiOPzz3tKEPKntFtPdgg/PWuZy93mXjaoczN4RMjE1x62MuDd9mpCqoV2yz9RNkHHE7ZqEDUehRtjBDnQzcvmt66b5nEXg2pUBSDgSVQFMrGeGhRllRLSlc27z3qv9+959kb0OmYHtiFcff2bZMLwc3/eYTNCVyMBQmesXp5dIR/XccvSmmIcXITS9K97VSCidA71BorYk1ZsijzaJGuiRFyV+b/h5mnxpm5K7N9SFKNM12ykIrYbGd0myntDoJ7U5Cu6Noh9DpCjqhpBNahuIam1uUOJQ8i3qQkKSabiJodxULrZTZRcn0vEezXeX681ocnO/wzJ6YnftTHt/h8/i2UVaNljnr9BVRJMY/+Lkv3fOHy0bK6jt4GV/w+K4jeH4cmUqi4aGxPzltQyeam9/9vj2HUzk2bHHm+g4bVh/ha48mbN01wvKaMNG7ZtOoaKpl02XpxhHfeMSjg8dyV+M7OnPTEvgZoyzw7d7qW+BBkO92uoZjDjA97zC7aBHF5pLa3/srpCyF/ceeqH7BAiUvNEUWxU/oh+hiOzAHuT5pqqIHf2xg9jOQb3NCFtTrifeHKWR5eSHKDzwuBaSk2iJSgjg1igJJCkm2qmZbectP9zZ7suYklhS9mYIUcPh4wuyiucI6tjLBxpGm/ZhqtLZAWxl3PcvBHYtuJlpf8j2uv6DDrY9GzHVchjuKhWbKbGBRCRzqM1XOXtPlZefPcstDwySpSR8Dt8t8GKjS0Or3jYyt/LNuZy76XvH5PQP87It+nKceu6mzbv2mL8a68ke7Dz0ElmamtcBtX4NvPTzGsOcwMSQYrjsM1wRDtZh6JaRW6ZCoLk89P44tbCquInAhKEZu3+x1lgNt+Oa+ohyklP2YUpBQK4dUy4t86a46+49WKflmk19KiaMKAB/IvftWKHaBo25ltt+9CH5CD7DP/R7UUBE98C899MAHfYS/eHd8sFXYWxMuUI77l4ust6NStNCEUuBrQaIMRcJOTVs0TTHbPKp/9YH8pDft15IPlUCxGLa5c5ug5nsMBZnClKcyHk5+Sps2oRFzkjiOhe/ZdEKXJPU4a+0Cjt1mpuMy0sbQqb2EwHMIPB/PGead18+ycmyGrbuqKG0DCes2XKorjdVfTONO511ve8P3Cs/vHeAAw2OrmFzR2HFwtvZL558n/mr+6J3y5vtSdhwYo+ZIhusw2rAZHbIYG0oZbYQMVduMNOb5xNcdDsxWafiCiqcoZ6aw5mZT8iXlQFMJdI+zXSkllEvmd9Src3zubpvP3m4z5KZMjuqeg5vWgzp5A6w8K5NmLhhY5R6bMhuJ92HQH1X2pnwM4L4fub/D1OQEQPdAXeyk0AO06A2g8h8oJv/aAFymRErQUWBn1iKOytOVvsdOv5g0f1RK04otB4oVYzGnrW/RSrt89q5RmpHHeFkRp/n+pDLTTJ1keXgWTCzwHBvPdWi2A8brXd586Sz/5ytljvlOtqgRY9uZq55dYqhq8yPndFg71uTZ58tsOecSNbl6/S8d7Zy2oywPfz+g+f0B+IqVW7j1/h3R1+Yv+sQvXPhQ6ZmtpQ/NzMK6ZbBtj8JzHYZrNhPDismxDstHF5gYmWP3kS7/cu8yktijUdeUPCh5Riyo5Bu5iUqgqQaaSikHd0y1FNLIwH3DXZr/+ZkxvNRlaLwv2KgMzXmAepr3v4sSzXYmx+xYCbaVZuP6tAcmz1VmbScr5jR9S72BtCRH6Xdz5AVl4fM+S68Pelno8KhUE0ZZRyNLUVAJSli0U4kNmVy0ScnylCW1Bmm9QvdTN8c2f2uk5vBbb51Dc5RP3zFBql1SpQoLFNmTF2k2d8jZmha+69Ds+CwLAl576QJ3PjnDrsNjJMpCa4UlIwLfo1GRpNri2afKOFISiyHue47f/N3rL/vEKZ0nU6u05d8PwAF+5JJTaDf3pUHwY7sWoqcWWw99rRq1ZhmquYBkYlSzYeUCo8MzHJ1tc9dTEZ++vcpdW+usrkHVV5R9E73LJbO8XC1pqmVNtZRSLcWUg5hqKaJRbVOrLPDFu1Pe/w8TdMMyy0ZUz8M8h5yx/c7fwFyqOc2WBpJs4Tk2IkN2jG3F2DJGCIVWUPc1r