JSFH Resolu\303\247\303\243o dos exerc\303\255cios 9.40, 9.51 e 9.57 do livro de Circuitos do Nilsson 9.40) Temos o seguinte cicuito: yIpyIr<K_Tn^T^;FZ;BR<`:rpH^<FZ;NZ;F:?b:?:Hj<Hj;Hj;nZ>^Z=fZAnZAvZAnZAB<Mr<MB<Kb<Kr;Ib<Ub<Or<SB=SB=IR<Wr=UB=Wr<SB=xygS:?b:VZ=r:Ab;SB<IB<SB=SB=:::::::jy=V:@K>fq;Vs=FZ\\b:]R:AR>=ryCpIR:ER:=R:=Z:>:;:@J;HJ<PJ=XJ>`J?hjyMfo@<?R:Ar:?B;AR;EB;CZ;fi;NZ=>Z>F\\?N\\[F`;oZMFd[wZ\\FhNN`;Hl[@[]NbkHrONdKAx^V`\\Oh<H[Dn\\Q>]SN]_n^a>_cN_nf`pv`rFatVb>gb@wbBGcDWdNgdPwdRGeTWf^gf`wfbGgdWhnghpwhrGitWj>hj@xjBHkDPlM`lOplQ@mSPm\\Xn^hn`xnbHodPpm`poppq@qsPq<Yr>ir@yrBIsDQtMatOqtQAuSQu[Qv]av_qvaAwcQwkQxmaxoqxqAysQyyaRyR:Hj:FZ;:<:;Z;N:C::PuBNZ;NZ>^Z=^ZAfZ>^:=b:im:Dj;@K<PjJ@M=DkZ@o=@prHKKDm:]JDDnBAtRAv>HlSDOrQKkDqbeJELLT@xL@yE\\kFn^a>?PMUX=:::::bZAF[E>:::::::g@DxkMHJsIYt;NUSr:=J;@k;@K:x]wAw\\PkbbbOFD::::::xpEakkMm<=RrpuayNw<NxLV`Xw=DTxePYYwY\\pPYQZyVjyVD`Of]PgQQQAtA`rMHurPTiavOdNM]KlilTusRdkSApAeyb=nHdWhI\\=wo]fabWxQIsl^fgYZqWbVxfWNapyoYpiGnyYqeH>yWYyQ_iE?yYgn<_nvq_oXcWYcQok[icnPljndKDw_dMmEjQCp?YhYHxme[ev=?x>]iKYE=Oy;=yDOY]Iwk?yB]uv_CEUF?ifSwci?DlSV`ub<_rMcS:eiH[gS;C>gEa_bHIU@QYMmTneFL;uWCu]wdDgwdqe=MVTeuVaEGgc_geL_ilWhJEH?;e?guVaP;Hq]IJHmreYvYHuimYDHt]yoUqnMqRxYNrIojuyIQQjyp=dPS`PUdYQIuVhoAEkhLnSdlgMvLmJ^@Jbpk[ilCXv[<nI\\pWMRoqqYlKtQtKTJXIJugyx`iwVyu?yi^rQNmggjIijvycZis\\ge=^rxX]y@hQqiY^tZOhL@rVa[JHdAPcqAuBifrfeVPxw`tuAt=>o\\Pk:>_\\PK:::::::::::::::>FCUbmCjsCV=CNmseQxAEviiw=OFewI?siW]Igow]CX]AeJ]yUEX\\sYC=YxSIGiYoIb[cytqu@Cca?y@[ujYFgssy\\LJ@m=LlexwyPueUvVuU=lY?TwThpXhLhTwThMves[anUEWPuOwAxQUT]TKpivIpwAuqhMV@YoQxi>NswimowaSybpi_jyp?h`k`\\xO^WpooicS?r[yohow`AqwWrkX[^NgA?]SYwTDy[HxesxIDxYTkycgYVuMTryKvyp]eWk\\yK=XxeuQXRKyubeo:<PeewKXMwiNElvV<mjUNATxOhXiPULmoOyqZatUUuaMMUXwA=xo\\xSTxv`pPXvgUTcNwHgvs>]HYgiyy:vZx?sxg\\jyjgYa]yeD@t=Qixy^kqvYhg_PweX_`as=Q[\\@jMV]lgd<vvLHbxfpaQxyAZ;A`xx]aPjMHrlqurOkiSKYwgKv[Gf`[do?bOmSFIyUkfByXhOvUqx_sCNEreaBXiDNkwyDRjxS?\\yQ]OT=WxANkyK:XT<uxQutFlUVQyohxT@Ue<XlTRWqSdxQXemetvy=JrqPxXkihjy?vYPeYIjoAy`VtvIbjYv?QyXxlgHbk^rZ`oPOtf>uSFyS?]JVhRQyQWuYq]xW[byqnxd;yiL>iU^ryGgTnfy`fgofXhrvYqEH[rF`GogviwTH_<Naq>anWd=PksytpYayAZ<HarWcpa^jyv>YuIV[vabrYpfhckQeBNfNqovHbfhbs_a`^^Kp\\BwmCiZ^_rfH[s>sEvmt@_=vvy>y[v];psGXyRoiNymKfnNi_g_hIWkyu>ssJeUrQBY[WUWemUcJ=Y]cYVAY[wsN[rPmB@eyecxTIUP?CqugmMdpiRVeIjGciMty;bZmuy@vHtMIxi;y`vwcuWorYd?y]K^iMghoWfwIm^_aQGoE`tLAvfF]>Q[Kn\\g^rLNc:@c\\OaVvdQI\\>Q^a?r;Feq`[JFb]iPoc\\KCb?b\\KCb:::::j[lsrDN;XJT^pKgBcRNE<::::RpCsp[FbqgDgfDosrsrR]iruVM_FqStFMXSUIaYRdIxIGFT=RlifSqBP;e;MIpIIyMcj?sMGDyQWryUpiRjyXAyuTysZIhkixIyRGYw=ecyAWV_BpMexUS\\?F;GT:cT@?uWkSwuhQsvIAumUVhyRv_fySsy;Rjwr`yI:KHw=BwYY^SyqkvydKXxRmly]]yemvY=y]yuGxMnUXx`oyOjwV_yU^KwyTrX\\yfyiAW`\\ysvI\\cyevik:w]GGiXfssykkYnBqxi_sygkvWsyE=qUvagyWvSExakyB_ximi@YFxAuqUvacyVwCEyAevy\\VdAJtiVZ<NjEKyHTxaPYIoy_hxYfvYg`yhwykxp`?>awqnvGeYXy;FwYK`xY:TrZ\\yhyY:X>yGy_RTyDy<NIXvwINy=WI`kxUSypJvIRkYJ@ypLHWxxmjivqdmvUwKLL`uvomkbDLQinSdvrEtk]yHeQ@@srMtY<ydxNgiLcDwk@YYYswILvttmAxoTVqDPWqpwxnAuOEIWNaUEpLV\\kYXM_moYxku@sI=Nvysy_ZyHxqgwNnqWVtxw^v_hkymD`yeFvwQhMarI^nAyf[OgT`mPQpCFn@pfEwiTHZ\\VnONwDw_vvdQYcZwk<>bdYohw\\[okoN[uH`:XjH`\\;nkbVZ[ymMvy:Frf_piYkpQq@vkuq`vIaky\\@yYqrTgUDKgQMyx?ynSEycs[QEGitvWdt?S`auw[rI;c\\ssGyI:EBayuZwbBqGvIXuQDvqXOky?SwmAeGEgcwTcshPgW^SWKwBn]yjsC=Yxs?FOmEUQFaSv>wTnqy>yI:hMXYlwAKvXWkuxXAx^uTLhUvaUkaPxYNultBEtnUx^to\\DrPdtYXQIpYJYQ?HMGyOv]lMlyCxU[yMrAoiTRiyKrYx?mVU=YvYqhTUe=TV=rMdwGdVa]y;QkJDoaHSJxZNFZmaxY>xOwgTy_?QmA^yfv[InYwhDoGxEDEADNggaAIQ]gg]YAUX\\UdrEEfaCRwsmkfKWHAwf:gFjQgXIFyirN;DxGHGUu:gYWkYW?yqQvy@ktppYhY]hy]lr\\LTg]ynXQTiqThk?arBHpBqSHdLMEY\\lPvHxYhqgdwLDTKTN;<T[=SJ]ldHJ:ITF<JjXO<uq^ySrynqaJy]vIaKypLvxVZdweyWEPYNQqg\\XyyVH`Pn@u\\@uJlROlRJDppurWMtkdS:DyA=rI=YdxWC`OxHQbuuFtQbyk=PyyDRyplrMRcINJyoxeugMobQmvLkS\\j<LgkFcRH_saf?GsZafJx[SqxKP@edZCiACDT?t]IGAuyTExIUuUkx^ITyggyoRToeEIWdyHxqUP[iqaWS?YAQRPahJQR]Ocw_hrmsrce>QSdiTFEFVOypeFp]EaWVMyuRYU]]gdKWyEGycdd;fDAfbMYiyCvwBZwca[BSyu?Ey]IyLCyXicsyckwGSyDpayr;uyhSFAYfdYndsjtYuTxEuYFXykYpxmkairY<y]PtyDyT<jxPMliqUjAIlfyuRtyTHyQlyRxX]yVwamIUky<xAeny=JlepY@xAuQUxqbmVvIuy_ZtwdyuB[t;aX=Mr;;vYOSTUv[[y^oyYoSxIgykry;rr;uyjbdYnesmLyU=TyYvy=jGxNxmw]er=IW\\HwYptR=tAPTHLukPlG`KlERApmaqmOTxpHJyijJhYS\\yGIXpyo?lXYyLvEpkUVsqwTDsfEThiKuls;DyPXwEUYu`VFPJl@lAIJL<rrtuMtY\\ySIlm^<ymqocMyyOuagr<Nypqrbg_EAgtQg;V^[V[mi_rX^M`tKveEyt=ymrq^Qfw=>oxIupyaFfovH[\\igqNv@fmqg]NijfanI_wnQ\\bx\\G`k\\g`^>`hGm?uYGEtmXSgD=Swy;bD]I^qDvKiIegBIHhAb[IIqyU]hSjyTfyskutA=xHTK]yQgYo\\UweUUWMOEXsNtjCUt^<kFEpdXq<pxFuVfHk_eSfyi@DxoHHyBgih\\Ixggi?evkwyL[t;ahRSbwYEmv_K`Wb@mI^wukyaRVhuicr?pyAZVy[DwYCqi\\yk:jZukD?:c`QIlfyUBIT@ZAu@ZyAZ<tD<jB]DGVI`g:vBxfKFwYS]x;jr?SJxhf:^[uKyuBZsu]kAbI:::d;:::?>@CTBrKjBj@CMmiAIxvyrrMTsquAS@WxYAuuUFZyUlSHxa?jKLoy<y];J;;HjguqUlQs<yUmxj=y_UorYR@Qy?qn;HVgMLypphqxbELVXSR]k^UPX<XNTLY]pxyry<xWyY:Humpx^AYb\\qO@VIPmu@YPDYTUQeXSeIMgxQn@RbMVaAt^pM;Ds>pMWekvyMyuJ<pY:uMYlyZxi<PiWo_QHx=_ry`\\]?to>oofeI_buW[BOeUGfN>s^Gd>>_IipWpi=GrWym[yo@y[rY^Q_wiHxUVvi`yNvm[aaXv[KihEygribvifaPwtfqeqb<Ggp@xVwbffw]fZRF^OnyXGZcAbYvtqgryWkxw]ry][I_oxuNve`Xm`hb\\NbVVnC_^lHq<ibVNgE>cfQi>vZ:`rZuTOFxIsxQEXArrYIkyI:]BxISJcheIF]swAsrFQe`USqSfoiiHOeM=WrSSQCDUwdGMDFSFkQC];IsYb`yI:;YbwSHowQkIDYGuIIcQewoVoYxjuhDUrPwT]UUUSVnOehcXTYU;CgMAHZ?wDqfkmrm;cAexLwI<WWGYeAsiJuIcwEDkunQd_QXkwxFkY]auSuBkgiS?b_gBVqDpqDJMbm_Y;iGCAECwFDAruOGD?GZOBD??:::ZvW^@PyTffEwZtypty]_AbYN`yA:?CLyadVtsyYkVeyhyCvDMi]YBAauQ_sY=hByGsOHuyCuQsWyI:=g<oiR;vACyciyKIyK_vauxAufFOF:ye^yVqn]DwinoinOsbFZIQ[gwab^ycqmDwI^pJWZN_oWOhyO[p?vvIj:@g\\@JKcbZAnijFZNFp@g]lWra^`N@d=^yNpybaybQxMWy]Xx`Hd:w[lYdumKavatxAuvFQ^yFsIoWxrLxMWyMWPPD<jSEN<pNTulrxwMIxpyOO\\QIXnI<YfxsGTvQulZ=YsaKrHQCuqcepVpM^XxLqQepuG\\xoTxALjydVllupxY:LPiykxelT=tAXTUxSgxoLxNb`JwEwb=N?<SMuMnmynuW_xAdf;nyDwIFicfyKIyMA_ZxZsI_wmbMxMYISdb;vAZA;D=mU[]swIts]TxMSyNtKAbJnjFAV]IeIEDAI^qt;Qc]wGacywGGHaVC?fD[JsnuugmAAtVhyVitT@_<>_FAl`phd^w]N_Vpnsw]iniwIhTYnRovl^bRWj\\N\\CvfaVjQi]mdykvuEXP?GZOJKO;::::KGcmvgUUKEspqSJAI^_sGyRrKxrygC;VCAcBgF=EHh]wR_iaQckywTyrpyXrYFuMTrkTGYE\\wdBignwioEHUSIRuYygIcAX@KdRkBEsh]uWXYg:[yasI?ihw;Vy=WGMrM?xumxLkt]AxoQwiOTvYB]sWLuy]UBoCdUmD=QrT=S@wdqIu;Sf`;BwYGxCsFQcyEhXquVyI:=sPwwI;iJww_gENAX@YgmYTpAhriTu]uxGByGr\\?DoyeSyH=sIJag[GYPihy]risRFqW;KHECTMCuJWFpsxDsxIEuy;BxSsKAx=oxG?IPkYYSgpQuaQbyGCKgRHswF?y`=uTqSMcwFCgFIe>Ev;Ww?=gr;fIQgb;GhkGX_yRMBB=SPGDV;RI_UquGhUyN_V<AIBqUw;g:OFD;O?;::::PJipRtQmsYJ;ymlEMiTmy=JSypAtyDeoeIw`=l>aK>EPOMTBqurpxipLvTLpYTxUkUTVJuTlxo=Amm`PaYopUoHyUwMy:PyPLK>exxIM_\\QT<jbPND<jb:::::>dYq_w>w[Hy?AZ?ghrol=pveak;huw@ZWFsna\\g`hbhnBHhRN_uPkKHspYwtydBpiUym@nyh^il?tnheMFvQ_rboaOVaFOtdQmlIw]HduH\\hP[Aa[F?wZDu]wRcXVEHY=wxICxivryDuIyxyDYsdgkY\\]yjmDx]HrYU[wt;winwW\\cEDSiQuSJsWhgFCQCCqFaIHAQI]Sb^oCNIRtWRvWx:sF>GB>ayaEIxaxRkWP?BaUiN=BEsX:_nmAyQmvy\\YMXfYX\\xguy^p:Hxowjgygq?oc?tDOuWxv<qpjQncypPo\\gY^BNfsoe[Auh@\\@Pr_qk]il>FZhyy:>xRwmTyuQgyOpa:Fwm@yYwajYldOuhymawn<wchIcTPxe>h_nwNF]=_mq?bur;kXKWHPUuBurGsuhIvecCGOHCoh<]WE]gW[wHWfFItgAtoeRvItkyc]yI:[rYAuusByor?oSoiH]SgYUSquv:eDguWW=dcOi^EX<ig^yhT?fBQHHEeRMdpWRr_vDMxI;YayHAwGCkycgid[iMivAQfI?CXWxPUfA]iiWCpke`OxDquMObtQr:iw_SuB[DK?FtCcDEFpKRqWfvIDBybc[tIoxFeGP=igcIIAuo_xa_iu;cfSF=yI:yvYOExYl?xtPmYo\\yIhYQxt\\ys;uQVLWX\\MYeJBqnQapBeOPASi`X\\ERsMplmU^=Yw<q[hys`xyLuypx^Djy=ZifvrIl[y_ONwJys\\yiF>uV?iUwdqxpHXeuYoGIb[WcVF_uV[Ca`jQjw^]nAnInn^IqlYxN`_m_P=tlyEWoIAaemosoUxq[YNYypceyIxQSBWuxI?hp=UvyTkYH\\iTl?Gxyrj[XdMUWqSxkbDMTBqY\\UE<SX]CS[[DCIDa]iQyvxICXATkwd>uYasYDIuryf>sHXYWkGVnGEoYws=FRQU`kv:OhegU_IRAoyOMxi_gOkvigw]sY?awrISkufMGyDuy>;YQMHxuUrQT<AEl]WikDOwDQMrFGfCAdHAERQshMWkXqy=JRyUxIKAHVjyU>MXvqtruOqyk>yWTyJ>QOLxurULOeorMqd`kOXpMaJSplJqopySNTlsmrmEjXIskYvpITriVu]qrQMQqrkypDXnKeXWlslpXb]waalODsWIv]iKj<ywtrDeXnTMBqklEQ=POV]VwQw@hO[eqi\\Rlerhhn^HwQTX[DJXUy^ILNtVw<Sr\\l;<xQ]YMxTxQkO@xHyY:@vxDnAXKxlnGAOeQqAPKiiWfqldQuhIvvmpj\\oKyjlqsOusfIJGeyMUyUqy>uMGtQhyoAPPbuqJ\\ys`ndQs:dKuPtLdu?pWM@Qeipf@UmEnjArVDnVQvsxsRyJpeqy=jSyU[qw]\\nrQl=UrTqK]HX\\YKwlsChOgTV<<Q_ILfEMbDyLynmuOx=SFMSB@o?mJE@psAQhuR<usxeMbYJ[yuRyj]yUItQ^yKTmqYHuQXvpTqwQv^`tgivu<yeUVwIsvISvdSiEKKinG`tAtwWqrflKEXLwXrWtrbyou\\vMyQXDkoLxI\\yPXJZaSYaLyPveuKQ<WKYj]ym>PY>lqh@xO]rAUSkiNsLnbuPlmXvtKbxqAdNwiKuUPvivIpxChYU\\q?XVN=S\\lqi<TfdXcQn?xX^PLGMju\\RHlJpEq_msypJ:TQpiUa`LNpjWeSN<JKeRN<:::::@JSuLpqJyuOkUjpiW^xt:yMjQtiUktyVvUl]qx@<TyMw?PQLepIpJqMQvmyPHxxTkvHtUyUUYUE]OXisoMMBiT`HPv<VC]lueNeFrDVoOVyinx:PtvHhf`y[vtgnqVNgTq^CXvqnpy_wEiqTGriig]vlAngrQTkxvWvJ\\xoDyA@xEPRTyvfIrkmWGXYxMk;HVi=mdmyePQy<UntYUpUdYwb<YSdndhwu=Q>ATnlo<dl?`yJYUtmOs@jwaJrIokYN=yQnxt<emApRXyKyPmQpJvUShqonYYihO\\UP@EsULKrpkvLjj<RXXoalkLArvyN^AJpHq:mrmerluUHvp=qq^>ycwndoqKViwVb=Qm?XoGwnyAZag\\lq^I@yP?\\OvbrFsV>fMxeYxy:npHhluadxOsxrnwsIYXveWWMRBgHwkVwYf[]DtKihST^wdQAdTgh__XxwvTKT]ksjwvhiS?;hD;tIOd`EEOgtH[wjqycyCMoEwCg]AECEfJwSs=i[msNKyYIXbYG`yI:;qiPuqaRYLJyhVGPvuARt\\yy@XmdXYTkVQWtivGTuQTJHaVBTPGEQRTQ]mV]TjUpPXttO`uy=J;?yqydryquqZvW]kygBxwUPdky[C`iSfndQ]?HyRVyG_rPIP_FrcUCkvaSer;VI]VSaI<PQ<pr]ypUyQxtYdHVudtV=p[qMVhxo]yytmf]vQuvaerIQuAprYmpY]YPPjmmxm=xqUKouU=<yAHvPdkPXO]YUgMP^xltirVanlPUAhyDELRltm@l^hvTXm]yWTym@yUjisy=JrQoqUrYhJQly]hTvXWjyY:Xv_hP>qxKQW_hjQejiEN@]vBeNJaqRevrIxo\\LOxkqmKs@JwMMATnvXXdEP?EoLeQ;qm@QL:LkbB?:::ZNwtvFbaGvWP_\\yy:>drPjEV_b^sMaq^`ZG@ZCYfsqiOHxI`yMvo\\qZC@xeoxeFxQgwYFxXNvQYreHxYgdiW]dOeNPwEWucwxlwy:>n?o_lVdDIe<YfF`fDXyTowPYaeqd@`dQgkrI^:H^w@kb`^jiv?px:PuVOuw_lTHhF`bPioD>mp_[Z_g@au<vZR>nIvjy>gIYjxI\\wQnyhgIFuaQvYHrnAxgyvB`woF\\wworyl;?cyOtnvbbWs?ghkw]f^k=fjAw^`Q\\ZwfoVjyAZ?^^rihgpiKyumxc?yy:N]cO]gnwbpyDFxhfkXvji_\\_ooTwtCotgp^NQjihefh_XhbwNrjGiixqnwqI>ebqlIFgaHGgX^_SXyEhUfR;HwkBAeUGAiiURyCFi]CrYE=Mepws_?yAsrJEWp?XfSwIWu]QEbwT]cVH@bt?tAfsYppHiqaWyV_iHgyM`aqFvKn^rPxeoxxX_Oavkxiv>wthgthrwpnZwcPhrTibS>^`q`Wfkx?j?W\\>>lBhtSGyh_\\symQh_IPikiwunxX>xXhjnNtSOgXY_oPl_Ou^ojpi^Zo[CWZK>hlvcONtvGawimnyq@p]`fcDWtWGxpNngY[?ivdydE``]W^Wf\\QFyJyZKWvyAZA>uvOcjqg]@ndApAYiaPwPQpTwcNFyliuV?f@xc;owwV_lYsxI[cWyu^y?wgHxdYXpapknguKoqOnyEqijfqNahEXucinnGxGVqsyrCopj_v@pkNnlTQvZ>i@nuv^hONyCaZ_^fdvrhA_=F[oXiuYlCg]^@dVgc^>h>QlVA\\_gh:O]<oZ@vcv_[H>g;Fl[IZoo^]NjFPZ[ivw>qgQKyfyKb`gwR=xiyblUu^[tQSfq]sTkIjuItAEeyHUUBqaV@stX]rQWujqY`QbAMte?vIAutKviAuUkyDirkYS[iBlgghYdkqvekIPwW?uWXKx^[thKunUio;W?oh<OhEkBA_ydaHG=rwyWm=viYyRoVDCrd?c[_S@AeUidoyf>gGqOG^YBMeC:gS^qhRaRiat:qs`?wxoVW?XLEIsgBQqe;YhgkCdqdseGlETYsH?yD_yfeaEJsrQUyEcrI[YmyG>_HWyefyI:?XHMGCOx?;CdeG^CyOYxy;Bv?t:muIsi>YCrywp[wo_RTiw\\QRFQXx?cyIIumyw]RXeu?si?YewCVhkyKqiAuHxQDKuG^kyt?YcsiIWBvsIFYwuCca;y^sSbae_kTu_XUyxuObxAcwIExosa;rYIu=?BXWRHAS^syB;GPMyNWT\\]gS_v<cU]Cy:ggs_tqUF:gEjWYx=FCyCmaStEt:kRriw=oDDDdb>::::Z`@sEn_Qfotflx?yZp[uVvXio]ii=>vq@khnyWFgTpaoXveWeCg^LawoVc=xggGibNdPo`MX_mHh:auBWZwfbxWcvi`ki]IhwGFxw`py>ybvdE`ae?viI\\o`yKHgxxZkY[CYnvQayH`jP_Jiu;Op<qy??^Zgc^^k=_]aOmwqfwAnvVi\\ya@x]?^iIworYc<YhrWw>QiW_jQq\\T^ZqNrDigPgd<odBfvk>sK>u:dDGTMwUTwUmyV;euy;BxYss;VusWU]yf?i=avT;y<qrryWrye[SgluXTiC<;hdOy?aXAGIOAxDOsP;gRIH=Ks:cyo=y[EFiECvyI:;h@wUa;yxUr:IDvUVawGUAenCDFMYfIT]qxr_If;wVqhcasqeSxiyryBxOsWSYkqyNsYV[wosSP]yR=xI[yewy@OyEmUbKYvwx;mwoeCTAHKivMOU`_FK;dvmeLcd[ieK[TPct][xYCvQMBimCvqSrWX`=yUOBPEw_IFwkDyQvTEDEqyKqWFGIeqDYECvUvfCIXYtj=CoIIVaHBKxBwgW[x;IyYUYs[yngyZghYUByeExmfbOuiWRwYS;kyf?XmWS_wrbQEXeu\\UCEotDECgKu>EyRQsmWcoYiIkRV=FwIDy]rmwi>UwHwY<MGveEIcdxccyIU[ccoaxNWd[;tBcgGMXsGdr;DF=i<Gv<;HBcI:iHoGiqQC`or?Gv?iwDEI`mV:?dikVtSfW?w<KBu;i\\qBX;wgiWZ?tkoBDCTKAB:;BHAB?=BxiXryepiXriwjYBxksVAToUYgKEwys?siJahc[ySUFi]SIeWksg`gudcrhSguSf^KS\\gxTmTb=rb?ubOXH=XdyCr=wIewe?XuaeyQRm[ijYHkoWcgXeSGYernWxaCGxwelgxL]frUsV[tDcBLEH?SgQ=TaCwSEcJkfWav^AfxYYX[yoAhPIF\\atOyvjoFEoHcWECib[_xFwSr;xHOhuKhx_xl[yoAxVQuqohnKe@Cd`gvy;rFUYEIU@qvWWWyqwfYi`PwS]UEyXaPUE]Q@Ik_dJX@sCHsG<k>xOZAYctKTMRlAWZPJD@OZP::::r:UBrABnsbnqw?Cc^_eKWBH?i^OF:IDJ[IuEcZqi>YrsId_CggEyOsXkKVRkwS]Yc?GZYBM]e]kvrmIN_uOmRIauoyfmOFD=R?eBP[fdMbt;TjycPyE`]E]aHT;W:GXvMHyuuDGy]kYDiDuQTVqIQsEGaXGyD<OeFkyW?ywAx\\kWwYy:QEvmc]KuE?WBCfFyfhgynsYnKd^?r`EEY=vQQtnCs[ShmWdF[SV[xZcxAOE:myJgY?yQ;=tnxoIPmNuyElY`HuAAxuXvYuJ]irN]ye\\oi<u^etJdvPQx=isAMUZlXQImBpPLIQ@mrwyK]ylfExqhRWMxexvkynE\\yflpKEYIyw]LWLYu@Eu_DjZio<<u]XlvUoapx>yY:LJy]yhhYu\\QaxW`@YqURm`URQLpQqoXlwumLYtRUVg`L:MlCPUwDRVxtIqly?vXxenxt:Iah@^ryeuYdxHoZP_^phTvdH`qlNufplK>_DFlwOnu>mqA_JoZF?fJyZsHwyHponrYHoTaeIFkyAZMNmUGgPHbNNq^QpA?_W>mhW^>vfg`gxqtYppatikxY=IiwXBky[?y<uSFgcFkDPcgZqTygTJiIRiw[mfS]Fh=yJ_bPwgFuYasYAqiTwYqyI:GrosToyGTyb:sUHaGoIsX_EY]SrMbeWUb]cg_cfMtWkB:?vYIF]WRgWyiawcsY>yXriXjyV\\]FY=TvGvf?yAQvy;B?GXpyBkwxC]fSKUSeD<oB<Itl[bp;wRaUYKu:WxY=uq=vy;B>yUUYcpMuy;RTYh]wDAsGvEheqfSgyYSBY]bdGspyv=qdlKYSchCKvvuBmKV^GGLSbdWH<qRhqivGdEqDCuRq]Encx>oHECy>mxZYsAcERWvIoS^cdB;vb;BVIRc;rE;t;;b=KcbOF:KcbF_^^f>XZ^VmqfiJqZegsvvduafvO`jyaCp_nikQgrpphtgk;X_kWZUosII]Af]JxkPqorYZpQnjy[?yaNvb^@ym_rpOih@oka@WeBev<;ckqDE;W:UpuXoalLbHU<DqDtnHTnrus;=lsxWXdqdhpXDqiYowenflw[DQuYP_mS[@VgYLZmMAMV=]k=tWYIMvQSL]y[Ty^yY:Dr=]q[=VRmOx=Nryu@uuG\\YihmWpXcdVmyMpaTthygirnPt;iVaUXE]oUYnWqr:iW=UvAXsitq\\uSFpYGyY:<xQyu>pXYAjglOvTq^lmY\\Thmy[HUAQxlAU?]VTilnHmJlMhdnoYqiASB`XhIJteqkeoUIrbhyFhUSYkWIj?yqVLN@QT:MlJhMVYjrQmohQThP;iUHEsSDypIjUqmoEymuY?hqy_Z`AxAQrI?jXN]kye=x_oF]yFguyuT>wM@gxH^LPw>OqPi`CfxEwipH[]F]YvfBo]`Qb=pwfvisopmQyKWgsOobyiH^jT`jewheHwtQcIaht_nQX_K^_Ngxs>fr?^JoZagrYOu]>ryWZG>mkynG`y]>vyAZgQZP_ueOi?ip=`eX`dB^qQieiYqrqbI_gQgc[yy:>\\RAympbq`tnVueia=gcxTuYWUISL=Y_uUOcV_AseQyQgvq[yUEWaYWumvX]ypAySCXYqsxyukwHE]Y]Uy^ETdwewUd:KxFCvncvAevRcTO=TZwnuitI=Y^xY:Xka<yQtY?XxwAOxdJrIYTyY:lJpPlTYWThV^\\wvuQI\\uy@MlXUlysY=Rh=p@pus=v=dXblpWAy<qw<Yy;HRwEWdUQ`uvG\\mvyn;\\u@HY:pQreP_<JNJNlKH@w\\<J:PSeXVHHkixKxIKvIPJmqXxi<Ptvgds@tn>wnwhkyc:hwoi]TWalFf<pycqggwy:Nt^gkBobRxwv?s@Wxr`vVxtQqw?Ht:@aZytEqyBVkY>xSw_T>v]qyg^QoYOQEJyBNkgFAEEkYAAF>URAMBjAbI?f\\Kk\\=jkxwoqVD<O:tnydYdARrhQyMQTGZ?_\\JG::::::::j;\\rhHTIapJLrWDsgeVjYXmaYwXQDPSPxKoyWnyqD=Jxxuy=J<hrhyY:ljcPT=ay=UyL=XpDkRHyPpQU@rkpOOiu]XXGayIuy>Pkyo^QGfyAZ[WeyhyBvdMa\\:Fd?C:]<R:IvW[yqAhhEFwiy_wDA[hUYcEWfSeFe?UXEsy;RXkf>yeHUuc;FwyB=wXyWwjCDncytEW]evSGfkKSSEeu=fZAvgih`wheidriijkiyWCyoSosIHoig]gbITeGDRqUmGCtohQ=T^?fNUTeAF]ae\\;Bxicw?SvYy\\cweYbYgxQyBIqSrutO?iIugrYF\\ibPye[cy\\CTN]UWMuRoew]DESurcVOoXuWFFCVw=XeYGpayryWkuw@Ixq;EhuY`swYEerYr?ypYMKvxVh`u;mpRDQ<xOJTO\\e^Bwl;hqU`Zsx^eykG>yi?rYHpI^wrAwGx\\@`I=yDiehyWhqvI?SDsxwYBg_bmUiZIHAgvCWV_sHXaEQeWvwt[AEdMevUgmyVd=TAEIiQwD?ETsfUITsIDNyU_;bYkuJqiOsETchIocqkytyTyafyGCxIvP_wXQvUQbPuWm[Gg[IyIbVCsq_SvCC\\[evIEBODrer;erwIT\\abkovq;x@AhcYxRGGXWyuWtv=wFAdsAX=MHNwxPIWB;vAGcIGw^iTy?GYyRbsuU[hIsrQkeZwxEqBxGfoudLYhLOruCCvGTcsf^GB>KS@qRfsv=oTuWF;CuYwBYuxaEhamvmOD:sYpyI:?fIky@?yw=xIoxKAYWyQ>uq<dxilJxIlrejrDxy=jRQVwtPJqnnHxiPu?<QaQXkdscLM?IrlqNj]L:<JNxqZmLyQKxdQrytpisrYJ\\uoP\\yYpPjaPYHloYSWXy?mqc`QLDo^`tZDk]UkIIpqDkIqWJqJsPX;Er_DQa<jITTs=XmULKPOQdnSaU<lKt=XtLknaJB<S`XrMtp;XptMYJUj\\ts?<SlHLmiL:yKHtPwIWnILFXJ:\\T]yW_\\L:DDj:XoKqq@lqZ=xAaY`Xs@yUpis[yY:PTePUt]YVXJniplyY:HJByQjEUIPmXxujmo[xvxqUg<gMaxKgBcj\\:::<OAtnW@wIisHpyW<w:PnH@yiEw;EytIxT=JD@?::::jDllIjyfbBOtRpr;NuUowPHvSWq<NiFhybVZ`ykra^Q_ySheAhy?pgyAZnI^Y_cQ?rYQpaorIakyOpQNrA@x_vufiqkYh>QxcQi?XrhXn]pebgcaohhHuHnnwobcVan?_tvt`xi=Irxh_IHymxqIxbxyuvf`yulOE:oigOVxYdywR>]yVwI]IyrihyEBxYuy;b_cxYAhjwcEyUnsFyouy;BjyW=yI:dW:uMPETYIoy=j=MRxloy=jKaMvQyy=j:uqGxi_ipY>xjykExmnyfyn]y@xiVry_yp@nIVobvoNxy:Fv[y]Qvabqsxgay?vYojyAZsigA_yvV^\\yvwI]Iyri`yE>xYyYUCdAbtOxDEyIkIXITkYhxasaYvQky?=yiwyP_tYAXjvmsYPYvJwyqssGyI:Q`Wyy:Nj=AZy?vPxqV>yIayLwtYfS_xy;rSUcQYb=wElwt:chE;tPquAKRTaIlMdkeRUctaEyQarY=HMyUUye\\wbIyI:?vYsUQ]xeyI:EuaSfqmbfcHImSVcbxwVceEbqrLcrr_CHIfN_vJ;vF_YbeCuyWgiT]euAIvi[IKuySidnCE^OiXyujQTTUUpKbKIe?]G]eurAfx[p=xY:Ljr<yVqyLQqqeKyQWy]LAinQ=KxYoduPj=YSyoN`OTyoAPnKXvmljN<vcLl>lJ@iWsxWUxNMtutytayLfiKuUVviRriTuMKvImjqsKTye\\ybEx@hlZ<YaprjhpNeWh\\yy`VdmmO]Nbln;dXohWhtllMlm@SBam]=uy=j[AVyply=jbqSxeqy=ZIi[yOxTAJbNyI:I>:yI:J:rEsIIAkm;sAf_b<:dI>YjbxY:xJ>\\yVyY:Tns@yoyi<^yqvYQP:dYServy>]Rva=AQykyoLHF:ribv:a<:J::Eq=tY?xjrypnxVpQqr]xyhwiUryKZxkdtuqqLUEjglKjXPtyTEmy>pPPxUr]oAekhDLRTuyXrbTNQ]Oj<UWQULpPxqJj\\qwO[qFxEXbjq\\mxiaWyZ^ifOkpQrDYeEphvXqJaaMP^[ffGfvdODMr:WybyrRyDmYwjyI:kiDIvkQxEqhEihrShAkSvurqSvuYi^oHLgXuayWWenQw<ACqGHmKWb[uKWGDArxWcbwWH[yGsI?IfrWyf;YMobuIiwKDx=YIuhwuvU]uVcsNkYY?SPwRCSClqBOUrfCCr_sdoEdUgcyQ;IRxdOmLLyXvytK:MywyO=yuvqPZndKwecvi=Irxi_HxmkxtAYnyAZioiUvYv_v=:<Ip\\=::H=\\I:::?:::nY:b_ZhvI:ZTeI:I>:<:RsxKrwkEDw:AxY:LsYAxjy;KA:mq_xY:xj<\\yUyY:Tnu@yo?Z=^aovy:VSVo\\Nb<gw[Fa_WdAx^Nqm<YoSOgPOuehsnv\\jVc^ypQ@^CGlPx\\=VaCoeAWfFxxi@sY?yivtva\\iXvaxjyAZZymQAxcw]>nyf^yZVjTgtgapWybXgt`PtDiomhrjgsDV]eVuAPdFYkmQqd@j^xfffZxw`yAZ;y\\yAZdwcCxa=JjQtIeJL<YehtNmw`DxQQkneWaPTkpKLYRbTUVeUAalK=SIasexPFmrN`Mn]l;dYQyY:>jxYttvlfYiuy]rwt\\qbKhnUQgtynAPf;hofo_=awwplU?kZ@c;QdgHsN`hxflUayRFxpwp]yq>pqJntvGbZ_`GXhSGtfxwoXaNfcCHfvFle^q]_sEa]kF_NymQhovGlyAZ?^moxy:fjcYhjy]Zib_`xtiiiirif]?ihvGtXNfMaggvnrxmjYxxAssHwQp]Sysri\\Za`jy\\vq\\qhrtyf=Ichg_vH[_?vuHavfgb?]UXdgx`RHpkvgtpfpNvKqklnc@GhXdIiibOFD;:::::<T:UN>LJllkB@SeeRN@jKxnPPoZlPQ<qUtKvyY:dJuHYoyqS`n\\<JQTYyIYyLqqxpqYmman\\<::::::bIIwvcC_[t;Uxy;BvkdCyBvSy=UVjGGTiGXwTsetZ]b[AYdcYuut=CfIaRtyHAyGrwfpIB[euLmeESEiMDrqvLMsbUVZ_s:IuAGt:EYlIHsQScuYfyuSmyYOuamxVIxIWBbexI]WS]i[efEqfwAxAkVBYB]CiXiTO[yg;xS=ym?xmUBxWuX=FXoi;mvT=ewCvQSCl=U\\AEqIrUoWF;tAQsy@V@tuSpOviYyajwAxYXjo@mZyPkyx;ePytkoTyR\\V`TySaX\\\\w;ElmdlglxwuRwDradnwYlrPyY`sQiSxqkwUjimYOxY:Dr;ixiaKxPLkaWTxVA\\ysmNEtYQ<YdAsEirbhu@QkjhuAqsNulbXqUUo<pyo\\Xw=jhpxxUXxqvGhwwqvvEwb<n?puYmuiqsG::::ZHqamqIcFN?BL=T[evg_Cf=X:KFCuuXiDmorIsY>ydwoTnwyIYCkqyIAfqwbg]I_aUYEgEAc_;iPIhE;YjgxoSxxoC^oeR[s;wDb]Rw=BNsHA=VuMtfuR@KW:avPMFOKSyoHZ;t<;XlYiNmv<sb^_UYMID;W;wXYkdYGS]UYyFwb>NxWiyPaqrpqI::::::vrNqy`OlD@Z_qym^iT>xQhwG>xUidjyhG`pEweJ>ymOeA@swPpsh_lhdHAiZNj^p]dIbqyoWxa^wsrI^i`w=YyO^yPwYCvp;xIWrr[WvsBMUTeehqXqwTYJhQ]HU_dvAHTB\\OI@n`qQmXvOlR?HLFXJT@JmyOHxmkvjYapAokvh_\\ykNFwqxpxN^jQdVq^G@oTOwqn\\mGe_@r;O`If^NQ`qxlSVa;hv?^hy_[xp[rweZqsMh_Ixjn_tmXeshk?athiwwfs^ynxQeE_`?`nK@p<NjFAhd@nZ?ZAnd>Yf;hcAia?>Zg^\\K?b?^\\K;:::::::b=SVrMWS=s]cblKS:EGpgC:?YaED?;:;:::::::::j:xyf2;\"\{\}LSUlUk9PVEc2Jy0lKUJPVU5EU19YRzYjJCIiISEiIi0lKUJPVU5EU19ZR0YnLSUtQk9VTkRTX1dJRFRIRzYjJCIlIWYlRiotJS5CT1VORFNfSEVJR0hURzYjJCIlISo9RiotJSlDSElMRFJFTkc2Ig== JSFH JSFH JSFH Como 40j est\303\241 em s\303\251rie com -22j e adotando I=j, fa\303\247amos: 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

XiMiIz0=

JSFH Agora temos uma fonte de tens\303\243o de 75V em s\303\251rie com uma imped\303\242ncia de 18I, transformando em uma fonte de corrente em paralelo com a mesma imped\303\242ncia, temos: 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

XiMjISNEIiIn

JSFH Logo o valor da nova fonte de corrente, em paralelo com 18I \303\251 (-25I/6)A. Fa\303\247amos agora a imped\303\242ncia de 18I em paralelo com a resist\303\252ncia de 24 ohms: 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

XiQjIiQ7IyIjRCMiJClHRiU=

LUklbXJvd0c2Iy9JK21vZHVsZW5hbWVHNiJJLFR5cGVzZXR0aW5nR0koX3N5c2xpYkdGJzYlLUkjbWlHRiQ2JVEmZXZhbGZGJy8lJ2l0YWxpY0dRJXRydWVGJy8lLG1hdGh2YXJpYW50R1EnaXRhbGljRictSShtZmVuY2VkR0YkNiQtRiM2Iy1GLDYlUSRSdGhGJy9GMFEmZmFsc2VGJy9GM1Enbm9ybWFsRidGPy1JI21vR0YkNi1RIjtGJ0Y/LyUmZmVuY2VHRj4vJSpzZXBhcmF0b3JHRjEvJSlzdHJldGNoeUdGPi8lKnN5bW1ldHJpY0dGPi8lKGxhcmdlb3BHRj4vJS5tb3ZhYmxlbGltaXRzR0Y+LyUnYWNjZW50R0Y+LyUnbHNwYWNlR1EmMC4wZW1GJy8lJ3JzcGFjZUdRLDAuMjc3Nzc3OGVtRic=

XiQkIisrKytTJykhIiokIisrKytfNiEiKQ==

JSFH Portanto, a resist\303\252ncia de Th\303\251venin \303\251 (8,64+11,52I) ohms. Para transformar a fonte de corrente (-25I/6)A em fonte de tens\303\243o fa\303\247amos: 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

XiQiI1shI08=

JSFH Logo a fonte de tens\303\243o \303\251 de (48-36I)V. Como 48-36I representa x(cos(y)+ sen(y)I), temos que tan(y)=-36/48; x(cos(y))=48, e lembrando que o software maple s\303\263 trabalha em radiano, temos: 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

PCMvSSJ5RzYiLCYtSSdhcmN0YW5HNiQlKnByb3RlY3RlZEdJKF9zeXNsaWJHNiI2IyMiIiQiIiUhIiIqJkkjUGlHJSpwcm90ZWN0ZWRHIiIiSSVfWjV8aXJHNiIiIiIiIiI=

LUklbXJvd0c2Iy9JK21vZHVsZW5hbWVHNiJJLFR5cGVzZXR0aW5nR0koX3N5c2xpYkdGJzYlLUkjbWlHRiQ2JVEmZXZhbGZGJy8lJ2l0YWxpY0dRJXRydWVGJy8lLG1hdGh2YXJpYW50R1EnaXRhbGljRictSShtZmVuY2VkR0YkNiQtRiM2Iy1GLDYlUSIlRidGL0YyL0YzUSdub3JtYWxGJy1JI21vR0YkNi1RIjtGJ0Y9LyUmZmVuY2VHUSZmYWxzZUYnLyUqc2VwYXJhdG9yR0YxLyUpc3RyZXRjaHlHRkUvJSpzeW1tZXRyaWNHRkUvJShsYXJnZW9wR0ZFLyUubW92YWJsZWxpbWl0c0dGRS8lJ2FjY2VudEdGRS8lJ2xzcGFjZUdRJjAuMGVtRicvJSdyc3BhY2VHUSwwLjI3Nzc3NzhlbUYn