72qyw23Rew85BkCv2bAM/IkWcz3fOSdlBzUg+N6hesl7Dpg8ZU7Axa6EtzsBFQxIEhwaGL15I0toYmkSVf6kbwwtKF/bqZKsNh2WT1R4g9+aoYEuOGOSdAOkGY5vEbrtFDjGA6RY1t4rk2p7dD0fS49s8mf/coRPn1bh6f21NkzVSZMbHwvYfmoRTtOqQRtVi7zmFx//eKpp5+36/n9h9P1q78/4P6+AhxAWBW+8Uh049rlF/zyq67jz/fv+OrwU9ubTAxL1kw0WYxm+MZtglseXMbRoxGWF9EIzBZH2YVyEdxlqFcU1VJKpZRQCWIqpZBqucNwfZEDM20+e/sIx+ZqrB2FwNGFwU+meZKNuYt6IsZx2YgMudlmjOdEBF6I48Smp1wYfIw0FKvHI3YeSvq0WW1l+5fF0+l7h3Xvt4ligdlPUXLGnhYpe4/bTM/Z5kmCYTwmhtqLnRJ5HovYmaKuAXeS2VubqWRmB55rpGR98DgRdCOb2YUSK5d3+fFrFnn0qVl2HhvFkpYBdgZypdNeF8aStlkFdC3KvkM3dGm2XFYu6/BffrLLwcM2Nz8Ucd+zJfYeqzA+JBkaSpjtjPCKLdfOnHv+Wb8Ox26cmVv2/YTk9xfgQTAMQLu18A/rX3aZfatIPrDj4L1j48OzPPF8k5vurePKEstKNr/wMwsE9QX++FMJMrSpBCIDtkW9YiydGxWTklSCiFIQUQ5C6pUmU/Mt/vyGMrdvHWGkJqm6Cs8purxlSra5NqHVV7HNNcddJ8ZzzeJuye9wfDFlbkYzVklplAUqtYgih40TCb/+E4vsP+ay47ALZdOtSDNGYbHY/M5B/CLfUWgN5hszUuY0ghQ/iHn+sOTP/7HGtiN+lleATBNGKjGjVcVM2+HofJnQLbEgXGwhcaQyDMxcbzstDIGyQVCcCKJY0g0t2l2X6dkyF2+O+JW3HOeD/2xxdGEIpS1SpbLfoU3qokw+blsOnmNR9mzi1OHAlMMff3qCijvBj15mcc1ZXa47f54v36c4Oltm07o6L7/2muOnnHrVf55biP9hqL75+wru7zvA86NUrqH1widfef3lstme+uPnt39z7JYHfS7YUCJKFSVXsnm1zWxkG39NAZVAUivbNKqCkZpipB5Rr0RUSmFvz7MUdHHsFv98m80nbx6nUvIZ8oy1s+eawtIuuL31cm5b95YccgUt342oljtESYebHhB8+c46Ow+4nLa+w3t/vMmKYYc4sXBJuHpLxI9d2+TPbgjopAmp5ZAWZBdeDN2i+EFOvP4OCtFBG0MDcsdO6MQp/3xbwO2P1UCWwLYQacraZV1+6ydmOWNdws4DNl+8s83dTzWY6TZYEHZvkz22ILYhTrUpHHs6JfkmkCSMLDqhTavjE3hl3vnKWfYfn+IvvuAy1a0QKotaomklmm6iSFMFJMbV2rYp+TatjvEnbbYsjhwW7Fxl6qo4GeOV58/w1Qe61EYvOb589ZW/M7+QfHLlZP0HAcUXVrb6Xo8/+qM/5u1vvPSxkap9fP+R9lVj5W6wcnmbIzMp43WP8ZEmNz8M+w6UmahbjA/bjA3ZjA8pxodDJkfbrFw2x+TYLNVKCycTvj80HfNf/3aMmVaDsYpg2NdUfOMfVPIkQSb2aYrVfs/cbP0nBL7REqlV2qS0+NiXPf7gb5Zxz9YxDkzVeWpnicvPDFk5GhCGPmlq4TuaTWtCnjtgsWNfALaLZ8lMppmTyMQVuel9LRYrp/RafTKYPXDLHSjy5eK+DoqXbdF/8yHBf/vbIabaNaRfxrVdpLS5+Mw27/+5DhPDAWetg2vO76B1xNPbbBZjD8uSRpA0u7L1TXmXymrkz8cEBynBc1NWjbX52gOS4/MOXS1YbMfMNhWLoWXk1np2jKbYdB0YqsbYTpe9R13Gaw6NxiLP7o04MlVhw7pVM4lY+1s7d+/95DVXnPWDguEPDuAAH/nYp9l07puftNzG/kZNXX/HI9Nexa1wzfkhe6YW+OytNYY8hxWjFqNDDsuGYflYxJqJBTxvmju3xnzxAY8oiVm/PMSSCX/5pYAv3bOMasVj1M86LL6g7MteD9z3pOnI5OpafmrcKPyYkh9RDYwTxf+5yeFDn13ObHuI4ZrLREMyWnM4e71PoxQQJ06P/zw5FvHELsF9WwOU9HAsSWDrHq23t91vgZWvzmUbRjml1+otZhSk2gr3uemtXTAFyEV+PC/Etbt8+T6PL9w2ilUqU/NsxgIYKwtOmXTZNFlmoVkiil0aFTh/c4dURTyx26WVeLhS4GU2LrkbdZ87LzOb9T5vJ9+AEkKxellEsxtz/1M+jlC8/Nw53nrVArVal13HbFod22ifWOA4FrZlUS0JTl8bseNgxHN7PE5Z6bNuso1XWbd4/umrf3n98vQfX/nqN3+fSvOTHz+QFKV4VCqRQvqfkelEcvm54u+i1gFfWnM8/lyZtSMB9ZKmWrYYrgmWjYSsXrbA3uPz/OVNAXsOViH10N0OZ62ao16Z5dZHy0jHpZYp/weZcI/vGmcu15GGO+70ja36eXeC74YEfoevPQAf+qcx5tI6o3WL8SBlpAzLhizm5kZ4/nDEWKPLkBZYUtHthrz6kpAv3xXy3JGU1LNO6JoU9ysptPdOlnn3xvz0h0QDhK38F2Ypimun7DoCX72/BK5P4NqMeJrRsmKsBqNBhad2Vlg+0mWo1iFNJcMNwXvescC2wzPcdI/Pou1TsgVuAl6icRNNHGtiWxHFiigWdKPM4DeyslzcwXc9upHPtee2+NDnbEpBwMWbbd54WYQSTXYePcxHvzzMnkNVHMsEk0rJYd/REo2Ww3kbF9h/xPS6zz37rO5p60d+vj7kfH6xGX9PY/jv5PieuCjfyfHzP/UTXHRKK7307OWff9klIz955ukj3dsf8VkxXOHyLYm5FDuC4XrKqvEmh+fm+e+fLvP4thFGfZ8L1zuMV4eYnh8iVQ5KODi2sbYIXJ3pjufAlj21Kjfnk2d6iJ6T4LkRgR/S7Ib89c01ZqI6jbLFqK8YKmmGKkZANE0lC02HVsehEzqEsUucukwOa6peDEqdYPcxwADs3YsTwH0CA1eTLfT2t9sHieamWS2lphkKDk0bu5ayDRVXU/E01cCkPtPzNjMLHvNNn8V2wNxCmYod8O5XLVIvL9KKFc1EEMaCKDF5eJSa2UGcGA+cMDb+pp1Q0g4tuqGZToaxi1YWjrQYK1vMTJV55LlR5uaXcf66Mr/741OMjS+ybxpmF1LiWJGqlLuf0hw8UuOS0y384RXdQ4vLf3Khvfbztz7oppdc8dM/aPj94AEOcPZFP81IbV96xoXtL6Ry/U+fsWlj27JDth4QHF6AwIOV4x2OzM/zR58qc+RYg7MmJZtWWGxY6bB8VFPyEp7bL5htBtRdQcXVlFwIMs6K71nGds7FyEG4ytwcIx9nAB7jux3ufNrivueG8AKXIVdR9TRlz6Q5vmshM6K/IRHZxIlNktgkqZW5BQ9I3yxZFBY9v8j+dHJwNn9yS+6sr66K5lDmFBJotFAkCLAcbGn1FL48x6QZKjPebXUsmh2HVsej3fVZbJa5YJPg6rPnIO6yGAu6CUSJIEwgjo0AZhQpwiglDDXdUNAJBZ2uTbtr0+46tNo+9bLNutUduiEcmU7ZsR+27yuzbc84K4eG+P2fmmFkrMmBGU0YpYwNLbJx5SLtuMvQ6FlcvGXTu//wN0tfuG/78fQ9v/Dmfwvo/eBTlPwYX/+LfPmLn9Ffvfu+z1265Rx7ckL/lbT21H3ps2YiYa49z1/8S8DCbI2zJgUTwxbLR10mxzTLRrpUywt8/OseU1MVVg0pKr6m5BcsUlxpliJcnblIaDw70zzJbFF8N6ITx/zD14eJozLDVZHxXzS+J3Bd04WRIlOLVYI0NRE9jCxWjmuuuTTiqcPGGaFnWd3jnoseoJcaMy1NVXLfdq11f7m3N0DKJJszQpSU0A0F37zPZe9RB8fNLBEzRzMhzOg9TvLoa7ognuvQ7nqMBj4/fX2b2x5rsRj7tBxJKVG4iSZKNE6isWMjydy1FLZtZUUnOLaN67gstHwmxz3edMU8f/qZOkfmLEp+jC09lPaJkhHWTNi89+1zfPjzFvuOVhgddtl9NGHZslVTr3v1K2dXrNq0Z2Yh1sM1998Kdv82ETw/Xv/Gt3HRWefw1uvlp6+9fPWvbdx4xfSZGxt43nE+8kWJCutcutlh7XKH8RGX5aOwYqzLuskZnj/e5V/uHWG4YjFU0sYiJeOsBL5lgO5lFimuGpBq9jKxysDr8pX7bO56ooHj29QcZXJ4J19qNtv4Mp+d6FxCwViD+CVYtzLFz8JC0fq7tzlk9XcgRbYn+kIRvDhgSRWoVGb96XybPefTCOIE9h6wSVrSdGDEoA2L4XFrI4AfmV52N3TohC6tts8VZ8FrLp1DxyGtBLoJmYQxmYxxrvCa0ummtLvQ6goWOxaLbYf5ZsDMfI03XJKyfnKWXcfg8HTKkemII1Ow66DPfU+P4jLGe940w0I0x3yrxjWXXzFtDZ36m5s2nrHJdrjHdZ1/S8j92wIc4Od+5mcpLftplq3+0b9/4+vf/t4t519w/HjbRcdlXnGBzUVnhLiOZLgmmByLWLdijoXuPB+/uY6tSiyvKhoVjFRzyaJUsg1vxc+6Jp7CX2Im6zgJrhuTpBGfvq1CWwVUHSj11K2MfbSTLzJnE9CMJAja7Hw2FyU79lp0E9MN6W0L9W65uH1f6N4YoRqQ5iAvyrzlY/NU5YsK/atGbj2SKjPAOmVNSlDVoMTAFlB+siRplnpkLg9GitimG3kI4fO2aztIu0sn0XRTI/AfJ/Rz71DTDRXtMKXdUTTbgmZbMt+0mV30mJqtgBri3a9qUa4usP2Y4MhMytxiShSnPPBsxDfur5BGQ5y12eFlL7/g+NVXveW97/rR6/4eEjwpdMX/bgk7393xb5aiLD2CcpU4nv+bKy69VljC/uO4c8/YppX7eXKXTaoC1kxEnL5+moVwlj/9XJ17HhthVQPG6tCoGJmBsm8RBFbWB9dGttkz3j+5BrnhnqT4bsSeo7BtfwVpOUZA3yHTX8nBLXvmpcXlX41plx08Jrn9AZ9WZDHiaWzRN7mypRjshcu+o0MxTSnm26kCkQqSLHe3pCCxZDYlzGSPU0GSSLyq4NqLu3z8GymHj/dfx7wOVdlEMkkFcSINwGOLKLYJI4c4dtm0osspEy22HarSTW3i1HDH4wQsabbrNWlWQKfZySNJUyvz+wGE4OqzQMp5/udnBU8dqGLbKasmJBNjXR7YmlKuLOPaq685ftY5l/4OOv6b4aHaSwWzlw7gAI5T58ixzic2bro6Ga77H/rW7V8bWliMueTMiBXLZjkwM8/ffqPGY88Ms2FEMFqHoapFo+oQ+GYwkWt718qmPdWz+LAKopUyJQgibn7IY2axRMkWBHZqLMZ7sm4SK9/zlIUpInkerTLGnwRhFSwKs+FMrk+eK9raWQ8848aIwmZQLs/Q9y3NXCPyHrktiFOTFiWZGq9SMjcR6cvB9U6WzP4wn0gmgjg2ltdm08YmjFwaFZvXXtjkmX+OiUo2SZYiJQrCBBKliFNBqlLTuREm9elG0AklceKYEyi2uHCjw3ve2OTvbonZM1tFPO1x8ek+r7i8zBlnvHz28osv+i3Hsf9OiG+vH/iDPF5SgANMjAckafgPnnv+jF06uuEdPxp+8PGn7nA+f5egG5fZt6/K2atcfDfBdyVjQw6To4JGNWZq3iJNJZVSSqMa0ahGWFLT7tom2mCKQM9JOT6neHBbiU7iMu6bvLunluXIbLxv7E2swh5kb8Mdc6IgJUKK/lAj0yA3Tgqit/Wfc2JycC91U86XpItC9PkOqWNJYjtzS0ssksRCKSvTazYEpyJb3fwe3RP4ieI8VcnAHduEsUOlZHPe5oiR4ZAwCfrGtsKIdbZCk1YNlQwtN/A0ix3F7EJKvSyJEhutHdpdyZFpjw0TgrddtchsS7B1V4ioXBNffZ713i3nn7dL435FCO+lhtdLD3AA2/KU7m698Rffdb27e9f2ttph/aUlHxNCL8qz13mUgi7PH5SMljxGG5I1k00OzbTZtq/BKSsdauWEFWOL2M48c02HueaybGRsYOB7KY/vlDy3PUAKi5Kt+hrhDri2NGZUWfQeGNaQbwQZsU5p2XiyMKYvnChmIVriuhZONpYHA77iMeCnmanBOpnjcC7VYNsSL5bEiUWc2iSpTZpIkkRlwvuiz4PRxTzc+N+EkSB0TKszylKVVDmcsanDqWu6PPJc9tpLw8G3LEFbdznWlCyELpYFw3XBqWsTHt3dYe8xF8cWBJ5NvdJl16GYw9NVFJpGUFO/8pPnaPyNvzIrzvrbux89HF13xfefOPVdYeulfgD5IfzTueWubZHrrfwHt2Tfft3lU2/dvmv+vxMf4fBswtrlZUbrXXzXRVpNvnyvxZAnqJQUk2NNXP84/+uGCkcONzh/o8MpqwXVUgzC5JeJ0kSJg2eJgR6y2diXuG6ms1KQFMx70TkP+5EdLkcWPHxb4FmqIEyU/R7XrNh5rsxJftm2vzgJyPPlDAWYK4BSphg1CwSa0DXgjBOLMHIYqUvO3RRy4H4F2u7vRGePWWnTSQkjkyq5jiSMJFFkAJ4kDr4lcWViNnMw9UK1JNm4yuWdp3fYNz3Fn95QZ99smfEhRb0ked3lbT72LxDGDgemE+JUEirF9l0pW07bAP7oH1xw1sbPlUfH9qvunsgqn/1Sw6l3/Jt3UV7suO7KzVx90ZrOljVPbh9f7v7JVRdteJ8qbUyn5odYMxnyzP4Ux4m4d6tibj5g1bjFqvEunj/Nh/6lxr2PjUDq0I0M9VOQc8ATLEshbBtP9pVqc3AHmROz4xhg57JlOSbNJk3KXU967Jv2CNy+IKgRJjJ9+MCzKPuSWhkaFU29YgpZQ0ctyjCYTksUKxZbCYutmFY721jvmp63AabJo6PEohvZTAwJLj87JCFbG8tSn5xTIoA4UXTClHZX0+4KupHJw+PEIkktVGKhU0WqFFFqIr9tGVElSZmrzyzxGz+6QCdtsX8qZd8Rm9GyzyVntYhTxWlrW+w6FLO84YZXXjg6JdxT3nfhFav+5DPfOrxdWJs6/57ADf/OAJ4f5178bmruWHrWRT/zX9/0+nd94F1vuyKMRJWq52LZHZ7c5bJmzGPT6pSgNMfHvlLmue0jTDYkgZu7pikqpYhKqYPtRD3FV1saQlEedcuBTb0sGKmb3nk31HS6Rp0pTbNeodDGZ0gKbGkT2EX121ycyKIUSCplzVAlZXwoYs1EGyFD5hZiumFKqow2S+DBSE2jSdl/LGFqLmGumdDsJLS7ik4InagAztjuRWCVAirNSk3TnnRtYXRjPIsoVswuxCw0U5ptQbvbB7hSfWeNNEmY62oWuiIb1Ws6XYsj0zXOXjPEz7+6SzPusONAyt5DVc5cZ9FNO0SRx8b1VRbVljvWr2iu0rL8/ofuidN3vePtLzVsTnr8u0lRlh7rTn870zNNhoda/2X52NWyLdZeGthfle1UXeqo2D5jnWT52CLfehy2bhvilefb7JyKOXbMCHU2qhGtqMWjO2MuPNVGCnAyh+AewD1JpSQZrms2rGxx/1bNnsMuy4ZdAt90MpQ2Ef/IDByc7rMIPVv3cm6Tmpjl6FpJMVyPGR/uoMUcj9xaobVQZsWo4ctIafr1K8dDGkPT3PFsgL3oMVFXPX0SMz2UdF3Ty+5GFlHsECUOK0a6TAxHxKnfE+XxXON2t2wkYcehkKefEWxYrnEdSaVkrgZJanrqkYJYeQxVU7ZsnqO9GDDX8ohijefF7DoUsvdQg5ddIJlrtnngSY+ndrmcvdFn49pSEqZj973z7dcrGZzyCNC97jWNlxoqL3r8u4zg+TEyXEGIZUh7+Hfue+LANcfU+a9JvatueMPLN6p6FY4vdDhy3OO8DR6Xnd1mxfgiji0Yqmqq5SZfulfxJ5+a5O7HV7NqLODs07pmo14YgAeepFKCsaGYRnWWHcea7Dma0GylhDGZmCSU/IQndlk8srVMSUoCJ9NNtEUhPRGUfU2tkjBUC5kYmeOuZ7rc+bTTi5BKm9ab62g8N+XqLW0u2zLDvnmYacFiW9HupnRCRTfqpyphZEhPSepy0akpF2zsEnbNY5MSXMekRetXdFi7apbpbsLUvKbZSeiEEMbC9LITwUPPeuw5UuOy0wP+4G2a118xz1w3Ya6piGPB/umEe5+JeHxbmeVDHrVyCyUEM+Gp6h2vufCG97xr82scvfuayWWN351c1nipIfJtj3+3EXzp8du/+Dqac7sXyyX/V7ftWrfz4UcfPHNmvvFGz9rPqokuR+djDh7RjNcly8diZlodnthRYdN4mTRSBK7NxIjKyP5mvc1zJWVfs2woZOehiCd3uASYPDZNAU3m2ZPQjiCVLmVXUHJ1xnsxDEbflQSesSyvlhKGam0Wu00+d1eDwHV6vj9FHc40FbQ7Jd561RQ3P9TieLNCyVX4rsYPFV1PEcaSTiQJMoB3uh4Kh8CNUSI1g6IsB3ds8F3NBZs63LLK4chBj7GGIoxMkWsmpYIj0xZR1yIQNrv3j3Pu+uPc8VjIoSmX47M26yYSdgx32HUoYHJU8upr1lAtj31x86kXP015+Yd3HOsubjlj7UsNh+/4+HcdwZcelcZ6hDs5daw7/vvrz3nbr592xvVffPlVl7HQDXhur2bv4TKbVwvGR+a560lQcYUz1gnWr2yxbX/C/U+WEDrfqDG02sBXVMshCkUYW/QIrtroqAReSqubct9TPu2mS72kDIMx00h0XZnl4OZ7y37MaL3FLY/CrkNV6p5xdMu3eXQ2Ug9ji1bHY/2EzfUXzDG1qGl2jQVgFKVEkSbMongntGiHNgstj1rJ5dKzuvhBTCfKSFl5z16bfFyQsthVdEJFGCuS1NQTAsnlZ0esW9tmx5GUZ3ZJbKpcuaXL4cWYbftgecNhcixm/SqfzaddxsuvftkX3/GO1/z6eeeUf//MzRNTP0zghh+iCF48rjp3FWk4u1eefvpvPfW08w8j46e855GnH7/qvM4+huqHCNM29z87xJZVFmdtbLLr8Bw3PuCy50iALyRKpyZVsAW+qyj5IZVKjO9JLPqkKdvW+G7M9GLCswdqONI2Sk8+lDyTexuCljG28tyUcilCiw5PPB/gC5uarw0hzDMbM0kK7a40tNa2y0hcYsvaJp+RIYuhx1CkiBIjgBnFMqPASlzbIfA8xocDTl05z1A9ot30SBKVLf8aD9Ju12KxrWiFEMZZapQKhDAT1zXjNr/w2jm+crfkqT011k76XLQZvvpAl6OzbQ5MjfGjr1rF+Nh5d1pO+cNe+ZQn9x9I9q5e9d0rvL6Uxw8lwAEsbwhgp9Z6J/D003sWl//MO7Z87P5Hn9i4fe9Tlu9YnLIqZu9UyI69dTZNhrRakpSY2RlpijlHUw5SIOKxnTbzTZvhRn7J1/huSskPufc5yZPPl1leg1oJqpnlhuv2J5+2pXFtRb0UsvOg4tHnKjR8QTXQVEsWw3Ub14HZhYQoNifHQtul2Qm46NRFNqxscehIwERN9zQEUwXdCISQSGnor8dny5yxZpFzNrS4/aFy1hI13xvFkrFhwZaNHbbvS2l17Sz3B9eNeWSHjdbjPLdHc8FGm237u2zbJ1k14XHumhJveMWmtDZ07s5zNs38X8Hw5YeB7UWKwQ/j8UML8PzI3oDtOpneHsXJK47NOyuWjVx+Q6jvrEm9q/zVey0u3BSw77ji1Emb8fEOX7wjyDTGoV4OOTofcfeDHosLEmvEcEECDzMokh12H7MRymOkrGmUJaMNh1rFIsm2YpJMiNZsJ0VsPyRZaHssL+VqARarJxSW0+LJ58EVPqXApVE1UXy44XLKii7PH1TEWW9aSrMA3A01zbaJ5o7lUCn5jDZKrFsW8i0Rs9B1CSNFkpjUp1FLue7iFnc83mGuXSGONWEsSBL45qMeq4YdVg8vsv9wmVddNMcTz5fBO6/1a7941cJQpfWWSK4/eLxj713zQw7s/PihB3h+CHsErdXel105vv/IsdYZP/6m6JLFzoUfH1m2N1lZf3T4pjuj6lBVsHV3xNqxgLEhM+Oea8f8y91lKlWfMzbHJKGLbQsqQcqy4Rb7pyO+8sA4Nc+iXlIM1RyWj0kmx7rceF9MID0C10FpcGyF1jGfv6tMGDmUh016Ui1LxodCYtlkquPjxIoVLUW7Y9HqOCwfdXnzVU1ufTgmSh2kNOKjEyOKwJvmprvLLB9x8VybesWh1SnxmgvbfOuhJsemh1g5ojOFVsWj2x2anWF+/lUtvnS7ixAux2dT9hx2OXPDDHv3DeN5ZY61hxeXrbps5g1bTrE7ofPuUzetvx9ZmU8UyrH+Y4AbfsiKzG93ZAanamLk+Oyylcu+Xq7WNv3dP35rw1kX/PT7zz/nymfWrB59vBVNds87LaCrFojjmIU2TM1XufasEuuXm0ZH4AlGh7rMd5