PCMvSSJ5RzYiLCYkISspMzZdVichIzUiIiJJJV9aNXxpckc2IiQiK2FFZlRKISIq

LUklbXJvd0c2Iy9JK21vZHVsZW5hbWVHNiJJLFR5cGVzZXR0aW5nR0koX3N5c2xpYkdGJzYkLUkmbWZyYWNHRiQ2KC1GIzYmLUkjbW9HRiQ2LVEqJnVtaW51czA7RicvJSxtYXRodmFyaWFudEdRJ25vcm1hbEYnLyUmZmVuY2VHUSZmYWxzZUYnLyUqc2VwYXJhdG9yR0Y5LyUpc3RyZXRjaHlHRjkvJSpzeW1tZXRyaWNHRjkvJShsYXJnZW9wR0Y5LyUubW92YWJsZWxpbWl0c0dGOS8lJ2FjY2VudEdGOS8lJ2xzcGFjZUdRLDAuMjIyMjIyMmVtRicvJSdyc3BhY2VHRkgtSSNtbkdGJDYkUS0wLjY0MzUwMTEwODhGJ0Y0LUYxNi1RJyZzZG90O0YnRjRGN0Y6RjxGPkZARkJGRC9GR1EmMC4wZW1GJy9GSkZTLUZMNiRRJDE4MEYnRjQtRiM2Iy1JI21pR0YkNiVRI1BpRicvJSdpdGFsaWNHRjlGNC8lLmxpbmV0aGlja25lc3NHUSIxRicvJStkZW5vbWFsaWduR1EnY2VudGVyRicvJSludW1hbGlnbkdGX28vJSliZXZlbGxlZEdGOS1GMTYtUSI7RidGNEY3L0Y7USV0cnVlRidGPEY+RkBGQkZERlIvRkpRLDAuMjc3Nzc3OGVtRic=

LCQqJEkjUGlHJSpwcm90ZWN0ZWRHISIiJCErJyo+SWU2ISIo

LUklbXJvd0c2Iy9JK21vZHVsZW5hbWVHNiJJLFR5cGVzZXR0aW5nR0koX3N5c2xpYkdGJzYlLUkjbWlHRiQ2JVEmZXZhbGZGJy8lJ2l0YWxpY0dRJXRydWVGJy8lLG1hdGh2YXJpYW50R1EnaXRhbGljRictSShtZmVuY2VkR0YkNiQtRiM2Iy1GLDYlUSIlRidGL0YyL0YzUSdub3JtYWxGJy1JI21vR0YkNi1RIjtGJ0Y9LyUmZmVuY2VHUSZmYWxzZUYnLyUqc2VwYXJhdG9yR0YxLyUpc3RyZXRjaHlHRkUvJSpzeW1tZXRyaWNHRkUvJShsYXJnZW9wR0ZFLyUubW92YWJsZWxpbWl0c0dGRS8lJ2FjY2VudEdGRS8lJ2xzcGFjZUdRJjAuMGVtRicvJSdyc3BhY2VHUSwwLjI3Nzc3NzhlbUYn

JCEraygqKXBvJCEiKQ==

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

JCIjZyIiIQ==

Logo temos que a fonte de tens\303\243o \303\251 de 60/-36,87\302\260V e o circuito se resume a: yIpyIr<K_Tn^T^;FZ;BR<`:rpH^<FZ;NZ;F:?b:?:Hj<Hj;Hj;nZ>^Z=fZAnZAvZAnZAB<Mr<MB<Kb<Kr;Ib<Ub<Or<SB=SB=IR<Wr=UB=Wr<SB=xygS:?b:VZ=r:Ab;SB<IB<SB=SB=:::::::jy=V:@K>^v;fs=FZ\\b:]R:AR>=ryCpIR:ER:=R:=Z:>:;:@J;HJ<PJ=XJ>`J?hjyMfo@<?R:Ar:?B;AR;EB;CZ;fi;NZ=>Z>F\\?N\\[F`;oZMFd[wZ\\FhNN`;Hl[@[]NbkHrONdKAx^V`\\Oh<H[Dn\\Q>]SN]_n^a>_cN_nf`pv`rFatVb>gb@wbBGcDWdNgdPwdRGeTWf^gf`wfbGgdWhnghpwhrGitWj>hj@xjBHkDPlM`lOplQ@mSPm\\Xn^hn`xnbHodPpm`poppq@qsPq<Yr>ir@yrBIsDQtMatOqtQAuSQu[Qv]av_qvaAwcQwkQxmaxoqxqAysQyyaRyR:Hj:FZ;:<:;Z;N:C::PuBNZ;NZ>^Z=^ZAfZ>^:=b:im:Dj;@K<PjJ@M=DkZ@o=@prHKKDm:]JDDnBAtRAv>HlSDOrQKkDqbeJELLT@xL@yE\\kFn^a>?PMUX=:::::bZAF[E>:::::::g@DxkMHJsIYt;NUSr:=J;@k;@K:x]way\\PkbbbOFD::::::::::::::::::::::::::::::::::::::::::J;tsMut[LTiaXeEy=ylNmwG\\PUAR:EvNPlmusGEPq`smykbDQXITuUSvQus<yUYviTjppTtMqdYo\\uYWpO=XpoLWUuyaqRtqRcHPrHj;TXB=p?PXQ]kvaSaMkeiTbAj\\LKb@j\\ZvggyAZ?NiwIovxejq]YVjxX\\jykExq[ieEGxMgr]`bxHxbopq@qwo[>fj^`_cXhU>rEopOiy`ialPgA`yMVxpQjkAywqpxF_vg\\kyb>yqraetx`=`xgv_XGpkadthhOhmCYiwPwpqsfft[N_``a<X\\q_slOiJwZUa\\KwebvY=XMyCr=WMqIBYW[sSB?WM=YyyckyC>oDScWoswJsegosKIVu?EjwfymE@[bqwTwqx?EBpWvZGCZwce?gietyDrs\\QaYYkqOuqUPyi=adrwhpijMQfDX_]wf\\HwtgifPaovrffrTiuWAulhl;VehsmmseuvYKuIkiDiIkyb?siJ[iwqGvWxwQdnwG@Yb\\gyQWb?OYYuceyXkqF`uidqUTkU]AS\\[vkkg?EsgUbdiDCABwGhsGyHkc@mDcKtbWTPuhZOWyMddgii;CfwGaET;eIa_hAKv^QSFsY:Yg]yErGg?]FYIUyQwiIuUAfXehumw?=FieuXQwQky[YdfGCDeUfIE?YrUYEIAv;Oh=SHmOgV[U`?IiqiyOR\\qY;syHuY^ygRYx>sIOkyG=i[[yCCxMIv_gbHWX_KGTifFIHCqwU=SL;C`grH;IXCYYMik[UH?IZyCKKGeYg:OuvkuZ=h@eSy=xNuSuSv?_RUkr@wVGAUZeYGQGJERXIWkYhp?uk=yAIx=GfaGBh[XguhLairCuw[xpwTpCx]Qecue_CS^oVrQf:Ogj;t?KEIAfnugEyGIyCrAwAagsQwx]CXqWjyD?cuESvy;b@Uxy\\RyUlndkk\\xchxBanJMtEXq=lV:=NRUj>PURXM^@qoqV:pqJiyZtYduO;pYEmmNpySIxaIkntUIHUCaMl@RqLlxQyiUs:PQ?Ams]NZEMr=TIQNolQH\\yfAxYyriXJtxLI\\yk<oEtWE@YMtSGQt<IX]=w>qphYqOPSjdjreX=hl?TyN]yj@xQ]riTJXInsxTviq[XWQLqhtKwIxaXSb<U?Ux_`j@hulDxmDokxpDaQhxKDeqepryGrOf_`fqyeZcDYurZ_t]Wh]Ye=?G<GINOHv_VjctZ=hNswR_HZusH=yaUyr[yaAyCIXiiTryV[sYSGwTwFF]HeEXyeXaAW@eRBKx@CvZCIUarZ?FV_u=?SioeigBvIvjYb<sUEyaaAecqiO>x`Ij[YsUvi>pZIOpcqdkNe=W]CQoHqs;Y^;^dkHr^FZMHsCyosp_iIfj`jCaakHbR>^hGl<poxon:H`xx^vYcKqiG^yvntvgd\\YaNYtnw]INuwfxwYt<pdB>d_?m]AtQGlxWS;BvatAAvagwIUVC[yyHvqIk_qTo=SgiKemRfyN;`YZ<RfHMNYjqujtaWyTwiQJjqyMyY:Ppy=jG\\y=hYepKQxMG\\psaxNpquUw;dlDqJ@qRfqmSqVxXWjyL>ySGxi\\wkFxe;nyR>yqarx`Zkqm;Xvsp_vWa=Fgt`dpy`Pwm^gpL^^?iuVIaTAnO>rCIaIa\\;FwYg]y>vgxY=riIuIOf@ivZswNAyBUerUrB;uhigg[gaKiJmt:EVEoR_uhZ_sF]fqqwqUvqgwGAfiKbyWxA[yfWwCyVP[hU_T:GwkIwCufIQWIAH;iwgEvXMxB_gdAFqOVvYg\\ocuQvxcCxiVQkYQ[yEAhGotmEx=MfPEvoKVGQSTWC`oHtUiVITauEWmHmOeVODb;SfljmPm\\uQfyMSMuYDualYCHO`<YUqsrtlSETxllYIWXXnOmMs]jlaUTEUXinW=RHEyfyODYPI]l;<uqdweUyLIrddMDywSqP?]QatWVtxm`Lk]slPWiHK=yQO`wZTPDaly=Je<q_tlWdRwiNjYN]qx=Ty@]y_DTvXw[Im^IQKiPuEXmaWlmR]=XI\\jllM;ujZtKKaua]ry=jTYn=uUFty^YwIUKqHpWqP;HW\\pOm\\mBHmrDMT@PCQMitXs<jH`VQiMyajkvoM?ymVy>^yr>to`jRgxR^pKIhlF[q^jlFpN`[uqZVnhZx[Z@o\\PKKcbO>::::::::vvvygjYq;?yIHorqgmQeMQttyv<Qabptnylaghui]ZypX`uDo`J@]sydMn_UV^aqslFZWfZN>DL;r;AxI[yPywZwBBkYd=yYCvOMIrUyP?y=AxaQBX[wQkysAhhuD_pRiYTk@wv\\pOYpIpVsLJ@]KJEO]<w]DLRyMjEsI`Jj<yaqxr@yQQVIDJvankyK;yS=PqHiM^PucMm@XQZ\\Ur]xVQWKpr@qVdUOSPRjIT]TRbxuRlnmPxQ=Wg\\l;PxIiry<YbxNHlyUpyXMmQLRExkSyw\\yJC\\qaXogHqYLv@tM]aNTpNX\\v<iS`AqF<OB<RLUSHdssyirI_yOrUFeyAZgwg;LxhNrYw\\ymBlyD<YyYwcDmg\\XGhjoYWudSDUrChpM`WKXODetp=svARRLRQ\\NLXOhQW[uQcyOTyp<yqlxk;eu]uRxPpyTy@hj\\lRXltOuuf`nJPoB^_>qm=`una\\;NxI^wWAxPYypIowqpxv`vacLaqiVvyojXi]kyb;`gvi^`PwToqCp_=XoSOg;noG^rKXuHIojV_`qbxAfW_o@w`Ln[xn_wqoy>fI`kyFpWxn;yi?pmCFxigry?kxP]jyiH`_vWcfNqIOr[n^Yhn]Pcgi`VyljxgL^sF^kW?e<XuEp]OPyyUvyewcGviTjYRpowr?ieqWdKBy=sUEU?yI:oXBCx]ScVUep]RJmy`GIt_CXwS_idriYu=GviIriujYe<kyeCh@oXJAGx_hxYhM_HCOfGmfeEghAcl=yVEFsWuR?xw?CZwsMyQ;=XoyMBlqM@TxPjrYT:muLDxYMKotoB@YlXmeYQixK=IONqyHMroPmJerTlLC@xvppi=Ls=Q\\mqVyvyCnseOkY\\?YqYErixjUx;=yeSFiaDryx?wtpQiICs[Md[etTYWE?hciVV[sDcRFms^aEgWOsYNNQMw]LAMLZdv[hL@DRW@k_<NDlyXlPPLy?\\k\\xTfMNe@YJUUhiKp]YbTMlDKAtwFYjTmOKeR:hLjypgYo[yY:LkywgyPkXq[rYii?xIhrxO[jyYAxy;B\\otYOvOEhpeWoaWToFagb=qY_Ac\\GD_mr:Ey<;CAsrreswUH?=rryfgiCuqVYqiPkiNAxKgGxevryv[ge_wiXwxAUrlYu@OYVOhdlOM]oiQhVfgAquoFrxYryEvSDxyqjxs?hvjqyEDxeMvyG\\rignvvMaonfq\\OwTAen>lSqa^gZ[_[RvfG`r;HwYwcQi^kyq]yhAxiawqAx`xy^kiavqdtfhD`y[@mswlln]L>]QAy^ph<QoH`nD@Zsq`qqyBvmew^AY_Y@kpwunx\\AYoy_\\VIeyofEXvc@uCQ`TGy@xcZV\\egkU@uKPxkqe_Yyhoi=QuyfwIYypvk@PqyAZD`aY?nSW[UXg``tnYciQpYWq:A[U^mHVba_^ZWh=Puvxpxq]_porwfNOpuHxi`wkIxq?rxO[PhdEwsNNg<prEg[pv`:Ic_@eaGi>Fi]v^iWsV`M]Ub]yPwi<QwcMeYyCosUH[ye=ycWfyqcQKUNIdCYwICV;qgpMIeyQuTMEapBporaVdXlqlQbXJfxQjqSIqkEUYO<Wyej^DxiqkHim[iRqTWI<l`PoCeO?]pIlqcLMhyXjdQ=QJfPqDhVxtjyOjVwbjYy\\yp>`i]WvyWkYG\\xh_doq=Fg^At]FxNnl\\yuGolNOxTifRWnPw__ayspfwvcNvbyAZ?vgjq^Q@x=XdPai;OnrWl=qmrNthorWxa=YybXvyG\\UnpaNs?PfGHmU_s=N_:il]fqaFjy?vcH`CQvgP\\EQvyNryFkYwZngqvGyPOuIQkg?vExcUojdV^;`vGXu]oqhY`@Aiv>tAvmrYixA[mpovqaryj]ygJ>iAoxO@yqHvs_aoGoG?oYwrig[OXrKH^<qr`OmqFlOx\\Dvqj>rVFZXgsexi;ianvuMny<Atvq[PaikWvgOdPY__GjvhboFxgod[itqxZOXm\\>bCWr]ffR?h@W_A>eyAZ<XncOqYXkoYiiNZvG`rYmkYb@Gt_WgSgxYa[cQjeycugjHAyKPxqflv^fkwsToxiGuEqxP@xihwA?xxyaJ>iX?xEQ]kpjlqsoOxhaxSyrXQjrwsGa]D@iZ>tAvleyujqcGw^Xgy>`isRFsYR?IWeGvoHpccA;svAbt_rmIeFUDAUGhDSnMTAmsrPvwxLZyx<=OxuJvInjyW>@NOePgmWitkRur^yptaM`YyEiq]dy^mOsuVwHshPOD<jbPND<:bQURvigyORZqiIwYmyH?qVjwtHkyg;yiQBXEWNsRtixw=hC=Bxsd]]uaAdQ=ybQi?wVB_XUYGuWSRsgfsW]GeZkEQscVAG=GfNkCBOnSQnkhpiAKXqmjqPchkHHOi@WTiwgystUouYoRINPxUqiTRXLrqt<=Po]JJDRS\\Jn]p:\\PKebb:::::::BxyDridZwUBweoyHgIXuduMYvadRIIkbmyAHxilxxHk_<YdeUh<mZdpPHXsDuxDT[YpM`Qp<kxqJwPpemimhrQwdl?cyNgiPuT_\\]OxAi]Yyjpwn\\Qu;w^mqo]nyCVbh`eewmnx^gAjhgfCO]QQv_iunHfjO[@olkij>v[ioeopxWDYYwVyI:Crq]IeWfqyTuMuxKdbCEUUrEIV`;vuaVycV:IicXvYeOQxMjmSyim]xKlpyPyQn\\tBIlJLn[IvSAkJLLqYlw]ll`qI`LtixnQy\\Lk:DyTYVxIkQEXBtUU]UUqyPyib?_XiuSF`fn]WflUohsV_wqlNvx@AvB?s;A]`Y[y>yavn?Yms_fOxYSuAUvmKSx;wBKDv;IPqxcSxcWTBGxH]umeSwEF?=JXySRyQ]UPBQsx=Uy=m<lxATRxEM^lyyHu<UpoxSrinHxOkUyLItglYh\\yrAyEDxeQRthptQwEHVgUuFMTfeo`EQ>aXHprLPSPImlLnA=rIlKsqjxXq\\<JytmnywSYL@uyTly]Dwy@pqMKfdpR\\qA@XIIuUhry@xJXu<=p=iYFHTQasq\\PaIjYLScyVDhU\\mtgQKXAV^etydjY=xIyKBxmnhwgyR:uQN<WqLuqvy:VpHwlc@wtpZohgoogqPawhtRIcgVnm?q@Xdh?lP@fehpSHjf_xwaklytFyuoxhKhkRyvX^ldEygYyMficCYguyDr;]Qaho?pqaLOvALJmyUPNrQXyAtoLt[pM]ae:Ij`>\\UFj^fggG];Vcif^=i[@iqpXypq_rItoFoUwiTYnAAdGyp;vu=Q]=?osVw;@\\gyrTOylOKmiMQiw;Cx]YCQIGyTgYG]AEZAY>iwZcic=uyDJgymDIoY<uQqX>DPByq[yOvIuwxjByujaJc=y=mwupyOhX?]l;Hx_yQfYMuurgDucuQfuWN\\QV`yE<VgEpUmqsiuYqkWAoKuQ[yinppOxhmFsuIfdwxbHxO^br@yy?f<o`HW]_ImuWfFxtRahJwZBYrpi_wqnxgslvmTIvFqoN_r]Iv?AnKFjVPjxftHAihI`H`xIyZyGro^iisiSfQ_Rvidkye]oucExPYd:wdgEwbKUfkeUyxK]w?Ec<mu_ObfQts;B<=cMgcf?f=QutOHDArHEhamRg]y]EVgUbB_I@GufcXUwfpkTsKFLSFeEgMcDvITIURXyFumsxCSTyWfYCuQybky;WTiUDOMYmSsgor]mh?wxLmIS_esIDNqTEWhFMTtwthED:kuaOvI?UqyBkywgYs[wWGqSTMyX=GtaBTYITSuBIeheva]CqcWiiekqV^YDNkBZ;DHWwrgy\\kYE=uxCDYSRvydZeG?egvsULEGqkxKccwQIHag_KT`AChedUickChH]fZObZKBIiXTElrxwSyi;Yyi>jYgZvy`ZYw?fplaayFfOnmuYiowpCGuNoZMPfjY[VVlhYg`ygExijxj@ioMnxrHxQ`rIPjyX\\vV\\ZiayvrPoxePocQmIxjT^xGGhFViTVv^ahXVfo__lGcdYgfQobVZ]yirAdYqpFy[VFhvyhrQbjao;Ge_Ax>or@?fxwxMVvXhxKIgY^[yVgUi]P>_hpqb^iZfqwhdsqvyAZ>Pg`i`pwy:^hs>rcyeMGd:w]hVsjywpYqTqhvobrIaV`]aWrqAeIyg\\aydamyp[y`gv`iYH\\xH[a?heAnW_xvQyQitNAdAFsLairfymPcvwmLnaCng]yoApwkywXIqI_kXPZwAqnyi?p]efqLqq]^i\\fqNi_nYachgg^`ye=st\\mgUgt;OCf_FVuD`;R`uRVovx_e\\;byUriKUQqukwbCkyn?yH`RChxS\\QkipfuJReWNAPutlSHy=pJ^=LuytnyXyqjJ@yYLvqMky@VUxll\\y<yL>uXT\\vTTv?EvSePLMsxlM[lSZxNM@LM@ya=qrPvx@pwQny@vGxMmxhqXvr>y;XvypjTn^qPv\\@sLqej>gxAtBIbPGlN?jaqkCWwXqqD@xYOjnxmApeOFpJaxgNaMIcLa`BqdEVcu>e>@hUqr]HZOwB[t;?ykUiGgwqcwiGfYSCY=UvIb\\wu<keJoipUtKSipYkj`uIMVWXnfmNBQNl?v@afn_[;xdS>ftwddykvY\\UPvfveOvi[ws@P]VQi\\XgLfubo\\\\Pv_qfLVpF?o=njZvmR@\\;wZJPiPymCxq[wk>p]n>y_Hh]ieYGvQijowaNfu<h^NqgfO\\C_nDa\\^Nlsf^Cw]GphyAZFnaN>ye?viXjg_qwFvgv[F?xhyj`Ge[HpjHj[ojl^rm@\\]`kLHcaFqZp[<Pkb>n<Nkb::ZeXfh@udyhqpdPytPxlQn\\FO\\\\A_`xduoh]>^rvZdFhRitd@Zbb\\\\<::ZrYhxI[InfPyy:^pagwUH^S?jYXvOFv?>uN@aq`kvWnqxqwhiAyeUvy:Fre^xoNtx>axqtlOfiN`mQvOawFAsHOvFFd]AhaNjA>nYvkTWy\\>jD>_\\@jD::::::::::::V_QvrYN\\vVajYsGOkmarTpyEHveIa_A\\AqaahiO^nl?ct?^c?]<vrJYhOWnrIr[I_vWZqNkMirx^]iW[UIosgh;Ho<_g\\>djWcIWqEAZXF[gnt:PatVn\\yiJVurwb=Qi@hot_spPi__pQXhOheFY^GX[kXZs@rovkjYu]yd=pilNuVysZyy:n\\ryf?AhS?aHPvGw]NOjsA^\\O`O^sFGrCg]G`iUyy:fZ^HxoixI`waGiZi_@>v;OviWkThkiXjfinDhv]@qMqtcIx_NvAy]ia^ROjvIrj?`VApZ@[yEr]fasrQwBYwSvYgkqYbqeE=WvIGkicHeWaEHkOf@udCGSFkdsCcjGhjeSHAYVWYMuUXstk=xQIV>suAkyI=yYOrjgiVwVA_XecWy[HK?c]Gd\\EcK[UiiGFIcAeyn[X:EtVgtYmByuBdkIdKiOwIE[IooIraU@axbeHBQEfAidmYJiGsoeRgWgUhXIxjoBMiixeVuGwaAEUqgckWhmfROVBsVSmF\\;BSWfc;VE]HPwE=kYa=yeKvl[EYucruJiTK@UksXtiPvtLxCaWUAMguqTaUZPjD@RkyU?uuE<YI@t<TtVEx`HJ]huVINP<miePBhw^el;LUSiTRMlmlRAQyMaTvYra@WtPXXmUYIUTMUpDpvTTfHxV`xsIKA]P;hWRPNL<S:`KLLyD<VvxNuEUvYokyX?YOiUJbuuLlyYTWXiPMImPYx=mXXHnnHQOeODTvrQLS]nlDnVaKhItF`kPivYQKnySBLu@yN^DwtpWGTYuEXc]NX]uQHlDIThMR;dVL=sVLyQqvqawiuy>XxrIQ[yWDtm:\\qWPOvIOK]PgyJZydXYwqpuynyUIpr_aC_[E@^Nwpq@kU@p>AsrfmOniM_mk?bY>onHdX@gIa`:Fd?GiqiwQVyO_iwfyM`aGv`Cpa[>yahcjqrKHZJOtVq\\`WaU@g<A^h^ukArnFZmyxvQ\\@qurnqinyOqgbPklaiV_tE?pJW[vIkFpmvydRidsIryAZ>^iwqqxx[vGcryxuYbcQmyvknX_Exy:f\\vibxxtn>m^nh;xwfGu]gdO`b;@ia>jIv^LyqA?W?g\\<::::::::::::r:_yP?i:sESuigyCrIwIkBucwmIfQGBxyfbsY?uwZOTnSIYYUesDPkeWExSEVQKvg?VHCtwIfeMyNOEbmiMOIwyD@seL[ykIxukxB;Iv_Hy]bbkuHWtYSf@guZWGxiuMgWK_XmSxOark_U^KG:Mt<kC;iBNqdhAfQmhrYCpIbriujyv]yW>syW[yT?iyyFryHxmtw[etoemiFekiQUcQGCiOVF_Bi_UX]FgOENAuUUxtgDGyI:kiCCbPiBuyecsIIaHIIUXEerUuDEx:GhwoHwgVNYH?ouiofnaw@wu:=ThqxwqUZGhIOE:IiiYByyCnwy>yI:PPXAoK]ykhncmqVPThlyRPuVUs]uNSuR>XLDyORtW[<r;@jiakX`lTplbxMoxUvml<Pr@QuxMViykxySTaNQPPU@Op]otiqiAsPutf`ylDY:PQ>@MIYtTYqI`jYYp@xQuiprYxAuMVlQd@Yn]y<EXVlMRlpFMy`UjPdlOpPWXwxhVKDVLpPsUs=ljhTNR@MiAuY<XBuWFPuryQZqxoHXdTUqdsiYvPdoiDkXLWsyxVeS\\qSEaPODrkXN^TR?@tKlwt=tAhnxQty<XKyM=xUlxJF`PgyJ\\yPGhWvxpdPwpdSsewE@UW]uh=kpPt?InCdts=wRLjtUVOxj=yWTyL[yJvalUDvYQKntm@@ytxV>MUmlRfdxs`pphqLmWgyx[ul^er\\ElU`K@XrKTwXEuw\\KQ\\ST<s\\ILAPRBIKfxWBlqIPQkys:dPwUoAiTh\\yk@oYUUvptTiMN@sLEUDyRE=NPeJUuJS\\JlMprTW:ymSxMoxqfiSZysAtqYlYE\\yO<xA@jilyTPWk@ytTTNyiPfxRQ\\EgkWgg;hmfigiajGHiqGhpNvIxvR@tIVvyWqUwejqdyAZGD?wCDwYqwC<uiasUE;yPyV\\wb>eHwCUvwSd=ypuDRKU>OiaSDxMsXKG@EYFqH=MK>@yNPlgHL?Uyypky@VXtUTtyc=YvIQ\\\\ydAyQEVWxY:HRXAmQawoAYg\\yo<vQMToXqSaWY]yFtxLuUVQN@`wsQKjXxSqltxqTYKpAmkyvGtydesQTvqPrY<KTyM=\\QcYv[Hs[YsNxTvqqTqTYhO]xqSDq\\lKuuxLxWh]vexk[=NFxQrmnIeRYeKduyJlQ^<YKtqauwC\\y;Hxy=J>hvpTlYYTvpppyLPxlK`sU<ny=joDRimW^hy]dlbQxxpnxHriTMyAvy=jRYy@uu<\\qaEx=xRY\\LviTZ@yiLvi\\rEUmy=jq\\UbMqvMmxUMVplKEyjAk[IlWYjKTsL\\vamNeXOpivwiLy=wyo[yVgIi\\rYs\\y]gAZxHarygc`_CQnrqawN[uFb^pjfwrS`l`QbeprB_^JyZ@yy:npqFkvPZyAZjYdI`kpxqQvqawuPnyKi_yAZBnySx\\@`pwYZ:IhraprOfYf^qIcens>ohxVgL^ylvwUYqhhZwGayE;yqxeSXAlwQoy=jZMLYiKvhMkQkYmYMtOHluUioNMywixJ=qBayetlbeo^Er[lLjdLF\\wBAvclsdxT@ywRYK]yU?tQeuQW\\yH=yWPvimJtxUvaOGPnPurVIpkqRMxY:LoclL:Tv@upptPJ@MQDv^lJlhVtdjO\\xQ`wETYyxofIPuAQryT:YOdXSgtmHLURpukMvRaQauVcamdpkChQU=w^<lkLLI]p;PxAaw=Uy[\\yi<ywO[SYvGWb:y]H^yO>xXyt[ys>hon?u]?xXhkgonUYwgNiFOpoPt:Qog`_>gZXWZ;vt\\nqhyoJfyHxq^WoyUpQFkyh?eSIADk]sT_IyOTvEvmMF^ESdCVpIdBOGeStWuBu?bv;d:ugi;vIssI;Ycwb:ysfiDycrBgiYkYrYB\\wYBqHXYeQ]IOwTA]YUIgwwIcssGIGk[ifqDqMTUaB\\edagDOCHZAg>_CcSvoYDvAbkiuqsri;ygyE@WGWyH?kedYu;syF[YmGf^SUEeuLMGGQRaWTNwI^_GJSXUghs[B?sEZiSHSuo[xiiwcSydYRuevx]stwX<aYEUSwmD]idpeSoaPJ@Ud=\\_^qhY\\Q`djG[LG]UGnL?ahxfxI[kXyRVgYFpIIrWPbiF]eOeyOkxn^rWsKgiiorTfv>xaa_pOyoRiglvr<^ncO[gUUKTnkUt;dA=vxqdY]h_ybfIGjUsXGxg[wkmeEuF@WfkMxs_i=AwW=S<EbfwgoohnmSOIRTCyoEfYMxA[W_IxjyI:ErK]yR?i?evGCxioh:giludKMCIQDdegnKyg_bU]FESgP;UtIGdsxBGugCtN?fLwV_awy;JA]yxdTvhYuUkeMLcAxgHrjqsaxnrqKhiQ:IpoPPsXsClpaYOfqr:mwe=WYLJvAuJmirid_@iLqrpA_vudMYnOY^sdmQh@Ix:;GVst^EFjssvGX=;BYIuxOCxqbrYYu]yT]ySAxQewg=XMAsjoi;ufrgra=hNUxWMUYaUcGw?YEpIg]eBR]X>cvhudeYDM]b`Oyy;BRUyLGxYawAUYCAyQ;fiuSvgtd?YmcsCsICwB:eXGQVxYSGMBwAHkgffQdDmyfssEiIc]FpsvreSwYD[wcCkuV?Y<avxIbQ]XwYWCATLgy@Khugs:[XaCFroRx=vu?Ix=xy;R;MvnYGgmRBuGgkYR;y`UvGwT_EEM=TICibKTN;THAEZiuYcUw;w=WGt?g\\\\<::::::::::::<xy=jnxwfIy]pyOum:\\qMAXiyuu`Tf\\XiqLSUmUHqnEYPYqb@Lj`w@aSfHjDqKdXwB]qkty>XWP]ySHVEeM]XswINxDqRIWt\\WCdWguwOptNDOF<W:dt=\\Ww<jO`XG]l;TxHiPyajxExpuNhMlIPu=px>XTV`MShoh]PPMVwtqsunjdyePNrYQu]mrYK[yVE`PgUtKAyqIxYprKAUkDWfhxUemfPUX]V]MLflLk\\mIlXSYWWAOZPJD@OZP:::@khio]hqpLLS\\TvPTctrM]y:]KKtuL@yAlxM@y[TY^PudqXY]JiapYDKyakoUveLWYYKvEylQNSaSlTPvLqwQW`dOZINC`VXXoL`RVTvopXo]l;HyKTYr`UvYvwEni\\ysAvi`Jy=KxQjxYseMNdyn=myiDxatj^qyK]t\\LM_xUn=w]QkP=ssQkgLxFeSdlKxPSuyfqWyQ>iMoxi>xgnwQ@nIOoeQ]xHqlghGViXgtaXxoh[t?xFh`>ir<?n]GwTNokYtvvt;xy:FrXvw`atxA^xatM_eBOtFyy:f\\ixpmfhyVq;_yehwd@ZbZb::::::::::::::::::\\yQuY>hyKqnjDxaeWiPXUMmExsDPqA`l:iygAo:HXNMxeewDAyy_yL>c`ycTYZWva[QgdyuDQauQZ:P[bNn:P;:::::::::::::::::JYDmyOje>g\\xr[yf@Y_;I^]WikyeYgZpGjm`fbPaqqse_wTIy=nyBfsAIryOk=Yt\\yrBxy:^xfghoiy:^\\Kgb:^\\K;:::::::>chY^L_s<OoFPlH?ZN>Znxd`yava\\apyHfkry`yAZ>>xwIna?yiw]@hpiAkTqtSx]vic`HthIvDh[lNf@?