r89VfrHDpapeJqAlcyVLNYtzxi45qj7DgecXg6pR2aHU3XSRFWhNIOZUfgO2ZCaFqIKZ4TkaYp7VAXWoGG6SeURaojuokhZ5U8wYqxiFWTizx7pMveIzEz84p216LdtVk5WuJnX9UmqLY5vqBoh8YDbs8hm7sfmaBeLuMHxnsIZ5HdRwI2rRjrBpXxx7ecfdUzv/nLP/H+B+68cUOlWt9UaSz/+qM7FmeFEP+hwA3/gSJ48RD2OjACsO2pY9uxHfuD0rI/aLlnWW9/XeUvK0F701fu3HvF8spxS9Jlombh2hESRdmXDFWgVmnyz7eX2L5zlE0TCa1QoYXLSB0ml81x73OKRLnMdxRhZPjcw7WQB7bZ7DtWIrCFMbiychOtlCgx08y8L27s/gTdyGXVmMXFp7bYurOMUhLf09QrHYQQXHJ6i0efc1i54AAKpUN2HSxx+kqXH7umwxdu98ySdNcmSgTzzZjphTKuJ6lVfV537fJ0Njrl7pUT5e3XDzd/KYrStFwKeMs73683rlvXfqnfrx/k8R8S4MVjdHwT9Jmlydzs/C9UAm9ozfqp/3Hjrbe6kU7T0zbWzqsNRefbe47QCFJcp8vOQzFHjlR421UJlhNxeLbLseM1RhuaQ3Ndbr1/lLdekvLU7jZh7FH2E47Nhdx4b5Ww6RNYKc2uaeMZDxuFrdOM9GVYf1JCOYiRQlMLKrzu0g7HZ9q0wiqeo9l7POSp7TWuP0+wf6rD8XmPVjfh6w8JjhyvIIXHuZsV6ybazC5YHDoK9WqZUzdPEATeIxtWLj76iiuWWWec9/rI8pb/rko7s2dWX7rlg5fi+A8P8KVHY6gOMAv8J4CnH7sLy5JX7Tu2eP0ldustnhVvHqm2eOipJ2lUHDx/hiSOOHd9m8eTEo1ayC2PuYwELheftkDZ67Jrv2Sk0eYrD1g8t6vGNWckHF9UHJyCJHEoB4YX00lDEmUsW1pdjWOn1Cuz7D7kcHh2mDPXzvOKSzrc/kCZNNXcv9XhmZ0um1Z5XLvlON98MObQcc3D2zXjjQ5ChqRpjS2bNI2hs9m4qsTycWtbinfD8bnxb6xZr+68+kcuA37lpX7ZX7Lj/3MAX3qcee6VAHe2m7N3Ane1u/GGNDquDhzepUrlNeuCRv23m3P7WNQJKybmODS9nx17SlTchJlFxfSCZHwoIdUdDk27bFhu84YrZ9h1qMpCd4HjUyUCL2JmMWFhMaBR8tD1hG5sJoxfvNeiuVjmucPgWz6j9ZREJByZsRgux9QCTZrAiiFJpbRIwgRvun45EovNG1cwNbX4Jwea089fecVlcvXksFTa3wX66xeM/mC0/n7Yjv/PAzw/SpUhgK/nnz/27BSO6zamjh+57/B+l2PzOn7Z1d5vdOPoutFVHlGkOXb0Pp47uMAbLtUcmApodz2W1VPu3xrTKCVccEqLu1ohs4tdjswIlg/bWMrirDUh3UhxfE5x11aLs1clXHjKLAutGmsnA85e7zDVcnjdFpdyqcH5F1+BRvCzKwRxIm85b8Pshw4dd5xTzziTxvCyO19LNCfE5Ev9Ev67PP7/AH+B49zTRgHmgC8DdFv7AZ6L42TZmrWOWmjF3HTzVhY6MdVyxIHjLrPzxD/zxkv+8L6npl47OUk8sXKOc/Uwo40uiy2LZcMRF2wJmBgSTLctJmqCS/0Op66wOWdzx9l9ePlNw85tfzjecJz9x21GGw6TUZVVa84kTh2GJ4RUiKMpPH/lmStf6pfoh+L4j9UTeomPZ5+5BynFsi/fub++eSLRG1fNc+BYg9F6l8WWTa0Sc8/THvWyZKYtWVYTHJrusm6ZxXmnxmL3sQ3zQuij11x19Uv9VP7DHP8vhTG+nHC0d8QAAAAldEVYdGRhdGU6Y3JlYXRlADIwMjAtMTEtMDdUMTg6MzU6NDErMDA6MDDZGr+JAAAAJXRFWHRkYXRlOm1vZGlmeQAyMDIwLTExLTA3VDE4OjM1OjQxKzAwOjAwqEcHNQAAADl0RVh0U29mdHdhcmUAbWF0cGxvdGxpYiB2ZXJzaW9uIDIuMi41LCBodHRwOi8vbWF0cGxvdGxpYi5vcmcvSM8oowAAAABJRU5ErkJggg==', 'weight': 12}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 39153000