^\\wy:fipamWhqtvdTyakx^givjYxxQ[=>x\\vsAyuHf`Ogtfw^Bhi\\@t[qgfofUql@hbfArkqm@@jwnmD@XkxrpxcyUohui`kZ]Tvuqu=VgXx:mu[xm=Qq@HmehU>mVmxrKatcDRPQT^dyeqU;\\J^MXG<JNJN:::::::FyaFvYayMvp\\ya:Yoi`\\;?xyAZ]iuQyjnvaMVwqqq\\Nl<yiBNeYY]uWm``[[ifcGbeNxFPZeneuqxOgy]hvlggyAZdW_Rwdc?ZyVruwbuVqXn_Ap]YiowSK;BYYWYqYCwinih>Ys^qYOoTjwBnkrY?HgcgSISA=txgt;uCfuUIOi^wIlyTgYsamrUoxoQTFIVCcHYQcgEr_[xAiGVuEvwU_eYecR:_YCypvhyd`NQ@pxuTT]tCAWYMkgAMxuYielOuy]ykTyTg=nIPUi]rjtxi=YOqx[uqitp]ixiDpb=nItknxKSynpQQjPVMpyOmmPXqFPLXaVy\\k]TX@Xp?PRYAo;UvwPwLqYHyUpDKYxPgImj=UYxw@Lxtyiixy:NctqvDTx?rUmxkgikyrVgi\\kITwuiWBcyrxoUT]fYUxIgGE_rdYbpySrcxbSxS;uyxJHlJIhr\\YxaXWhYWfMObXJ_em]@vihwAlnS]PL]yk=Yw@YXUvOLly=ZhWcOha;VuxwZcAyThos?xapxQy\\lVky_kYFZTH\\xaoCAvEgv]gx<^x;HyTPyXQKkiyYtZyegshhCvVyI:?XtkIAMf@eRFYSZYGIiwCmWmwHXUiZwC_AWriSuwgf]wy;R[AHver_[wy;B[?CwyUueXYyUK;jrxJ[yngusoDLCmyj\\y=lj[ILtto?puxHveis:GyPqnE@xAqxGQt_xlgyaMniCNgeW`@hZvIaswZLH`<`\\CV]sVwCyof@wZx[N`njybgimpQlQvrYF:wFVWt]yuhqH]?I`ss=qITqv[Yh]we:KFhohKUvYqwcmS@eyeSGD;w=iVGyR:wuoAiMATTAyy;bZUvWGXsifJsW>YFQ[BkwY_qvy;B<yRuSwYGYYkI<ycuQrYydP]HJyRCyej=rxOuamyawy:Yrx?vQgdSiGryrpcgMyWpwhIuYaoFIsekIyKcXOaWucg@qiBOF:kyt\\yxhYttmy=jpyL>ymSewyHQpeUQ<tiuSpQoxYlZyMUuuIatKpWvhWjukKqpsUr?iYOtyAXYa<x>dY@YOeMWbXJ`eY=IrwqoxpRyhVQmq>hY]TnjmLGtR`YQ]IkTdnhxJueVupYiQuwyMJqjAusH\\NleQrQstqLD@ZfPyIfwZx^<famoxuG`VPxggxvvoxIaOgwvIauYg?Y^som[fyXpvL_u\\WtL_eIVy`qqlPn:paY?tnxuUq\\KavEgwAoxwWq@V`pHbXFoX>]nAvivgPAnkqiWXyXOwtY`RyrQ>rSGfvXpPptaY\\dIhpxvLoq\\gmv@fXfZwwc??Zyg\\Y?xOw]ry^qfrI@ueoxnHx@Vj]YqUfkXWvP?qgObQAelHea_pNQ\\=Wq_qhUNp^hw[FqRf\\uIryAZ@NlxAryO\\y_fiGuAhrx^_kivtHwpviKnv<XxCWt_f_pAo\\fbAAmdAiJGyBi]egxqgryv[nw[VFyyWuto]I`os?^BpyWyfWnr:Qi;`qVndVpdKGb`opkqrK@rBX^R?tggdJ?`:VZZxr_@ZxocvI\\wamywfIykYapQhwCPvIo]dIkkOvwVZ@y`GY[yejETCoWT[FE]dhsHjKVjetjWw<sYq]c\\qyWwY<QTvyRkyX?yI:=uQErTwdG_fuueUkesUvSoG]CwogRlQCE_bG[EPcWJWru?imqenYxy;B;gVysfEeE[cx@=yAEVKOimiiCEULeTc]FsaYAyv=aYsmyjCuO[h_gDNMig]uPqXksB>;dZksrEd<]Gdkb<\\X:\\k\\Wc?_\\JGZ?_\\J;::::::::::::::::::::::::::::::::::::::::::::::::::::::::::Irym4@\"\{\}LSUlUk9PVEc2Jy0lKUJPVU5EU19YRzYjJCIiISEiIi0lKUJPVU5EU19ZR0YnLSUtQk9VTkRTX1dJRFRIRzYjJCIlNVlGKi0lLkJPVU5EU19IRUlHSFRHNiMkIiUhRyNGKi0lKUNISUxEUkVORzYi LUklbXJvd0c2Iy9JK21vZHVsZW5hbWVHNiJJLFR5cGVzZXR0aW5nR0koX3N5c2xpYkdGJzYkLUkjbWlHRiQ2JVEocmVzdGFydEYnLyUnaXRhbGljR1EldHJ1ZUYnLyUsbWF0aHZhcmlhbnRHUSdpdGFsaWNGJy1JI21vR0YkNi1RIjpGJy9GM1Enbm9ybWFsRicvJSZmZW5jZUdRJmZhbHNlRicvJSpzZXBhcmF0b3JHRj0vJSlzdHJldGNoeUdGPS8lKnN5bW1ldHJpY0dGPS8lKGxhcmdlb3BHRj0vJS5tb3ZhYmxlbGltaXRzR0Y9LyUnYWNjZW50R0Y9LyUnbHNwYWNlR1EsMC4yNzc3Nzc4ZW1GJy8lJ3JzcGFjZUdGTA== JSFH 9.51) Temos o seguinte circuito que precisa ser resolvido utilizando o m\303\251todo das tens\303\265es de n\303\263 para determinar V0: yIpyIr<K_Tn^T^;FZ;BR<`:rpH^<FZ;NZ;F:?b:?:Hj<Hj;Hj;nZ>^Z=fZAnZAvZAnZAB<Mr<MB<Kb<Kr;Ib<Ub<Or<SB=SB=IR<Wr=UB=Wr<SB=xygS:?b:VZ=r:Ab;SB<IB<SB=SB=:::::::jy=V:@K>fs<Va=FZ\\b:]R:AR>=ryCpIR:ER:=R:=Z:>:;:@J;HJ<PJ=XJ>`J?hjyMfo@<?R:Ar:?B;AR;EB;CZ;fi;NZ=>Z>F\\?N\\[F`;oZMFd[wZ\\FhNN`;Hl[@[]NbkHrONdKAx^V`\\Oh<H[Dn\\Q>]SN]_n^a>_cN_nf`pv`rFatVb>gb@wbBGcDWdNgdPwdRGeTWf^gf`wfbGgdWhnghpwhrGitWj>hj@xjBHkDPlM`lOplQ@mSPm\\Xn^hn`xnbHodPpm`poppq@qsPq<Yr>ir@yrBIsDQtMatOqtQAuSQu[Qv]av_qvaAwcQwkQxmaxoqxqAysQyyaRyR:Hj:FZ;:<:;Z;N:C::PuBNZ;NZ>^Z=^ZAfZ>^:=b:im:Dj;@K<PjJ@M=DkZ@o=@prHKKDm:]JDDnBAtRAv>HlSDOrQKkDqbeJELLT@xL@yE\\kFn^a>?PMUX=:::::bZAF[E>:::::::g@DxkMHJsIYt;NUSr:=J;@k;@K:x]wAw\\PkbbbOFD::HtLMKb@j\\LKb:::\\ka?vX`xOq]aWaDpj_^dKFrr^]xIiZxZK_cXximXls@][Y[_?e;fm:igayqr>nBGdjYu:w]uWh:`doGwxQiJWZbqn]`iUIkXveKomCn]aPuCXE?Vv?VXSB]KbxaUl;w;@o\\LQlPP`EoNAsDDVplLdlkuxKiPyN<XbAj\\L;:::gX`etPYWliY\\qCJoy>=HbIRNUdq_E<eDRGtKWh:]vtsvydlf\\JgqvG`QNemBLwwyji<YJQJKItvDNOhMWQjCUTcweh@gmO^d@p>vof>`_xpHHhMIlTAj^NnFh\\dA`uGt:gZNFd:g:::::::v[=hytwivX_@WpZxYwtaYi<]HbSbhKcb;f<Kcb:::::j><VKmr:YwMyQoVfW@wQom@?aeqegGvYFkxG`Qyicw[K>wL>gt>]jq`Y`nTWc]_o;ioSpo`Oqcw^S?^uwe^FifGnJVl`a]C`\\QqnnHl@_oHAwk@nVasUgvDNaVPyuwt:y]jYcC_yOOvyVjy^pyorgv[<OqNaqIWvIx]dgk[YmeVm]hvWOuSYeUIe>W^hnuTW_VWeVamFhh^AtAVoxgty>xJW]i`jyUgiYjyg[wD@_XueETsuV?YDcUeiUOgfN=engWtixWMfUct=eyegIVIDH=bMmudouMUYNAyAYvQibiMCtyU=?yncUeaBruImoROGYbMgPqvj?YAETbqIMgXfEBW_iNkScigBADiaGMAHRKr<suK]yhGxyPKyaKxLnxQSTpygTYt@YUPSPyT\\arQuxtaJxIOMyw_DxPTnpxJddrc`UMpPLmlSmnu@X[LV_aMJXobyQrin_\\YYiKvhUu]UrusX=Qwyo>Mmq]RS\\Y;uxG`Wd\\SptTTqoVDpGYqh]LlDrjIj;MUF]s;DYHgiYVyHniPQyqgwmXyn>iUOv@Wm_gyPPqnpeHGn\\WxswrHgq=gvIqgUNgiI[bffWijBaegi]e>riyYWuaKvYew]sI?qbkyu:wc<wDXYujosE?xLqSLsYU?YiqtMuUPghvKil?ef?VoEEZHP<AUFiVdIx_IXMXUxikywnEGvyExGCooBsgy_]DPQeqAsosWJEGK?sSmEeWwEWwC=vr;tGiS`ardOCZMDq[sDCxY;Y`wYB[yc?xEkYEYbkiIvWYhIwTwgAuibcwhUtVQD^WtdaucwXT_uMERoUFkCS\\?C`uedir<Oc[QCBAcB;VIiIryVumyryd[yQrAonyQmxJ@iTKeXgyX?mlMTWxiKkqQIpVt]yT\\QKarMUSiiPUDsc@k@EkZlUahW@IplqOhqQOUj<tQblyh\\yCAxiTky@v\\ewIxrTxOD`Xudme<v`umY\\j\\pP@`xthQPePwEvPdrZlk>dUcDlwpWs=mh@U>msV=oMykO=VlQq`_\\KgBcRN::^[D^lZIfRA_^nxhyiDFydwaUYkU?ywYyG?i=HviXry^wWV]H?x?WtRWwxa_PqvM^ri^dJ`gfawNHnsXaOhlVisX^sLf\\tydNYdkPk@Qd>xmJ@krqulWhJy[t_y[gyMxq]wsG>yUqyCF_kyq>qqo^ti^`y`kxaZky[Dh`UhkdWuNolPyYOToUcckg^_R@sDUaiL_GwAxuAIG=bxEsryhpQVkormUyVAEvASj_Xt[IxGwl?Xvky`uTveRs=f^Ohnmccwv@ce\\mXSSRmAspYth_CZ=vNqrgsbUwYkyUgkYyIw_?i?=FdkTkIGXAXrYU\\WEyiSeqxj=CXGUFQdBAhVCFdOcCKDkqVHmxhWesGxr_yEsy>AFkoxjyUjODeYCYMuskHxQfrYCjyU=OEDiGEUXEsH^wdTQhGubvmdZkBS=easCr[uGitbyUjMSEWUWyvpicw?XveDiiuD=YuItkAiMeG^GDYQVdUG;gwvogg[SkCcOgTj;Yw;W=yvpikxAYEYswyPvYJuiPviM=tRIymrupEYL>QqXYqe@RQqXXPmLmTYEOaUUOAwGYrm`O]HWP\\OfumkhU@ym>ysUyL\\yWfILuYVvYPjyO@euIURxxPryY:Hx@dXndmq`RTpsJLy_prEDotxmm@RjaPqQJ[aVKdtEDk]XUyTQH=PvyQ]ydX`\\jygva]a>xmQvpGm\\iisfgoh[xvg>PuxYmrgbWpuW`ihxlKxqOp_SQ]CVfvDM;wkkFpWEl?CgykTey]QRYEMyxwiIuYArtqrspnbMmAQRwHRx<orqJ`YU>YUBXVkLlwhQf@XaaYmtsqP\\rftW`q:adK>bYFoEN\\:InQV]A_cngndpaTntgayEGvUi]<gtaWceWunom[^ag^[;H];W]K@j_?aw>[GqeZPZD@_ZPZD<:::::j=@VyquYtwDHtf<wyxtaXy<]PbUjhLkb<n<::::ZSF]Aaia?x`PsS?dNtGSE=IIvYw;ky\\yI:EbIuYawS>kui_Dvii\\weGsYE[XGuYASxOgf@Yf\\SSbkWgCCSGxlGi;Cr:[Hw;w=oebwgUyq=MVyevILyrxO=xMr=ucyY:\\ypqmy<xRyQS=rIDyrxS=XrxuVGxqy=jH<tAHTNIJL<Q^xVYHVeuUrxQvmlelXJyQmIXYpjy@xjXtyGxTIgyeZEhYOxLOhy]xYGR\\wtYCIV[gy_FnIRXqySQeAgsfuyaeuXYC:kISky_ChH_iG]vU_BQQrY[w<;fRqYT?e=_TA?iJAg^ir:ov\\giBuyaASyYvy;RSyQ<lQVxschngqW=`KyHwY\\jqtpmpSqQLtLjmuKlxtquo>hycxi;IhxXZvY_wimvXch`ix>ye@x]yrXXaE?e[Itvva_@yDptlYxKgqX`b@h\\RO\\@OfdPxe>\\]PnTPvxP\\yAZ;y]ox]Hxy:f[g_agGxeXvAnrGvc\\yjEPnIXdLXwAGxOoyExf[qxOXbAWgcggg_^JwoP@[MGqRVp<FcnFZpyYCxMCfYoBx]vekyUcTvgr_AUdOiYWRiuuLKd`eTEgy<GfZkDIEYtMh]Mu?qXXWwU?yASyf[yy;rrIV\\qtQeHwqSQITN_fqucIOit?R?WYRUVa]HC;CyOX]CC[WriqsOIy??xuKbYaxQew?UYR?yQmxN?yCEXAIuM[y=?H@aFOeHYmdbCvnesyXkfiMN@uTaQkQoRTpV@KL]Q\\tPomr?PpOMux=uYQpYdky@vKtQEtWxlPvQjkyVGxOf]qrHJvhS[uMQXwQQmXImeTuFTL^pVlEs^ljK]M`un<ArH@QZYjnYj<Mq`YMZuQFDWtiO<@ucMqpUMgimghNnPSkprkPN?hRCXp:=R:XXcmueHvy?xEws;piPfy[Xl\\imQXrwq]AyrJpeGfboV]vWnAIa>^`w@hE>Z[hqpO[sysZyovQ\\yNdwAoxv\\T?iyuriTkYh\\iyY]BIUucIXdgBnswOiEcMeyeb`kEkQV;UWecW^AH\\mDZyTFyRC=RHYwCkyV[ykgY_uIbyeTYS>wilwTFkyfWWTwY:kyPYe?]GdkuiOT`SCiMdrucH[ifmDjaIZkRRUyE=b^[seavl;Ue;RYEXryGxGsK;XaYcwSva?isqFrud>YtAUhdYddMXdQwU[fQWDQMxFyBQqW>MYkuU<SVWQyQmvQeOpqPkyUvQl]<RQtMWlQ?@yeMvpdna=VsIvuDxYYjouSKduemxTquPPpbLQ_yLI`OKTSNhn^auF\\Q@ur=QKtyU=yQjIuIEUYQujqVYDymUy:]yWPpsXqplKciw_ExpqMiXjlLjKIJQ@N<<sZLYJyjM]tQisy=jjAyYDu=qYHXoZyRxmLTxY:tyWdnI=Yfxtf=nmtYSHMj]Vw]q[yny=jkMu:LyxTljuRKuUsxiAhrxQsRvy:VlF@ynnix@`MyYkYuiDiyI:?Flwelgb_aelyETyuZWwBUF`SgYUsnuxplSO`RAxNJYVT@Jt=uJTrZLJb\\jKHlByOayt]yOvmmIDXuhrwEOoxQrMRvIoZYwihJxymNqnl`PD@W^HwoUo^AlbDQqyKOtV=Px?PU:dW?<yoPykAxQlyEXJuYOvaSryv[XWquqVlqP<ylUvQYpHlVWuoKEx?ikwhTE@P`EQ]DW=To=@eJyZPadQosEvYEb\\uI_xY:Hs@]yTxY:PR=ysy=j]api=YvyufyMyurU<xeuYEdkyxiWjK]pQmsYAxryQSyqxmkq@vQmYPL]:j]lYYxLuynyWnG@Y:XVnHJnar[MnZURq=m:IoOuKXeqtxTN@yqlxk<ygUVyeMdQmpIn[UQmxY:DoEUQJAlAePoulGDqFUJrLVBtmTQvI]YPxNp=talYHYpZyTx;toqhy_xi;agxO\\bquG^pLqqA>yyPrYW]xh_ropoa`y^[rwf=Qe^PafPpW?cfpr\\ifqpfkVu=Q]C__Lp@kDlshFKs:MyYMviawiCfY[sPMuYqh@crNYHbAWCCVv]BAghL?TdWfCOI?CFQMwrWvDIUrihjUu:;ywEfR[HYmScmTtoHW_DIyqmPRRptODSlhmSUSuhVC\\nmYlLmqihy<tyiuyU\\yaHTxUPrYnpaNPaPBmQ[\\Y\\Xj>ult@L<TMUXMGqKdAljMqldJAELIiLViN;<QKpo]YlMhryOjHwi;qcxN^vObrIl]Aay?gRVvjiqApknHqxi^vYae_v@hu\\>xUy[uNsFFjOouRffW_sm?^KFplocGSYMTvifyMRX[yGgYZ@vILvALKximcQmYXk]QX^dsGYn?YRn`RgYNVdvmak`aOvQuy=J<PVvQkryxk=YvaSkyr:`PgXw@ITCUw\\LwmDOfPuNINA`MnURTHXHpxQyrY<XHySrMoq`rIPkYxpPQPyAL\\dwq@vy=jAES`xw=TtVUsJhjy=JmxuBYQHPNrtvl`qk<PFlspEXYYWvQvy=j<hJvakwmMvUyoEVYeMvqVriV[uQLTugqL]QSO]Y?uV]EYiaMDdmFIlmXo`\\vZlN:ioOXWX<rwlnRLTRDT]huKPN?htx=WVDjHyoUxLxUkKTYcHJmqYKuQATv[etYiRPQk=MwFHq_xiI>kwaly>w]qaG:<ZTAZtQbDHy;yiZIpyNp:xalIHGri[IfZunyYv\\uy^yAZKqrvQ]yejAxMyqkkp`K:HxKPmsYSxu=rbZ?<IxTiFxAxyPjUqYFuuFlQQ@yU`RPuMUlqQ@yXxx=Mq_qR]plKpnrqN<YWGIt\\Ik^lKBdT^iN^Lx<PobhVR\\KM<RYPutUyoYNshM?uyiHOyujgqyMYkkMWi@lDmYRty>hp\\UPrExnAkPDU[]ojmqxyUnLLQlXqLSsaMailuIMjyWxUkkUyk\\y>=yMIVYAlduUVlQP<YyAtP]w\\XquXti]YKevGhr>`S]\\XLTOBqPl`X;YMjDJw<w=TWdYo`ixygZDl:xY:Hs?]YSxMq=qcyiruIwyAi:nRbjjk[OVxy_yxv^pAdyubOFx]syPBvrdwYCvi;ydysfyDkYr>kDtoxAIxeCf`GwdKGQCc?gdgwYD[g^QT\\sRreBOMt_Esf?HnIBn;cZkcsOFSAR<?H_SDvEg<[vXwVXGya;T;cRN^<::xj;KXiL]>nyAZXwmiQ[KE=oGD<R?\\LK;:::v]ANyOQyQIsY?xFweH>udqxyG]^VqMawh`nEPv@wokhv?heQxx=HqOfxg@qFYsYO_yAZ;i_RhkqVvBGs]Qv`OoYHjowy:N]:NymoyKfkUny:PuYoy<vrxa\\yOrmVny?tYVcyAZ:AeyAZ<io^QyTP`wgCety;B[IeKyQJumEyi:HpyMSxq?\\PcMfnggivZ=pyEx]yfnWGsoa`XNiL@g=FavF_]hrZ^hLa`OAhUYjE^f>v]XglpW]BGnsItOVes>soyngq]NXn?hr:VbG^jKvc^VsFVcnFr>okNnZjOa^gxrvnVOe?whFFpEa]lwryNy?ihFvooqZ^`]D>_;nn>>^GVo;@rRFwHyiRpnAgfG^qgQ_?O]DYso`mb^u=AtX@q^qyog_b>asVw:?\\v@\\GY[A__k>sIx]LPsEil^gaNwkD?ovf_]Hj;`nc?mY^xey]rqd=HfuP[jfa?rNYD=KUjyEsYRcyvxeu]sYDyUrmRnIFy=HgyGyEr]siDyhMCf\\_SYVdy_[ciZxgeYVcAnywXfyAZDNjeIrth`_aojhs\\HwI^\\BIdNQu`H]BGrWfae^cmatM@cNGZLAjynZy^gY@ypVi[qsoxYErO[iOaVckyp]TnsWG]iUiyNihUcGhSyvGSaCijiiVADA=FZmxBQS;kCm=EZAXUMXyoGxADvacjyT;wI@KeQcBncYEwS=ACJag]OhnicgSffGxZArCurTIyeoXWSra[iOyTpMv:_sY;GXKVdybjWT`icIyI:WVKuETQHf;i>`XZPkY@xFvqby[_xY;IEyUrIDyAcHiSy=BwyGyJeynNItMLWbQji\\Y]Lqqdy;`xy\\y?xKvAoy=J>tv@yi:giivY=rRyI:PuCeXn`vtMm:XOyAkHiKyOyYoYRK=YqoS@gxLUeEGX<AWHMd>CrJKXj=x:uS<QWPwccWFeEgiUUi=BG=RviByerIwY<irSyq<LJvQWrIv\\UQgYTuYLuQk]UymhrBEMSiXGiLVxQSMXrDnRMs<upShLexcOVoxI[hwaiwkApmHVk<Q]FqeHFxa_jo@[gpdwa^eGi^FtaqZIIdmXxKnc=FuIAaE^kPNuHvZ]^wCX^mQb^ymKxpIxo]?yL_`:noXq`;@rdV]GfyhQiYho:^iUXyewi;y`yFvnoiBqeE>xyVrWOeYArxW`rIfnv\\xh[PitSwalxv?p`VPp<@bJhmGIjCIdWwbfy\\yE;gIvyGuUDvwguoXXIF]swV?YXyI:gGiydrufM]SEiH\\eOSYPV=SRQLB\\VqQovdWLujdMyk<Lq`Np@s;USLxk[Qt\\pM?mOUTxhISC=Q\\uP^AvautZHLIask]KD@J<tkE@WCPk>Htn@p]@Poxsjyny_JJYJ:k<eOl=JS<QVHtMLG::DoIlJnMxrHtnyAfdvxmMobICbOra[i\\MyQcI<_xY[Y?ycjmwQQvq=BYESvqVryU\\sSBYGtoIUovAQFWQWegbykSe]VQ=IhMfr[vDAeZ]DloyoUua=ENOxlsB]kT?eEjwxl_iEmEQIUs\\Vx]p;<y^xMjmvo\\sY\\piLUhlqeDw]IVTls^DLMpsOdp:Yqm`VsuvK<LAmmaIM@qYgqYZ]y_<ymHvI`JyyKnumCDWTqsXLuamjnTaWwnYPZnPnbVfRWtkWu<phb`vTVjFGxPHnqfwKfi[qpLH\\_PebWwrWku`hxXgrndsnskokWY_oPjKfviyZ\\Vb:Is<Yv_ArWNqxGiZP[]QrtAbv>wtyc[QGtny_J:>JyaSO[ANcVwmM?bNvq[y\\Kyy:>wGfnyA:rQCsy@VmLy@xM_pYDmyYHqn@plhpYlyMdOOxX?QJ]<JhmJ@AriDpqPMsYMxUkMUxxASTEjw\\qqMnyOt;@bYneVorjHso@bDVn:n[Oi]EOiyOtUOu\\@n<Nkbb:O>:ZA:VnSsYYwMiY[<W=pOD>b?::::F^rrFCFQ_NaEMntQdhQ@yrL=j_lpYlqMuWYMoyOjTgkTyh@youI_Tymxqjohx^O[KGj]VZhXg_yiri>CggoJ]yPYXm?qVvisNEmq\\KhiJQ]Jw=w=LWt<O]@jM<TMaRdlR=]Kaemu=t=@O^lTFDJA@nFPTJEJ?c:::J@YpAeoNXON=tAHsy`pQYSyejeiYRhYf\\q=yY:pnSeJwavGaQ^yxiTLyIwYEYEyvfiRymUXHny_nMvtPI[qiBUC?]l<L;:::rRkuo;hhIDkUc;UtDoTfIVNaxs;en=dBGbNIdMUDU_HdKr=_ETABjcyy;RpQdjadY_h@OvL=yD=cbyeRGX^_GkCbIMEVKtkKw<MhxiDgkuJ=hxiUZcI@cWyWclqr@QdVOXfGXZIdqIcxgh^=EZYR^Wp=LmmEOLxMRhLAAMZ`j\\LKb@jiL<=XTitWSY^=Yv]f_]isGv;AYVytPiDlyCvqTiGukAxq]giMVYKgQqTpmdpkusCd_mec[U\\OREGXPkfa;r:sFnIBpicECsaAsb;RK[Cv]EM_GiAvNawgoWgefEUscUfQmsRUel;yrCR>QiNysqsyIYhv;G;?g\\KC:?g\\::@JryqQ[PahYVwMiy[QenFZQhbN>DED?