{'hecke_orbit_code': 549957140564, 'n': 1, 'trace_an': 14}
-
id: 39153001
{'hecke_orbit_code': 549957140564, 'n': 2, 'trace_an': 0}
-
id: 39153002
{'hecke_orbit_code': 549957140564, 'n': 3, 'trace_an': 1701}
-
id: 39153003
{'hecke_orbit_code': 549957140564, 'n': 4, 'trace_an': 0}
-
id: 39153004
{'hecke_orbit_code': 549957140564, 'n': 5, 'trace_an': 7218}
-
id: 39153005
{'hecke_orbit_code': 549957140564, 'n': 6, 'trace_an': 0}
-
id: 39153006
{'hecke_orbit_code': 549957140564, 'n': 7, 'trace_an': 35001}
-
id: 39153007
{'hecke_orbit_code': 549957140564, 'n': 8, 'trace_an': 0}
-
id: 39153008
{'hecke_orbit_code': 549957140564, 'n': 9, 'trace_an': -413343}
-
id: 39153009
{'hecke_orbit_code': 549957140564, 'n': 10, 'trace_an': 0}
-
id: 39153010
{'hecke_orbit_code': 549957140564, 'n': 11, 'trace_an': 54450}
-
id: 39153011
{'hecke_orbit_code': 549957140564, 'n': 12, 'trace_an': 0}
-
id: 39153012
{'hecke_orbit_code': 549957140564, 'n': 13, 'trace_an': 1534982}
-
id: 39153013
{'hecke_orbit_code': 549957140564, 'n': 14, 'trace_an': 0}
-
id: 39153014
{'hecke_orbit_code': 549957140564, 'n': 15, 'trace_an': 3507948}
-
id: 39153015
{'hecke_orbit_code': 549957140564, 'n': 16, 'trace_an': 0}
-
id: 39153016
{'hecke_orbit_code': 549957140564, 'n': 17, 'trace_an': 1478880}
-
id: 39153017
{'hecke_orbit_code': 549957140564, 'n': 18, 'trace_an': 0}
-
id: 39153018
{'hecke_orbit_code': 549957140564, 'n': 19, 'trace_an': -22875935}
-
id: 39153019
{'hecke_orbit_code': 549957140564, 'n': 20, 'trace_an': 0}
-
id: 39153020
{'hecke_orbit_code': 549957140564, 'n': 21, 'trace_an': 3394224}
-
id: 39153021
{'hecke_orbit_code': 549957140564, 'n': 22, 'trace_an': 0}
-
id: 39153022
{'hecke_orbit_code': 549957140564, 'n': 23, 'trace_an': 62540568}
-
id: 39153023
{'hecke_orbit_code': 549957140564, 'n': 24, 'trace_an': 0}
-
id: 39153024
{'hecke_orbit_code': 549957140564, 'n': 25, 'trace_an': -62136141}
-
id: 39153025
{'hecke_orbit_code': 549957140564, 'n': 26, 'trace_an': 0}
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