[\\AGhtNugQlAgk\\ne^o_jg\\u_muQd=W]?ffwGvIYaRxkY`]h?vFvidb_OF\\mY[WVqWIaWItqHhwB`uyIUgKiUL]eBsW^]CBkWOKIOwBjsry;RwuIh;w<cCOwRRkDpaCBgEQUuQ[v]gYhWHH?S\\CYDOsb_ce=IhWERyrDMHlWIHuSF;t>]XPigX_GPcwYSuhqYBow_SeDmdFtR:\\moYv;tsvyVFPuqDL]LXQhojtwWMtZyMiuMhYxXHUHE`fFDUFm]U=MGHSHT=wg[VJMHHKhtYJHMwbAmsPuHMj=QLktYQhmI@YJUJoxpDPu;yVT@s[mJNpVPDSHLLn@MHuSiauyofxX\\rYnyAZ?fZrInuydvGdPqiURlohEivYGrZ_UUesqMfxqI@cYALn]]SEeVOyxw\\lV\\RDqnWMWx]WmQuY=XOywElqf@ygXVY=jxaSYdKipvM]yIExOmoi\\qGMoTiml=ymYrPmqT]uCIJqmMCyN?hLU=n<TVc]nK`xqawo=xQTryPpYMRWYK:mqCPtgaXihKbqLKeRbmKTXSO<rqdS]<JqPSaUxkLwRYLY]l;LxyFhYfjxp`cIxGGxqQvq_rIhkTapmWmBx\\LgtaypMioE_[nHhTownGdJH`JIxLaqiAvI^yKVvpy_wQo`HxNom>>xq?kvG`w?xyAZ>YdryiMgqMqw^Xtipdli^@?hL@nsyl`y]pfbwgsuibrWf]qcwp^MxYOrcxMAlQVDLAPqD@y]XrQPmk`mWTqvxqmlUU]W]hkWXutxT:yMjYSY=kxQttimitrn=xy=J>yM<LYUyn>eSGeXceXY`JdYxByX[XVmMmLPQTPn=uPhUjeHlI]SbYJN]q?UYtpYNyY:<XI=w`pTx=mrqweqx><XvtL<XWypjrQs__gUQb;N_fvoVoqlYku`vJ`rU^kVFXOdYExIiwACvYWuIAbG]WrYggMeXgX\\mSgiHWubOysBgDnWI_EIrgFEyV_awj?VO=F;abQ=i?gubosZ=SNGiFSf;eSxyI:yI:ErJkyTmuxOBygtnysTyw[gReUuAIfpKcIICtgGfar?KFWEtUwHqUeNgCqAX>[V\\mSraDBAI^YbiUgXMtvWe;GDCCYy`q]YuLinftsCXWpmqgDtgdPgqPlYMwuqKEk`pPXlkZmLlPpftJa@nHHYgLQ:@o\\LK:@?::DoQAO^dnAmU^LYwEwvQPsdTLuxlyWXpL:lAWty;blqtIGuEoIv]y=wI^YtQktCuX?mykyI:Erjkyu[ym;dHYbwys]esHybpYTjaRYYGjovIGFoydtaeqKTZ?wgmWgmREYUFEuO;s:]wpCbAQutyHpiurYCkYc]ysfgT[?yEMfyMr`=yoUvCydDiiLeVA[DH[DYexKmYoqDaGrReIbYBR?g`?IKUF\\uDkWSOITBMV@Ixeattwx`OUP=iE;wIgfVmT:=eEqUZwiX[H;cvNCeWGtH]rg]RhcDvSyH[iTkccId[uC]_gkyHFeE;Qg]CGawRFeYk;RMEDKmDngfEkrVcwkSvA;GsaFxcX\\_ND]p^ak[=qydK:dONDdD::Bc_VKysDccTSxh?rf[uMaymAIJQRKObLMH^CgBsvrGwMAIaYNJTQBESjEYs\\j`HTIxSg<JgZ`qya^yk>xqqrYwZdoeSFx@Gka@yE@bPAvpNm@xmw?[PX[b@s]Vs_wgO@t^ivIGooqoL`qaqx[hTCCTyv;ey\\YF[oxIIFI=trkvbgDf_woWc`wXlYvIQY@mdMyXbUroGYt;v=Ovy;rSyt[gtI[IMyGxQcO]FvAVrSywMHvYvrYv[eWEoumAXNGbGwV?cXECU\\Ci_eCHkTr[FGOV?GT:cU?oIGACP_c\\gc==wKAcAIWvUhYKuy;RjECyIdryd\\yrgiIkUwWgi[ic@YTuescKU]Uu?GFrgGFKiXDru=MUhX:PxHIVSholivRYVyhPtAU_ItRaKP<tRXYhlSy`UJYjbry;bFEV]EGt_IRKvwiurmSAqInCGkdt>hWsMVH<MYXTMyQg<:=h>MWQKH`mY\\ADfYVe_sNwI^?sOohuWBmSB^qCacysyhn;vAEdFCSjyrIcF?_F\\kEHeIU_yYSbNcRW[eJkF_]F^oUfoia]Cu;bx[H;@o\\^<ELYxjtaXy=yPeKaIrxeqyle@?jl>w\\Pk:F_iHqUPgZq`CVZc`ipwnMOepn_TG^mijvvvZpxZx[=xiZQvegcuGcyAZ<pgrWu>Q]IOkvHcZHs_`nlVe=inWgqUx\\EqgLNpjVxK>jYF_BA]xfpSyi;IexH`eo]Qfqri^jyu=QqU@gEIxawrpPipvogFqSy`pahjvcw__dVrZ`lTa^HGZsQlAWdJhc]wi;aivW`\\ycExqjycio\\ry[;qI]y?SFiYl]EkgeonTu@mm;UShYvqXTFpti\\YNxx[qoqTY?=yiDvY`RiXjbylmQWY<Kvex_Mvs`pEUO@YsuTsQLKeYMoHkVpJHXMslnVLx[urv=tA\\jy=J;]RyEWcxY:@vNxMnhvFmU@TUwxN<mm`<yaYodIs[Aw\\UugiYkTV`PL[=tGPOManKUNqDmPXwXPji\\yeMTiuy]yURYLZyo@eO]HuN@ylusLAXe@Y=UuHpraireLOVQuSquwAnoulsUqsqjvIVKYUbdly=jpAswQloyKrQoidwqDOIEV_Ix^\\yu@TxIMdmmSppNqOg]SleudQuF\\KSMVF@swMR=EjalM`UN=`mmLvhYj]ymTySpIRrYJjaNrqRmQSkqvSPOrqw]MvIPU[Awg]PEdu_HnxLm<iu>MpS]ocTTxPYYLv;hxqdw;uOY`MbmyJ<x`impajy=j>pUciVr<PZMNRqrbTXQ@N_EkltNZXl;yOPtqaeKxxsUunBiyd\\qOQvCdwhePIlkrulVAxAQjayJ`uyFXucMTIeWgiPpHx_UQnVm]v]k^vHhpoy`<AygpiZnyMqmcvtSio]QtvW[gw[@``OYxp^\\Vx^YPhB_^<`[mOe:@iuqnx@hryb[yeNni?eychaor]AxowUBoWvWyhSGxAGjyWRggIWteGCbiw?ytR?u=OxR_VUIvA;H]sxRcR:aYEyVjyG\\yCv[tUCfQqBxmVesEB_hissL?yeERj=yXQr`QvtQdO[iIQWSKgQQv`Gy?YU@aTVcb_me^kHLCip;rK?ri_DIyBvwRIqdwgDnwI@kIyqDXovMTnPLqHTq]Hs`urtUsbElDQwGUxWlSC`K:mPBAQGMxY<XGymSqyimxUiyC\\qE<VwmUUyqgUSeDwa\\TPxP:Iw`HM_iV;anvYq<]mKhmwXOXiS`TPZHLNLkqXx<\\RFXvcIWriXZxkFyOrMn?\\uYHpQdwMHxy=JpqWkUX@]yUEVwESviT\\TwqPxm\\urUk<=MtTP@=xIUldEXZXmBHSr<QApjwxQxIkYAXqhrrYPuQRvYvwAn]TtPpsUqrT`YTxVA<SULTeUq:pPLdUd\\XGDxo`QMxju]RDYo@xY:PjopY=uUJlyZpyKumClqj\\yKLMgXPAmXlhsZuQPXSpUvb\\TnYqwPlvaYj=Nban@]ULlW@uS:xtUuuAlyMHWY`JxLMryw;MQV`STxr@\\oZQpqlU;mxR]t`lXZVq]WhV^[L@g=VvY>yafrZ@y[yy:f:uyesSXUGPotMmErmGWYe:KuwSFZYxUUu?qhSmG\\]E^WWmSuMMW]uuDYI?OB]IdqyXlsXHkSxmuAEFYIsy;B;;yXYX[yQrIoyhwUDVGdtg`WhiPguvBExhqlH@yPPyXeViMVpuU^APa@QxEPYmX<YsCIpkdL;TvalJZmJHdYx`WJQJ?QM]lO:dT=dJAIjxXNwLXyMKx]JryRZyxpyY:\\y\\Lm_pkGtYCpRcpnoHowmmZtmeaQMXM`]WH`UZYxQEJWYV<DKLQkKxUoPNVlKSyS]=RH`j;`kYpSklq[\\yoHTxqOrulVAxpDq`yLTyrB\\o^Apylj?QSVUr\\\\lbYUOQsMHLiUUoYS>mq\\XpjqLAXycLWqum]QTfhOTYwSTuD@l\\LjSUStIjQUTNHZY?yqVq\\iaqqkyErgfQErneGDSxOwG;mEiEcBer<aGuEdRqxkEWYSw[mseKvY;iqYe;Oeiqry;bZEExauOgXB]SQkuvaTi]iRaU_]cQoglCfX]yQYeDUIbEbbOFD;:::lLBtPVDvsyvaTvRmmq@xWxQI\\qKDobQm=`UAIWd`rJ]sgmnreVN=xN]w_IymtsXitnPwHaKdLPVilcqMvltqxKvdnahKvgdLAfPipGOZ\\QyRYu_hx;hkig_l@[fnj>_hIitG>ZxOcvIbrqay?vXymSVgxQ`rYd\\yw:>yqXrxQ^uXyhGnZymJ>sEXvunvj_\\AyfrvdX`vLx`dNcBI]RIjQy^nyqpAawyn\\gyhpaCFgxHaIHrxW_jaZq`r=q_SPvUg`mxq=@ZlGdSoqV?lA^a`yqk^aKWyd>yYpyBfnkyb>yqR^awGvii[xOtyv[hq_PNwqe`EIkMwrUb>ir^We>gsWgG_EtwyI:euUQbACHVITtiGuIvxuDxidwAIxirSAyy@jXeXndYGMurxQn`OFULA=n:<J]ynOtVwHRsQYJyJEyMjeuyTu]tRY<KyhVIxlbuYCdxUdmadRT]rpuxTqXoTklpPStw^dJ>EO\\`vwMNN]M:Px;HTC<Tmqu;TviLu\\Xxpyjy=j<@mcymmhwHxQf<WTyw?\\Q?xPHhpUeml`wTiUYAsMIUUQu>Ql@IR>UyhtNa]mGDSYpUYYny=J;mUyYvy=JTyM[yXvYluQv;YL\\ym:\\qQIVgUXPeyTQvLYS;yPkXWqTofhRKpqOiy\\HTK\\Lu=LYTnR\\KkquOAvIhjtytfYPyejpAxq`ryDkqlxqyY:@xmlyMHS[YSiILcMy]EUcATdqTQLqvEtAIp_iLZPL=iMEeJcuM`Lo:lxi<yaxY:dw=ToryM]yXAyo=lmehTMyUQmqG@Y@TQEYOAUx^XxcyLPplq@lnpOYUplXMSTn^`VYpOvXppyxwmNvixkYXxQkUAxelxNAxY=KotY@<yXqWHuWL@yHuyFMQuYUwlrB<vaQKXIM]HN>ivDujVakHpRwXOxIkC@xRAyYqxshyalqsxra`uSIWYPLvdteqNcQN[QsUTOWUqHYPnTpHtMetsFvtZVZXqqEwy:rZwenwXAkyIyI:EbhkYJ?yxYI=kujSTviH[egg[XGcsgewEGGXAfJcHBgF<WcaAqWEsFpnWMs;LJq<tAPny=J;uRxINdyUjury=JTyVZyY:dKvIL\\uONxQ=uuVTwGPnrYP<utt`JQllhQKKyKoXu<iWklvZuVs=j^=O\\MxeeXDhJUum>dLhattYJYimxhLsYJyijeiy^lyY\\uy=Z>`y:>xyxknvgNVwXN\\rIh_w^Gp]Wn^Gqoyophqo`F`=if`F`BxsSYZL>`kg_xoprw\\Jgtowg?FgQNi`ymXflgheSgrofyVPhsIoeWabv_R^gG>rpnbjOaJoZg`\\KS;c:jK<q@pLD<j[HyxeXxUyx]UXMjYEu=qx;AxqF`A_`XY\\OipBg^Niw<Gm\\fjqIoRhlvN\\EqlX^oRyoJqmOpvYgpI@ruviTYaZybB`irFwtpxeGg_Vt^?vOXqNg_KNyAV[AaiJoZhvq[yiI^iu?ysIvualo`pwXtvh]ah`eacDP[Cxfb>^;vjVO_GGlhY_Raq[`]_ysLXprfZHawPh]:vsignswZfI`jqdmAvA_weancQyeXs`VqnvidwqewjVQh@NZaw]oGi:yxg@_xxaIWhaHeeo\\Pp`LHgTwoBXd>gjSFkLHhpIjg_`diupVnehmrpyX^qJyZcH`^af]ga:^vx_hJgj]OfZ`gage?Y`J`qH`xJGZRouqFxXXlZicCfpWViROtnh]xv\\TygiqwP?[Z>sWfeBQ[XYjrnaoXpVwfAyg;paLfy^pqVNwXo[kqsCx\\B`qkNoZv`pN`Ca^eG^SNw]gfjwZf?`sv^T@ZrYm:yiL^pYXuepyEFb[ygR^ioNqPxy:>rYiZvW^dHgtyrBhwJvy:ffdytQXhUOoSGbiFcp?\\FAcsybOxt_hiAIxUPvXWkjyf[uh?yU]rt[CXqUK]XewfuqiNofGeFGKijyI:SWB=tCWuF;xeCvIEuuEfoyBvOtikiDgu_[yF;xVoCYsBx]XrUxMChXIt[sVXIgjoY[SGnsW[GsIqcjKiv;f]Qd:itskSHcyekiEyI:OVwUrIwY<Ahryw<MIVCcxYFkqF\\sUCQeAuXmMCiOh^IBY[UIyg@;bo[yQ?xiOvIyriAuaIfXws_]ihGytWTvUC[oe_MWvArMawXUuM[TggNSLJTINU]nFasKypSPXjdrfAVkuuupyIyunxs>ySryngxXgIw[usS@YyYurIt[yM<lqYXTvyr]PwTaRIEXwEwo@StPLSusn`JmPQBDvwEQrDuNuYOdy;UybqyRmmBxY:LJ]qYHmuYPt_EQThuG]Sj=yqYRXhvyDm?poNMu`eLMGpAQ\\u>lkfm;HbVGxmqZAXvifjynpYawYGxM@vyHrwQh]qrXWakqpEhhd@iM`rGOgLG_h`vO?cFyoXXZfVe]nc<Y^Ca^JyZoOvyPkyAZJvq`wgRyoZywAiy=orTnok@oeylxX]QxrTgg_awaXcPxuROmTQtNop:hv[>e_fqS_\\bH]JfjxQ_tylpqtwinfyy:ffI?uMyrYg\\FO`XIwxy\\JavPY^q@dkN^?herpe]a_Hf[vwdkynAiouIeyAZ;i_xFZva]Ma`gPciO]rOvqIrtqfspn:^Zxx]xqstPpyxqeGlqxkhVac^t]ogVw_hW_dyarI_HHp[yu?xejxoB@^kqd;hi\\ye;fp\\HgXO_U_`co_g^`ia_e`u@WjiQpOxk^YvsNwk>bY>ayGrrvq^gqaoxUiy<`pIPkyH\\xH^rQxiQvqhrEDI=TTUgPQuWgrcAhSsulSegKT]Kf>cCSEr>KUBODweSpyUjCrIWuaebYmxIawOOFWyI:wBMoy[QfYqBXgvrAxgos^sUmMgJkgvGE_iY^]GBsCaUEs_yDIxY;y]yrgWt`[y^wI<uwrqEp=YoegCky?GRdUUcQrxiCgyVOcwOeFw[gRMHS_bJUuj;BkWgr_SVov_wY=sFxMVruxJ;yQKFwYB<kuQEX>eBoWti?ye]rT]u@KeeewPIy^eU_CwX_UnATAswSauFlVwTP:yMc\\XKebbNnDDYyrtapjg`WxZtaxyAZrodG@Z_Gt?_<[DkuBbMGHIB^qew?g\\;RUKXXgwa[FfStEkBBgYlOyIORKwX^OCDeTSmI_AVgaTywVHwIaaDt;G<gt?;b:[ddEiJ=fvwvxKVuMXIoCoKVQAS]sRxKGhWHJ_tMKwksrAwYgoc\\;bvEUyIfYgR<WEakuHMT\\WYsMes]CJKvCGECaGFAruaFoiI:aUkmty;b[]Cx]U=aGKwfAegD_Y<uRXKrkqchouScyrEgXEF?=rswd=uY_sU<;yEabEaGckiYwxk]T@CXvyI:SwsmbOuso;FJUy^OyT]X\\?rKGUKgeYQt=EYLELZ@PF=S[EP@=kNiWxm_x_e]QwdohuV^Zffp@pZVZqAjgIyKgb:^iSvYEbK[ieawx?cYaxIYriQu]IBtaftggqkbgqfjye>USegSGeho=FV]YLeBlgtB[egwVB?XS]YH=CLux]cgyoByUDnwCEku@KTvyc[YWueSaiBkgUfOiGiB^]cBGiC;TO[GJ;EpOI<CBA?vFEHTku`=Tf]iSYVVEgTggOoi]evYQrjauU_cuIdOkRjuRjCRy]SxwEYOui_wYGxmkICyI:UvUsWJqiImXqsuPkyCOGQMtWOGycCoISFOipms_CcgefVARSAdA?CXWH:GHuaIJyRTsiWuycsYGqyHMdcgWgAerQymUiSeu]qy?AxwoikuH`WXvME?wwQwxAyU@UIaoRrqbyOrR[YuKrAkxqeRLus[AXmkur_IgYWGkYJyI:EBouYasCViI>ku[GxNsuFiPqum[Um=Ix?xQpixQImF\\m;TQp=K]lxAQTwXo?yY:<xOysSyr[iwo`qtyQ@uQ?HWKmU:PVWMYS`VIqS=\\p;xwJ\\SadR_mK=ik=evo@xA\\YPxJ]qsaHxnEwy=Jlxw<YwoXqriJkEu?xPClOZ@ja`JnEoIuLkeXkINsaTvly`AU;MpplsJdvmyL\\ySrQoa\\rITuKqOvIPuaNviquhThltpqjywkvydgg_QxjnwmRH^P`\\PgukG^PohGXcZPsmomOpwy@pq^yMVyAgyG`pgyePwqNixYV]vickiiCaqky^Eh`gvqb_ta>a?NfJG`O^qZ?ZbP`;g[L@g=^uxg\\vY`KqaE^yuFtvV^[YsB^xGyZ=qlJ>uRQu?A]B?nCx\\dOo;pr:f\\JYd]oyfnl\\GcEq]AHwH?n<Nkb>n<NK::Hjc=RyXtDxSkiy`HOc<YyPtpLtiXVMepciO^UsEmlGUwFdNBmrZlK:]wYPRnDORlWL=qs<nIHsI<uamxjITvHUu]xemmJhYj\\ooyKBtYY`peIMotsDPWX@NLdsQYrTG`CGl^VtZPfjYel@_f?nR_uOv^Snry?eg`xrawLAa\\NkE>i]>bK`o=gyQwoRnrkfrvwluac:IpyAZ;Qeynf@H[PvvMay:Oj:?qb?bMqf:yskom:oaoDkITFYV_aVygftKc:gRgYUHSrSOHPqh<?BDORI;dxCya[TVcTgYd=qxtgx>otqmxPwXPWxKmVUccT]ylAV^mwMAr;Ir]OTo?GZ;Sg_g?]EkAf;KCN?dBED<=VJEcWKGr=BagUrMUjyDVmiKkt]]S\\MHR=r:wrreSEcB:EFYuwxWR<UDbAY=wVXIreIiJqGLkDhAh?ucHyrcmYmUC?;RNRN:ZMg\\DNcSOhhXvf>rtAh:^y:vnKAbF^hmio]IkOPev>jDayvAqsv]XT`[hI[Btwu@mWg_foYx<=EIihG[TlAV?sf^qwHowe?UPmFhurtMgb;f@OvG_rOEbi?UJwiEcitKCb?BiQiwAWvyDkyb:su?gXWyU[wh>aHYqurQUCaIGuh<aYNQD<YGQYbhCeSetN;xj]SAouo?WoUeL?yHQRPGcakUU;G]YuvCGR?gGwBcgikKs:ayKwY<EdeQuYxY:xpy=j>o_rIyXfnZpiKqyUNtYqcMayGVafptx^\\Kq]bwy:NtfffGPmCVkOhjX?eRXpAV^^F`ihoxQaxAstwogY]uicryb>qabFx_fnYAjvN\\PQi@Il[AwZAeaqySQjcgehp^KpbXO^@`u>^^ZYnvYnv^yaQnvYbKyy:^gi>yhviAhpIpjqWkqGvIQjxa[NapiI]eq\\kwkjPwqv`MWeso\\x>h_qupNb_Yis_^Q?w:OumqlJGZ@A]fIriWbgAb=VudNld@oQwh^>^?vtrydjYvja\\<puPGlWoflqhnQwrowk>tHfmdNebVZxVs=qlTodch^wqoYhfOfwHaicqtOFe^xZbpf=v^eqmrhsWokm^]@N`qowVo\\dF[dUHQyocIGoID?rCUf`GsCWsp?D^cdY[i]iS>aHCaIw?i_cBRqDxGbV?Dy=f]oCreEyueDODDDT?]L:j:<yyxtaXy<otnw]eYT=QT@jEQNDRKcBN:::>ZyAZlOmRon<q`^yfia]incnYvBYnZhr:FhYq\\xGZrW\\]isWhqapkvF\\[y]SFrMvfhWq]Xbu_]:wkZYxK>joFxAayLVvpI_rQ`LaiL_tIPrYnjYOuTw^>i_DOtLIvvGa^Ox;a]lw[b^^XpeJw_VNZkNkuQw;VyKywYW_yAZ;a_]yefyy:fk=^]YFkT>ovium?bYNd>hsTxrPN\\nnyKvrNfnOHqKgjZHh:?]ZPZD@_Z<::ZOPiDPcOOwbVZ^yuTyhxQdSYykviQyjBxinQjtOy;qabyoMxy:FgYIyEwffiryeQwRByQcajoiX<hYK=REdRN<dD<:::V_mfrxy_j@xh^ktqlcXhGfk>`_BxxLvvEiZRx_y^cJqZWh\\>yAICr=bAairuXBirxqXlUBx?ehYg=ky^YTvgu]ubymVXURyCGcEf_YchcX:ge\\K[xPayAZ<`vcA`rYmpI^IHbvx\\LGgX_^kqdMhndodpyx@guhhoa@m^HlmpZYV_ifZmws_hiExe]vi;Qg:xiSy[=wZJpusFtNfyxFt:w]<_yAfyW`qGVyi>yDv]E^yx>xhXj[i_@V^vPecqlCnflxqqgh?_ekhaIq^u@brY]wGicxg\\gDsx;CSWKG\\QxSuG:cRNELD@?::ws=eYtwIvUg@WpxwivX_@?jl>W<JNNK::::cuC_reghikty;bZkTaoxWGxZMqMPoxMlDPYXxooQJxXty=J<DuWQNcumTDUmqnYEkt<Q[tRslKHHQi=RYdTKusPlwAeuntQ`yY:pWT@jHPkM`wIiYMyrSymuqN:Xn\\`NuYPyaxKmxaWt:G\\KQdwGmyAZt@guY`yAZn?t>^hNwm`wihQmx^sy=:rI::BJ<WVLmsupk]t\\QMbMTpxvwQubDS`=Q:PYJyjCymnDvalyDHVuMpF@oUunrIJjtsyLxIpmxL`[W^XhaeGxmqxEyY?Fywumwf;yI:?FisiEmTwubTaiMkyNWsd?GXAVOgwfIdgGfrqUTUcyAds?rlsr]IFHkbpkXqGxYuDYmbrUvI?yGEFeeSmgbvurJMTo=uPqvLkfm_DXkHS[cw;w<cHOUFUOiYWiYcfZuxm[i`;RSerCm@vA:JpKZFT::Jm:::vA::>BeXQQuJaHymdcuu\\cdfaGoSSSyI:gvG]EE]WfadaeTZsR>MyOwGmyaovl]y_PFgyx[vy^dXgTitoqqQpnbolLqeYqeGqyhPtTa^lVc]Ni?>b>qmt?d@>_ri]ZymaFgjyc>@tJn`MXn:Qsy?\\Oxq\\@gpp]WVtPysGOpnHpoxk^pdka_kWjfAnD^yKXty>vjye;xdyg]]?xEAy]frpoiQNmmaw=arG^`ywhjGd[vjlxhaFirfwY_oxY[kidI`rY_[cQupikuwgc@wtis^xdthiFa]^pXKCXsxA[UJMiq;FGKWdwCmyanfiSxYNZtFyYnyE>dyVvK^hYviW>wYPyKweWgyWhyyNesy[xY[NGvy^fWHZIw^xY\\wX\\axoX@`xnn:paxhqf_uK>wdN_Lhvq`sUonZAawNot>ZbJ:\\<::laeYTf@IbxcQ:\\aG@:B:]<::::gBDMr;IrgmreoVwYGxEsgAXaItkocyqWRQGy_DveykMVGAbdOe?oyACXAauLewX?G\\oRKOv@CG]CEdWx?mRmuUDED:sUpyI:Wbf[YHyI:mvvAykwYAYU>yQsqpQlYWXVZyY:LYYlQvxi=io\\yaxici`nb@nIVmyGvPqaAvy:FnmYvA=jI<yoyk;xY:<wvAykyiHvpBxy:FypnqLPn:pagwy:vjR?yYnyAxsIx]rihvxbyAZCapyWrf`iIvy:VbayrI`YwxByI:CipoiLOF:mygwYAAEryexybIssY=io]yAyI:GSnyQA@UrymxyjIukY<yo]qAyY:Hso`XO\\l;Txi]ytxr:yY:\\XxFxyu[qDkyEyqvKsiHI`::<j[;:bIRbZiG<DIv=>TJAXE`I:>EZY>Ys?M@Z=[v=LHjPyY:<XEuM>XVIlMvyXHYYviTkyMy?ohyiZqlXvZvPpvHjvxhkqt?Wq;@v\\veDp][ffWOsQ?ae_sXfqIf\\nirAfn:vigvmnxavQ]]YyJGwyfp`gp^@iUWrENviwZdQeFyka@iDhiPOZ`hs^QsoVrvnmZGlNGvmHsd>cdY_qyapAhyAZ<x`rwcZyx:yeC>yHwx\\y[@Iii`aynn?yfnnpyG\\oYsevho_]NpjUfnGx\\wf\\NF:yTRSGm]Gu=WJOrFgHZwsUYExEsi?FHYx]wsHsfXsUO]yAyQMDwyHvPmMAxwsuMx\\a:VrePvyjQCb:Rb::hh=Jb;W:`I:XBZY:FS:H>:LHjUsR:@hky]yeC]`HFPpIJvjC;>YYVZ<Jn;IvP:o;;BwJ:HvP;:nAFNjq@;_Ax;<Gb=i?mA:\\?jI\\iv\\C=j[Jx;CA:A=jjGXn^QI\\uabyGrW^ymFxi?vQfkvy^_@yiYv>NeAHknWewp_Cf`YGkTfxoAksGfoWbg^qq`gL`bE?Zbad@he=yZonxG_`;iqqpgcAbY>sGwnvY]?YyS_evghXvZM@vyAZCPnlyvRQyuHrW@_A?q<Nvbqi^Ax=?ZU^aQ_xeWyvvy:FrX^ye>xAAvaNjvI`d@iUYvvNihXj\\PuSquwvj>imlOtSqvR_tCgv?i[TqrBx]lOod@jNn[Oqx;Gq\\?`Hfb>GbIiabYZ`ExxB;BtZAXE:B:cA<j[;:byKry;RbIyrigyurQ]rY_YUathyI:tNxPmdQyhdmmeOeuUO\\YGqKKdyi=oSAUeuYJhXwpRB]u<Yy\\Il[plcIljxUYyjlyoa@OZTJZuRf]x^xmAuQNDDK;::Jxjx[A:k]:fFEL:@?::::::::::XQKeRN<:::::VnNFd:?ZsybV>dH?g\\@jD>_\\<::::xk=dYt;IUJwYiycqerb;T@cUOyI:]WKuyqcXngIDywhoi`;RbEtQqI?yTquYMybRQvxyWd;g<cROyA^T:jw;::Jd;:qA:::c@:VY:::^T:jw;::Jd;:qA:::c@:VY:::^T:jw;::Jd;:qA:::c@:VY:::^T:jw;::Jd;:qA:::c@:VY:::^T:jw;::Jd;:qA:::c@:VY:::^T:jw;::Jd;rcIbxcAnbpHlePZQFlIYdL?DyYp1:\"\{\}LSUlUk9PVEc2Jy0lKUJPVU5EU19YRzYjJCIiISEiIi0lKUJPVU5EU19ZR0YnLSUtQk9VTkRTX1dJRFRIRzYjJCIlNWRGKi0lLkJPVU5EU19IRUlHSFRHNiMkIiVdP0YqLSUpQ0hJTERSRU5HNiI= JSFH JSFH JSFH JSFH JSFH JSFH JSFH JSFH JSFH JSFH Nesse exemplo temos dois n\303\263 (V e Vo) o que resulta nas seguintes equa\303\247\303\265es ( lembrando que j=I): 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

LywoKiZeIyMhIiIiI1MiIiIsJkkiVkc2IkYpISQrIkYpRilGKUYrI0YpIiNDSSNWb0dGLCNGJyIjZyIiIQ==

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

LywoKiZeIyMhIiIiIz8iIiJJI1ZvRzYiRilGKUYqI0YpIiNnSSJWR0YrI0YnRi0iIiE=

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

NyM3JC9JIlZHNiJeJCIjSSEjUy9JI1ZvRzYiXiQiIzoiIiY=

JSFH Como Vo= (15+5I)V representa x(cos(y)+sen(y)I), temos que tan(y)=(5/15) e x(cos(y))=15, logo: 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

PCMvSSJ5RzYiLCYtSSdhcmN0YW5HNiQlKnByb3RlY3RlZEdJKF9zeXNsaWJHNiI2IyMiIiIiIiQiIiIqJkkjUGlHJSpwcm90ZWN0ZWRHIiIiSSVfWjF8aXJHNiIiIiIiIiI=

LUklbXJvd0c2Iy9JK21vZHVsZW5hbWVHNiJJLFR5cGVzZXR0aW5nR0koX3N5c2xpYkdGJzYlLUkjbWlHRiQ2JVEmZXZhbGZGJy8lJ2l0YWxpY0dRJXRydWVGJy8lLG1hdGh2YXJpYW50R1EnaXRhbGljRictSShtZmVuY2VkR0YkNiQtRiM2Iy1GLDYlUSIlRidGL0YyL0YzUSdub3JtYWxGJy1JI21vR0YkNi1RIjtGJ0Y9LyUmZmVuY2VHUSZmYWxzZUYnLyUqc2VwYXJhdG9yR0YxLyUpc3RyZXRjaHlHRkUvJSpzeW1tZXRyaWNHRkUvJShsYXJnZW9wR0ZFLyUubW92YWJsZWxpbWl0c0dGRS8lJ2FjY2VudEdGRS8lJ2xzcGFjZUdRJjAuMGVtRicvJSdyc3BhY2VHUSwwLjI3Nzc3NzhlbUYn

PCMvSSJ5RzYiLCYkIitXYl08SyEjNSIiIkklX1oxfGlyRzYiJCIrYUVmVEohIio=

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

LCQqJEkjUGlHJSpwcm90ZWN0ZWRHISIiJCIreio0OnomISIp

LUklbXJvd0c2Iy9JK21vZHVsZW5hbWVHNiJJLFR5cGVzZXR0aW5nR0koX3N5c2xpYkdGJzYlLUkjbWlHRiQ2JVEmZXZhbGZGJy8lJ2l0YWxpY0dRJXRydWVGJy8lLG1hdGh2YXJpYW50R1EnaXRhbGljRictSShtZmVuY2VkR0YkNiQtRiM2Iy1GLDYlUSIlRidGL0YyL0YzUSdub3JtYWxGJy1JI21vR0YkNi1RIjtGJ0Y9LyUmZmVuY2VHUSZmYWxzZUYnLyUqc2VwYXJhdG9yR0YxLyUpc3RyZXRjaHlHRkUvJSpzeW1tZXRyaWNHRkUvJShsYXJnZW9wR0ZFLyUubW92YWJsZWxpbWl0c0dGRS8lJ2FjY2VudEdGRS8lJ2xzcGFjZUdRJjAuMGVtRicvJSdyc3BhY2VHUSwwLjI3Nzc3NzhlbUYn

JCIrIylbXFY9ISIp

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

JCIrSSlRNmUiISIp

JSFH Logo temos uma fonte de tens\303\243o Vo de 15,81/18,43\302\272V. LUklbXJvd0c2Iy9JK21vZHVsZW5hbWVHNiJJLFR5cGVzZXR0aW5nR0koX3N5c2xpYkdGJzYkLUkjbWlHRiQ2JVEocmVzdGFydEYnLyUnaXRhbGljR1EldHJ1ZUYnLyUsbWF0aHZhcmlhbnRHUSdpdGFsaWNGJy1JI21vR0YkNi1RIjpGJy9GM1Enbm9ybWFsRicvJSZmZW5jZUdRJmZhbHNlRicvJSpzZXBhcmF0b3JHRj0vJSlzdHJldGNoeUdGPS8lKnN5bW1ldHJpY0dGPS8lKGxhcmdlb3BHRj0vJS5tb3ZhYmxlbGltaXRzR0Y9LyUnYWNjZW50R0Y9LyUnbHNwYWNlR1EsMC4yNzc3Nzc4ZW1GJy8lJ3JzcGFjZUdGTA== JSFH 9.57) Temos o seguinte circuito que precisa ser resolvido utilizando o m\303\251todo das correntes de malha para determinar a express\303\243o de regime permanente para io(t), se: Va= 60cos(40000t) V, Vb= 90sen(40000t+180\302\260) V. yIpyIr<K_Tn^T^;FZ;BR<`:rpH^<FZ;NZ;F:?b:?:Hj<Hj;Hj;nZ>^Z=fZAnZAvZAnZAB<Mr<MB<Kb<Kr;Ib<Ub<Or<SB=SB=IR<Wr=UB=Wr<SB=xygS:?b:VZ=r:Ab;SB<IB<SB=SB=:::::::jy=V:@K>fr;Nt=FZ\\b:]R:AR>=ryCpIR:ER:=R:=Z:>:;:@J;HJ<PJ=XJ>`J?hjyMfo@<?R:Ar:?B;AR;EB;CZ;fi;NZ=>Z>F\\?N\\[F`;oZMFd[wZ\\FhNN`;Hl[@[]NbkHrONdKAx^V`\\Oh<H[Dn\\Q>]SN]_n^a>_cN_nf`pv`rFatVb>gb@wbBGcDWdNgdPwdRGeTWf^gf`wfbGgdWhnghpwhrGitWj>hj@xjBHkDPlM`lOplQ@mSPm\\Xn^hn`xnbHodPpm`poppq@qsPq<Yr>ir@yrBIsDQtMatOqtQAuSQu[Qv]av_qvaAwcQwkQxmaxoqxqAysQyyaRyR:Hj:FZ;:<:;Z;N:C::PuBNZ;NZ>^Z=^ZAfZ>^:=b:im:Dj;@K<PjJ@M=DkZ@o=@prHKKDm:]JDDnBAtRAv>HlSDOrQKkDqbeJELLT@xL@yE\\kFn^a>?PMUX=:::::bZAF[E>:::::::g@DxkMHJsIYt;NUSr:=J;@k;@K:x]wAw\\PkbbbOFD::::::::::HtPMkAYLDQRRYVntf^vmZ`]YPr:`\\mobAgoswlgIZuQev_awalvha_puvGbkqhKHvRihU`rl@pHXe?x`t^jhHrK?^FpfC?`UgmZHlX@heFtTFffNs:hvVpvpf]^>rCArhAbai]GTPyCDMHr]tqurtGyEoxCwi<]IvIbwsDxYvAEFYEurkWeesLQVZCb^oXpshTobWsVs;VpeUV_BigCmWBHev_kBwUhXIukyepaYriHuUHvCCyMTvyU\\cyxYT;QHsMdAQwU=shqTwsVZarJEiU_sUEbJmYXMhkwHo=btcsO]fyKxIgwuAxmqx^=xWwxBkYUQwQQePGsa]ewMeEGynWUE=STGTJkDmKhi=EACie]ekoe\\eijsclhMb\\QH@YdPm``OTpQSdXqQNWMPTqrhIT;IKT<RJyv_]k<`RJtk;QmsyQ=yQjuty\\JxAqOiXWXq=mXYeLvhSc<ylyvfQu?qpO@XaiUNivMeNZ`yL\\np\\O]MVj<RZ=qZ\\Xs<NYxSKmuoUyspyNmqIhYc\\qwPOY=y@UVNUn=qQMpSNeWodOtdyxPx@EVETOA]omLnB]oDxmvhqeDtMmWJEJ?]LJEJ?;:::::::JY]oxMty<xRyO<xulxt>arjyqChPg@uWurbpjhQYMQSPdYqlsaxkYmSxhTdMQa]mtytNaV\\AvwdkviOyej?<xitJvxKu]meumC\\q_HVWtqOuTxIovLqpyLZDYYAWuiy=]lcmO^hkMhv@UQE@SyQoP<KLTKb<nXHr]ykTYo;mm:@xImJoDOoxSgirkQP]<ypQU:IymYw;PVmit\\lSj`qm`qh=bvntiHrIxkxn]rIx_xeIGnVIptPthoaAQoRWs>PqLqwkVlVNsl^\\;pk>XjX`qQ?rYy[xq[W_i=vY?fdwylyt<WuuICiQVryWjidgMFmIHSiW^ATISwg;r>SF_SrIow?SVU?Yiacwycayt=yqZMpydpPDL_=w[@ToeuETrTimdaNRxspDModrLhlIQsHUn>\\kaUSYER:uM?qyOyqpxK:tY]uK>XUemytht^ppxYTJHucMqw]MxhxxuoniSkhogQnBeu]DpDDQZlW]\\NHXw@<xa\\yNXx:mu\\@yuHVIQjrUm<IxqTRIHlrMs`xl=AtrQQ<Uk_mTD=JWMNbyVStxd<LBmx=AS@Yw^yKrIo@EMnxiZqqYOp@fn\\YqsnnjI_;hofpugycRI^Qabmh`upZyv^X`o[GhH@iTgpyu;qsPUDesu?ky;MUrQVXWcY=CqsiP_hkeVAcVCeY;iwxusnsD?KBI;H[SWKKHusGa[t;MiuKTa[gcGDAUEAYReqbL[uV]vtmdiib_]IYiccubLce_oy<=ewmG>?uG[FV;yA?E<syDQLt@l=]tVpfNFd?C?]<::JCLOl<q\\LKHHPIMs:<yMlYHpmjqVYxJfyS[LWctviqxc]qw=n>Ut>XSgIu^Lu;hwGhsMqtxXxxdKNqRhHkF\\vjxSDalHdmtlyRyOTxi;AdyuRYE@wUqyr;cwqEBtofuEVrqYAyCQ]wowWnqu@qgmgiuYd_EgM]smscXgt_UyVKGygEvIY[wGAuHxIBP]hRixnChgAQw<qcmUvQmwIJrdTrUNlpJlIRIDQjiT:`N@dMbYjPxY:PJ<\\yw@xqXryOpHfqjyx=qyOnpQaqGGxSnsKpncYwTVcoWikG_EauBarF^^Bgo]vauQ_A^_eVZ\\yhvY\\EPvOxsfypjyc<yy:v[xV_coqOFxYNrGO]unhEHdKqkcpneyx<FuMN``AeSY^Q_ZiPs>a[FFhThokY^pydwYo_hYsSMAy]SBy]DxED;iRpeGnAgocY<WcesYGIUhMdgUFoAes=sGwvLcVMCXukRwyR<seIuibsu:?yi?RlauryT<kydAhooFU[Fxggq_Yj=Showi_VXEwxUDiOw?SE<_fKQgAkEPmW@ICBmrQ[IMYcpAXQuYbwEAkygAhikCvGw];yqMvAURgAvbke]axLUewib>URjWkv=k:ul]iM^Ll:LWeYspirwiOvIUjyspINrijjyw;My`xMgxSkurWemoTnwDrAUtnUq_ij`=Q?MkmQxu<xkQsoqoemxiiyU`pyOZQ_rTxkTx_vYc]ieKgpGphwYf\\Qx[YkaWsF_ikp_lyZVvZvVxYo[vgeMayuWyXwy:Frg_qiwa<yoLFerWf?y]mxn<`xGQ]LicPgri``EHoox\\rpmaQib`_RWeIUxKbkmCbYrdycSyqgiJe\\yniYqlYn\\ywxpMaxr]qi@xe\\Wppvmew?po``QVDqk=ph@tehvjprfakQyry<XIyOCtqLlYUpyMyqoxTvANYdknv`Roi[V]>XgY@\\Wv_MnpQxnIx^EvgqfZOo[iqdvFhIAqx?sY>xFwmBxY_woIXiyUkaCYmt]ChHiu\\YUc]yGKfBiVMOfqayOghAmbbwrRAh@AbSGgsID<[SJkDv[e=ouMkx;gy?kY\\qyCseUkyf?yQ]BxigjoVwIVkUBXQun=xRKeo_YpShg[ypKgN[E<_IrYvZsFawFc[x;ogYQhGiihYWjyt=ky`wDvuw_CFiAerUiFiHO]iAyfUwIR?Vx?Y=Os??xuOCuAhW]xaODwWE_QXW]E<WCPaGSuVqyumah\\uMDfB@?:::::UTXgTGQHFAbWsx^yhn;VAEt<ayssRuEcMqS>cXNSFN=RKcBN=RKZ;NMYrFQcWeRvye\\ycRyQguosUY>AyUxRxxmrYrjUYIQMVUwiuN=iY[EOi`nKewJEPRQvMdwE<lEQLAAWCIkwmuxITReyIdvJESdLr^`lDYo^ay?Hk:EKIan]AXw=o=lVWxXpIKkisiEKx`LvURX@pMixiTKyqk[lmEdu@QxCiofiprqOLhrrhJJXPn@Og`pHtMyejQQkeuq^yQSqja=vYtKx]nrYX>QqdYWXHqrEOuewoUOCMlO`pMAVpHu?hQ^XQxTVLHM_YQBDmi<t]qm]=vYewc@vyLuPYT>MTryn>MmyG\\yOrcVoG?ndOrXIv^n`q>dsHc]?lcFyV?fVp]dwa@xanxs=pap^y@GxIijvX`iPedOeqYre?kf^qA_ffxoh>mmI[FFhBYjOx__Ia^yf^AnInkyAZiwura^iirIQuyVvVq]b>ymGxIWrXI\\JytSOtv`dTpicpnC_htqii@fjQ`I_gdAvdFaq`kjprH?ek_mPyqva\\mnyCvokynpIqwQnxf]rYt<yiL^icFvR`qA^nWGe<wptaiqPpfxx\\g^rhmj^d@FuPF\\thkgyrofxqwjyUTyC;kuZAioyGvgwmytfmWvIW[SYbcXWUSDuDYqHLGSKkupuBVeD_uY=ied=B;=Gjst>Ui`PXyhJxYliHrI]JXxljARttLl=YyaspPpTtVceKs]nbMNSmSIEURTPYlxopTauxvTXCYNllmlxUgLKq=O^TVn@JnDT?=JNDT?sbIbnSvswCqybT;RHciCUvjkClYXc=EYIDxqVrYG[wDAaFP]yUKFGyF=MYNosbwhTiTTQe:awS;rh[fF[UVYhT]GrYw@Kya]ByiSUSGxiuOaXGuhB]yWqdqkHqEGkas=eTWCsA?pT\\PKeB??CrZ[FVItJSfrOFD=B;Qe@OccetN;cEkeIey@otd?bLGDP?VLEemGIIauy;R:;XdKUjcIbKBk=bWSfVcbbevH[eHwvHcU?Gi@yUuAdbypeeyEAvlHwTTjeMqy=J@hOvesoxvPtM^EPGapJ]OyUYk=V[ynhYVKpuaLJ^=rt`VkuUW<YkAuy=J;yXv`UZhmYAxc`XPXKVtvThjk=nITNyAwIuKXamwyLxlkemyxDxgUWSAWXiMoXWSDusLLh=rBYlOiMD=NYmtV<VMDuYUpQdRuyKIty>\\piAKk<y@yY:HrLAyT]uYUs_MO=QMYANCASTtyg<m_UNNev:xmOtLrDq=hvy<YcpNExpgYKu=YvajwimEhoYaJfivt@yKTVRInV`NgyWaLoUQu>EVH]SiTXyYKJDRFDvTYy`PUCaP=]mpHXA]jJ=NK\\NB?oNbaAVbIHb;Xu;t=kTPqfsOsOEc]GtWiwRSYImWd[Cm[EPUIBWu;GY@gIA]uLELKTSX@u^qyN\\PK=R?\\LK=BRDetLwR:cC`AX?wIB_sK[ED;bb>Z\\<::bc]sD[SRaIFATfcDSsvVyH:wRTcigsYq;GuQDSoEvKs:AyEKby_xqcwUUy<]yk?ieUFv?yl=YCyv[wYAkeZUT;yRQexUgdvKyboSxSvBaWWmRpwFAiXPgyIqXHqdDysSAyy@q@MnypLXTwalyC\\myPvxqyNYjl\\y==Q:LYILPxYOeIV=]mkecsYjfyYgw]iyIIuqsYAOyQsieAGuyA:jQ]tUxsc`ybmUwySa=RYxowympItxyvfYyywZtwlyAZe>ouyag=r;jOhToqjmMWyMqqtmMIYJyjEuyaiYnximoxwwy:FrXinyelOI=ybgKfyyRpcyYsxU_tyPxtpqZlUwS]IHo[x;QhqiTuAwy;bOqyyHrXinyglOYrvygwymyVgiPui?ri@vWYh@yiE^a?NndWlsQixHo[YsuXwWQcEW`qQv>Hce?[<gyqvggQtxHuCixnVj@@sZQyJyZ^ydgi\\\\Hwy@xhwo?yvkym=yiEfuX_yY>y?HvS_`s^hEhgIA^ki`oHlEG]^>dBn^hAcgptSWhr`qhqhMFr:Qtx_\\rwnxA[iXnva`wAoo>oohehweWVeWGevwf@X[apmco^sX[wfjFA_NwZlacl^r?IuIOyLWvrf`tIukYb[y]Apal>wpPqiGknXgGWiIWtoXaGOeEFgJQ`AihiOaIW<wwoUvQIrZSFAWVDyI:[bicBTyc?sW<uUryf>MeGofkQfXKv^kHqURv_sbIr<YxbEByKy:_y@GDxUsrYVpAgjwb?yI:?F[OU<KwiMFyMdrgVvis]cy[wRYShIOrhqVlGF@AGlATCgG`AE`WYWObl]EaitoyC<ysUyR]yI:[INyS?QihiIjYs<kiDqXrWr]_wnQTvyS]YcEcUpswMaEaMXGcV>qdMGXpiJXURSln;ePI]nwyKf\\yxLTvxtjqxy_jiaxEIeviadHwgqnGwnRFj;hg^YkDAiDWf?n`Ln`JpbMqkOXh;q]INtxf=idM[HwUcFAXM[HwKX;UW[EGaQC=gTnYGvOGd=rOIG:?EZwcVqyIUAj=Ze>O:r;jOhTo;:i>:FRZxvsu=:ZtYjsgxyfmUvsc`ybYZ_yYagyoxIsXyyvY[yWMwY_ihYvfwip:Zx@nXiiIwv@Wxdyit>ZsAhUqiSIucYyyviZyuJwy:^vDfk\\iymX^w_sy@ZHH`:Pmx@nCvvsXy@reMGfURB[DOSF=iSNQIJyRmyQxqkc@TyIw=TviuJQtyKPnLaNj]WT`q`XTxEleYsUdmlpuuuSmUQs<y]@U`UpiUS:pKXIk;yrZxi=@evw_uidcwe>^qmGhZYayG[TAiTNx\\y^lp]kFqu`pSwvrf^gayuHilXmq_vkisxGsyAZ;ybvV__@yapxX>yMpZepncQyO`qt^`La^QodcQ`]FZ=Ej;VYQIbuI\\cyXyr=wekyv<UGUSSuSUUIV[ceokTe?IP]VLgG]_V?;T@scs;FICwPwepmstqiIyI:;yv_ty;ZCoxyWuAWyYXpiqyHfxinyQwdNI]xnnGxvNm:Dyy=jfyigw]hqiIyqrYaNyqsieAGuyA::ZY?dioaatbmUw>ZvwqpyiU=:@Ouyqg;:ilGxvNcquuM<nIxlxySuAWyYXpiyyWjwXCPSdqq?Uy`uxYXPpyiRyeKwauIfY?di[^Xw:w]g^uRoySQlhptYVpxAr:Aptnp\\`b=t;oy;eRsybfSyA]r_wy<ecrYIxot=;Yv?yB[yiUdv;CnWsSmWg_Y;uiuwST=E\\MwtsiCwWysRUiIlYW]sUF=s]wy<qgrEiNerP=iGcV<sxbKey[hiSyKcS:?yQ[RRkIfyEr=y]erEAX@sG=ox\\sUAgtgIFkivW[dK;c@GfaIcp]xPQhmaY=ueBgyigw_kvYiuxusrHVWYsy=:Qxy<XNemHyWpaqwuOxajxQTP=tFmqY`pxxm[yvGlTBTsqlxx]NP<uhanM@lKdRoevfEQvlVZYqDXyXPRxeMPUqceWhANXXK?IsKXRhQl>=VgQo:YV`aM^QYD@jsypfyI:ZAsy::x?w[]<lA:tIRNVU:jeLG:rEuAwAVJR_vmp=rZjDQwtUjsehtv`YXD[x;Qxy;rSuIgyUhqiIyaiQdyUsxkmpYT;:fIdIXXd[fAlxOud^n;XyyF^:fmYYuTGlOOyaycOVl[yoTY[pAjrybuQdviajye?i]yFv?puEHx<fa;g_`AxhynpWxUgayHuCofCgg]^[yviwQwtqtlOeP^Z^q]BvaTGyQpx;YZxY]UqxY?aSfuixkMqcyAZ;>bYncKWcanuyWfC?b?^\\K?b?^<::^_v^cGxug^y?X`Fqx_pkYwu>YnUVmp?tHO`j?aZx[LxqZImVqiJyao@`nAyCHhyAZ]p_eVw]wxIptx@cyAZ<@gy`y^w\\gYcnp\\IarcVua@]mq_svogxtaQd:qjL?hD^mD@ZbNN::XNZtYJIxFlKc\\jEUtdIlcmK?PQD>kvnp>N\\k^kF>xkFc_A_=>Zhv\\bwrVviKpc\\@jD>_\\d<:bcMHBYVCkW:au^[Ha=f\\;bvYtp]I;yVfIDk[hXub=yUsotq]GpYHuEFvSwwwB?ax;wiLIDPyxgSgyyEuaTvaSlatHgW\\[ed]GYCI^;wrYVeQeYGxwOrq_wC?HnKBBkuPSDJ=tmyCSYvB[Yk;bXeD?]\\N::GrrmWK[eGyxfYe[csmohUyI:?IiMdYwgEcHGkCIuCGyVTwsJoTKSc^;gvoiUuxDaIwhyI<MYLSYtK[tWTAJ_mYl\\yOvoTy[[qiy@vIi\\cAtdQqAFkfOm@qxXAfB>iIIaS>w;QjjhaS`dpQoyci?BTywfYTjyT=ky;=DhehecsASbpqr@YtgwTGShygds;U@YXEigWIBbTQQMWNAP@EO:=tUYj@HWg=R?\\LK;:Eg<Kbm]EJURWSXMkyYoSxqfw?HNysUYTpAVyuyYmYTeHwCh^EbKmRAaSlSYHyScsUmqyQkw^gYwuY`<lvqnQIs;mcc_uYPCoiVwtCASfCwcsDY_wUms<YykEYMQvwQfacF:]TKcB:]<:V\\Ixe:YdPgdZ?hAg[jPycxxnQnL_Zg_lXI`DqwUyrQipswogyeuYcryfpyarI[\\yaBpuf^qEw[H>idGshxn_W]`Xmdgf[?kYfxMHc:@owNcjAg=FprYkkYa=yiB^qgfhg@ya`eLaqy^nSG^LXiGQb_Af@@`@Fhs@kS>arnea@poNx^vujaeIiZrWu@AhcyaBnqT^i^?ySa\\FQfWwb=qeYn\\Tpfoa^V^edQ\\TorYq`Ngl\\oaY_cTFvywfYAuQpry?xLweNFevAgwIo\\^tf`pC?sUHryP[[Hlg`pGQ\\VnjSgxYFycGhrobYilSXfYwmqyf]v]]?iMPviWrIGuUNrtqgY`odqmP>xPflp_wPphhHxTYbmn_mVpbgdWYtrf]wIiZx[>xa`wqTyl]yZfii\\ywEpynFxa`w]HxyWyENvQ>k^xtfqc?hhZxeXgbU^`HpdRwlKw[uh[:AdWi[wGbuI`yAZ;aexH[xYtxA_q@xvQa`IoZygVfcTV`rye@QeoorA@ocNh<O_sOs[FmCXd>Qds^yeasyAZ]worQ_AGjvickyd]akX>`rIpZyy:^wgw[?YxS?iwgfvPkyN_FIsdnnBF]Z?bJo[uwxiphwynyFfY`jYxpAGj\\q]j>xoqmZPt\\pecOmWajYhfNagl>j?aaqF`:XrV>`HqbIWb:o]SY^<@wNvvyW_HpjXxucFriHjynfIykyAZLvaZweTYjFgyYpisVwgOvYqZr?mnxiGniZfu<?^v`qK`dypxh?nEAkFOv_fiLP^`vy:^_GHqfwkxhjmX^vqr:p\\DpdRn^Ld<DD:::ZJ>qRVwBysHguyfnivw=oaOArIpoI__uWfphaeolriuihurye[y]CxofanRwwf`xsi^EX^rNuCv]Hyovg`PyfQaq?FveYyAYx`Nqjpks_^V>_\\?jVpynGZjyy:fwyAZuqhrWn]qi[XviHuuAvyNrWyd]yZEhwfqdIarQIwmwga@wtX[GQl]FiaIl>Vl>Nu?QfI>jeqmHW_fyeSyt;ypyAZGnq?>iaVrtPm\\xubQ]?nkSPhbHr:plbF\\UGl@Q`^pfxp^yAZ<@`rysC?ySFxEWvYIrIP]YYeR_iMweBx`Xx^Wpo^H[`Vp[ghi_ggnvBpmDOo<ItJP`;vctgyFN_v>r>YoL@inGyqOZlN`uFx:w[\\PkbbbOFD::::j:Hj;hUHlXJxKkdqcLPtPOPtV>irdaS:yoaQtUdjSmR^YVv@LU=s=lkkiX]umFyTayTIfdkyvvq\\mVvQ?kxG]vo`QygvX[uyary[JggynrXGaKifYgwi^\\XEcMipQehcWVOSDuIuqVQ=FSAbUWDJusegI]yI:?Flsu?ky@?yPYy<KyowGBkybAyX?bbut;;hpcdhuGkCurEYT[x<KumqCLmu_CBrAi;swD?ysUYK]yiAyiUY=[y^?iOAvxGCYstQSByys]_tX=VdOeIybZwYKowxWCIkg]AGaYvfiyBYyOmxIawmSyd[yegiFkiWgfQUBvWx]=Y]ocj_bEeg?CxgisAgsrSsoYb_]F`sykISdkskODtEYyEGyABEAl@MMBLtpqWuQr[yk[pV:la[yarq_iWrGva?ik^`yM?xIhryGjQPxVgnVXhrWt=qopQ\\DavdFjq?gQq\\danKXxnNkANhe^wYW[rwsAGxhIjcWobO]hxmgHwQGs`YeXAeVi^?aqeQwh`jc`yGVhTpuI@vYOuU?rqnhthlixjvGfZ`eApk^olONqC`^Vowyn`:GrANxihjxh_xysxw_yAZ<H`r?mvacrQ]ofam?vg_uZ@yQIvwYvCoiT``sNsWGwLogL^bdIeqX_S@\\ehiJAbZVZnAirh[F`kIpccWgS@yiFxMGbryxjym=qyo>xGawtoj?Pvu?]oX]u^j]QiBGn@pbH?[HQ[^Av<XaQgcT@ZbJ:\\<xvrYj>MqqajnHWidpUUYgpO;=p_HqulMrLnM]yZXPJHqaQXdlXXiqKmWoTYWxQuUuCQMuQt=hwppXEUXUTSquJ^`S=XQWLrI`qZHoUEroTxi]YPXrAYnZyUfiT\\uuRtrdQmpXo`XuopkKpnGELgUXqqXEqWiloydJPlr]HtDxTX\\y:<y=HvYHJQyumplcLVgqs\\YU?uY?lQT`PxHoOyNytVEUkC]O^QlfxnhMPAYQDatO<sJaNM<RYlX@]kCHqktjKYx;XsCusYUrydMviLueUcUxxauy=JjmtipJY=KaqpquqIlyGHWJ@yeirpDKlMkI=OCYnwqJT=wCiYnAV=akRTRFHsLqq>=yQIxy=j<uQShXWqSAIrOQnspqKQnoHqtTPrHu\\PJ^MsgqVAIQHtU`hsa`KsiwcysCyY:@pphl`\\uy=ZAqySQyQpm^ot[nqjixBhkk@mgqZ=pnD?ZpYx^ol:pabIdDIosadFFZcaeqgri@jX_ZrqvPAdrWv<qaSFx_gp=plmhcYwcEgrqxf:ii[`t?@s<Vq?NfQwv^QtbNu>qkwAg=Nvi@umqYuEryV<sULkyluurysZyI:YroQtosSRUswGv@qiCOxMcYU_I_KC?abA=bQWrDSYeYCLAfKaXuSIu?g]_hnmH;[RjcRToBJQWncd=wVoEebit<]vwKRS=hkKB@wIg?yGwFJCys]IbYrayErGwA_WiyWuEvx?CXyvjgDvsgYEsneFY=TrqEl[OpPygHMuisf<TLDRPEW]@uRMjHDuTuoy=J;mPyAweysTyOpQNjyoEdXRavnDxOhsfLuheOiYqAdlieW`UySyPJxsFeSKlYIurOpwjAr@@vWDQrdqtlyO<xy\\yUttmxofIxkQpV=s_ypk@yGuogPOuLl[@K=aV^yoatWTXRoqN:pQoujjASHyKg`LCxmNDJ;mvElrUIotQTJEJ?]LJEJ?;:jByv_mREpLZ=OrxOYymaDWEqRIAp?xVYXr=XtP=jstKR@YAatjyWE\\YudvcIvueoLutRIl]aqwHJJurZANFtl?DJwtS:MYQysOpycaye`rfqwh\\qcUYnMWeDWqEyXhkZuuITU=UXhuUfQPXQSmIqBmy\\HPnhsUuwQmo;MVuXSwirgIvvLkSEY[]jAyV:=VCxjVHJX<w=`mwYny`V;@yAqY;Uty=JbelmEVexPvQOiEkbhuk`PRXjmiJy]ttHlBUvalmrXWVdtIMUXhOyMJv=vE\\mpdLhtQ\\PoiMR>XojYJ=yJ@tjDePFHSCuM\\Hxqlqx]p;Hy_<xmlxs@xI\\YQxq]ymIlYk\\yaUPwyT<uuI\\Y?ixZuK?<Wd\\rkTU=QWkDso`RgDm_XSGUQZ=SlLJ<lJRXLtiy[euHXt<Mq?pLUDwiaVR=u>qpJQjuMRf<YOITX<y=\\kHhTsuucIxYLvA\\wMtY?Xorikjye[Ivcniq>iyfrQGprWm?qyQNbfwy:FvB^thY^ROm?gqJOw>Fx;W]Rnu]VjXFbsikxOobwtQPaXXkgghs?fPy\\qGdAi_?ApM`sUwhZw`@wo;@q@@aa>gHy[<>jsvgIxinxl<xq`waAxxx__rYj\\igmNrTiZ>pfsowhWkSP[=@j\\fkN_qIpyFQgGAs\\Yoryrpqkjyc<paDVbky_Qwt\\apjeoqf;IwUKGiaBlGe]CeOIvlEFNKhnOTA?dkKFSGEV=wL[rDCxi;igwx?axEyErgvaqreWEuUgcqWg[ypcwVOtdQsp[SWoxN[UBYtC]vZwtZqiGsyG]HImuxECy_r^sdfWFvkuTAh@UDs]el=rgaiMqf@WYFsv[qxhQsaoWjKTsKe:iGuiwy;R;oBxysxAExqfP[HYEbrQV]YtQ[Iw]UAQTLcHWQUugbxwXHiCU[VJmE=_cF_V]gVOOCFiC>mtVmfrYIxOsY;xiGbY[X^syDsWvwTdaurMWgQTUACugdYgRoWWegfvIEJKfU?YgQUNaihWImyWDKHU[BJ_yMEvi?BruIbyCrQgqaCxuXrkvNEDvyxZsc@sS=YuYEBhMVGQYxGWXGW_kDYSWEeHR;B^_eS=epswgAhi]BxAyy;B;wFxuHriYvWXf=yeUvaKBymurKDWQXagur=tLurVAxGoie;gBiW_uX@_FOirG]bZqxOAfkwHF=bxCefirV;X]qhsQCfsuqUISoeysuN[yjWGJgyA=YOYSWKBgUf@?iwMdJqdpGdvqGWKCbWUCagaAXwYwZssJyI:EBY]iW=vy;B;yGxAwx=tyDvY@xoUscmm\\hTntu>XU@eNbeprHVOqNMaw_emqlW`DS]LR<QphiU@YP:yJNyUoxsgYsjYQpqmjiy@HOkupY]TvyQaLWQQjHmUr]XGtROARfMpJTMrlNBTUVxwU]mNmythymlYX\\yohYXxl\\qnqLOemLxdJPdWyiOm=YqQtShWgTtfPXCawPdWkQM>hjlHx;lKtUXYyny=J;myoXMgYVxEkwYNduPPHTWpsmaRt`N`Am;ek>`k?Qk^Ml:usSxViTRWyogyRkYv\\ila]YMXS]ikoxx<eqhTsEYl[qOaxLTyKC`rH@OTaw;pK;aw[F[:A]ZihZx[`xi`wmTyn:yuoxs=YcIv\\vgaOygoxqGNwKF[gpoaGti_hnAqFhyPibrpjlvb[XZ@fqLN`vWvOXhJ@[pWuMYyrxZvViDHyioyBnkLvgra^I`wtQthaerqbJqlX_ZAxZTPy[@l]FlAypLAjD>_\\d<:ZxVdyAZ<`sv?iNqyEny>Q]pHl[YmrhwvggkYcK?pjq]<`r]QsYXdupjGanGvy:^_SQ^THc=Fh@@blOaQqoxqryXpPwkuA^x_sxO\\rYi]Xef@\\bqDiWEehuWs@Gi_ItUAiRCIymXH?iiMuy;bZeWt[GXIfwWWyWFGUXJIdwssi_ba?iJIh[kw\\Odi_V?ASbmYnkrSkW?iIGOHY?H<;HAYcn;VDQeXeraKFgmEUew@KTWQr@EWpuCe[Ge]gmyWq;Eq?EhIVy_fyerJMuZ[ys;Xv;wH?V=?s:cgx[f?uW=qv<Afn=fE[E:yR_DPvHljWjjYqBWiIv[bQqXgjbwqtFra@bpXw[^anAd?veOag\\otnIugy_NRUiu<qxMSr[Uh>AC]erkyCXWum_he]BhaUmqbJQG>;bDkEbYbZyI:;Y_[yLqYCwioyI:urYGE@AYhyD=kiRcIXIXjOuNQHg]gneYAif>oHkwW^wXM_EFIbTqiVye?MiGwn?enGMOcAXdutbuwW`nmxnTeM;DmD`jvMsuXV`xRg\\yOEXaAtsHty@v\\yM?ptpQlohqphojQO_uONlKhLJVmulxvQ=ltpVsxY:Lu\\pxy=j>yMjEuiXJyiKneO>AuS=yXTrOAycTvUXmfHYQ<t>Pk@QUXyPHMjc`qODMjIr<qMd<o=\\xATRxXnMonCngnfo@WsO_pHxd?hnopmsft^nbdNwSGcZVo<fjtGo<?a?QgQwviQrY`ktxafY^kUjgfIsbGUFvQyriX]sULOwLUstQHGginEt>mc?IGVOr^stBwG@[CksvOmxa=byuCxydwmFxQuckyi=hHuhcuGbyXF_iuUCxAHDAhKAyCSrG?RY[SIKu:ggb\\l;xKkYj[qxADxUIrQlyXDx`XLaXWTpOaxMODXaUyhYL=QO^ApD=pZHVO<UteL>LxepSxxNv]KyMjxYSxYQJmQS@WTaOxpnO]pUTQgMQW\\u_\\rTimaEUFpPCaXM]VGAMUMLKlnQUsJuQnQVwpxJ\\Kjxww\\pYxLmTyae`rytxI[wYyg^iIsHqyNkupGhqscnUGuSIymTrUr?WtFyeTECmMvXCuowBSOedUif_rCKhQcBU;yOMcdwhPwUlyGvut?exESeyQXbwenwU?eWfQFO_FT_HqQeGOSvQFUWismTEAYgQR^WXw;bswWvCUWsEs[VJSR:;xRGX<WhXaUxixZyI:=xJyI:=EpycUyI:mhyIIJAFOivj<mbMPGxr<QMnQkfLyxdNJdk?<RXMp=LO_YxDmOm<rXdxnPWb]ml`kYxLr<vtlMttkmerK\\u^@m;]uITnFxkbxoI>Z;qayAZZanGGxAqdu@yCGxEocA@ryn]vH^gwpRcSECRgxbgDOqupicUod:EYJsTSST\\QxVydJsITkyT?yusRtoIYwu>]yjkYFUy:mevWcaig[yTKEy^IwMGGDAbikVX;c>GdnkUBQd:yC:MUeIc_OFugCBSUAuxMGW;kECysfifkeb\\isUWf>oCkOwQwrAUteiwuYRwshSuwZedoSIyyBriyh]i;EWUUReefdqr`qY\\CRDgs;SHkwrZqXH;g=QdwqWyAGEySSYSpqvkyC>eWX;yfAvjoBMiYFMBPwiwCy]WcqwrFaIIYh@;bHiF@YWAyI:?fFsE=chIGby;hAorU[RtMXR?yEqrQyDXqWPiG]WYSgfxge_uskWGKwCNgikQSjAyoesAkiEYTuABcAhbEXVGgYMxqSRgeeikoB]k`@yOLOUqWlQN:lmLlrc@jN<sqEMFHTFpovyOciJfHlcmlKURc]KjuRiQMA]meuxp=O;xTRIJ?=JBYjb`rfdoZXY>]xadQNdJD<jS@roQN:L[?C?::J@ajZIO=mk;mRkUS?WxyO]va[IxcoHx`HQebaihkwFCggSOVrWy<?CqKfOKSqedmEHB?cXcedwv=kyR]uGQFiasVurfMiPIT[csjUBi_EYaxMaCdYDaSf_yDEMxosCrei:uWLGFO?vGYBMAIGIFXEUHCS\\MB=ygEiBaWry;bL;BvyFxKs[IxDYXZysfUImgixAcTgfx_ggyvDIrk[FQsucYgVYtQOdnuI[wYGuHYiExURROWM=giYV;=fHEu`aSD_Fs?d<aSWOxsWuHeudytgYujASvAewgTvGF`MfsstkGuwgUjidsabB_F`sYMoTy[fisr=GvQawC=Fw?i@wHXcElIShESXmDsSvF_vX_ELMimqUW;w=]vy;BrQfYQSnwy:seJkyx[yZIh@ef[iVvgvr?YCYI\\EyfwW`gVUYeMoWgewPqt\\guYkIx;TBkumcFPAcK;PXty;eNE`M;aU@@Y:Mk^uVqay=XWgyuPtm<ty^uUIxY:DRiuqcuQX\\ymAyU<OeMmaeJxTmrmKyUJryP=My]TKS\\nPDoNtpqxPQXcFOtCAa?_blitPFZqYkMveapyU>xgym>`pUgalNrlnppo\\ca[KV`m>]\\AdNnZ`_^kHwXAjvvexQ[aVyq>yqpxthyR`aS?xeQrtytA`iv^a[wnxhmsoa_X]ON[?qcji\\RN\\k>ttytOVvyFueWvrgy=`iw>xuPrxy`jqjAPvGWaHgpJqgoijq`fqpmDA_PI_p>^I`vcWfLG[OgZq_mnwoeh\\H?[ffilHZ<Nm[Ws[N^]nrQIyHFhgysYfl:^icWyuniDyMIrjqypqU=aerIvjQvAMBTosTAXcMeaqBnEXhisa_YlGGkMB`afEODaYYTMBB;i@cYUAbwAEx=Vv<ViLJcuuV\\q;IVwpyiQrQmtTqT\\\\pBmUedg[hflvceGaGHlpNvrOnR@nUVbh@Z?iiDFk@`Z^y]iXxoqayAZ_ha:gdM_kOHasIq^fyyOyNIZZyajYdioklqyGyajxe>ykPNe=yvYOecqfHqtTAbSnvPpfJ>jm^tJ`vyAZ:Yg]y_;xqjybIVkxn^wyjvfZjQuyAZ\\irPXmZiw=VcMaaOGvWQ]aIcS_fwggTga>grcpwF`oPHwx?egYsLPolfqehxANeJa_vFc`hsc?oSQudq\\QaZQNjdi\\T`aHHb;AvZYtZXpuY`anlBPoZp_XqhbxZvn[Siymnu:pa]fyjxaZamYw\\yOgIGuaVrYq[hpi]>ixgc_g`nptvibdxeSIlMFsXVtNn`bX^\\>aqq_jGn:_]]WlXwruAbxwsyX\\x^`xGrTyu<Ayvyb[ioifrxDnWCGUrJcDPCsLec]kePiR^?rk_igkBa;uVwtyPXjmr<qQXEj[UXY`yneYb<R]MRBxTV=X;iMwpYnHj[yMjmsYIua\\rYIpA`wSDvYhJxQNPaXWLXihjcIPcqXQltBYsp]jH]K=QoWxrV\\mQIQb@n<@RAXnytNdMX@lRRHXIPTs<NJuLShnEDQy@Yt=T;dbZd\\:jAdrY<xVyuAPygxsfYS[yY:LKthq_hvpiNjYn?MuamkTqUTyQYES_uWoMMY=PaTJC`Vq]ksESDlRHDhq@y]GxancrYqjyv?GxHwkmWgooneotKve;_amW_@yhb`aJHhdAabad`yorWk<qhXw_jqva`ndqdKyeRWgJfa_`vI>lMPr]YgeVZVhk^XjeiwYgmyAZ<nicNgy?x?wkFxdy@[xx^YgeXayDFx?WyXAyEfrQI_s`avNtjVxnVs\\@`<V_[Wvhwqv@ftO[:fy[^[<OlBQsJg]]I]dviHft`yaOvqdgaaFvqfwU>xEIv?iv?hx@inkQaUidrPpXh\\Xfdr@ppFbqavFXZparAAtQickQ\\Dyx\\ye<ii`ws<qu]Vl;_toWecn\\=Iep`bsp\\LNpJNlgqs^N_RigsH]@Q`tvt`ydgi`uQ^vogjyxva\\]nxlOtoweTYeN_torNYTvAStoxasyB]BKgiBgcnsGnibm;SxwGSudXmUIaIjIbtAi^WgK;DB_uhMDRwEZ_DGCwB_rh[T^qij;dOQya]E]iukotvySpYUryb]ws<kY;cwiyBYGdiky`QWi]X`euTUgIqc;KtgIUTCdSsb=IBIiXmyEv[tAqxwkTvYS];Yywfi=RkYerYE]wHFOFLYYgKbcUsckyCUT;gtPqxc[dVyHFCTNUVkqV^iG^Ori]wqKv`gIgyI:?VisuUkybWUEYGyiBvYHMgGxmUbOEA[vw]eDUdX?ECuUooVPAIEsWSobi_WvYIuUHryW\\whEawoesaYbpsxtgcGYHRiGZSe_QeKCuSiW_IfF;xmsBMAEYMGT[xrOC<Iyy;bRyTpaSKuY\\yeSye=siI[xcuuKSY>uckAWdWDbUddwHMUYGCxuYVxMIG_fGyC[[S@kSmoUiiH`IIskbDATDUCxeRtah;;fIoUyGwiIUqaUQuYbww:kyk?hpuD_oyAAx<uYLesLKd<CdOghsMXUAgviFZ?d]AHbkRAErTwIkyvfuroSYl=yAkRKKwMYUCYY]sUNuerifgcG;oTPqb[_DBUFLObGSFwsrrkxOmGDKsp=dAkTsGDFXxYpRRLN^XLL@mphxWUXfhwMIJA=TIMY:dYNDdD:KDs]sGmByMGT;w=KRycwy;BrwvqUriWUYirMyI:CvfKdGweC[xQYXnsWNEwhkxTowDevDwy]iU:mDOCeZaDXgdpCwZcwRAHGYUpihwiXygfeotn=xQgBYESvyfjoSSooHYpkQURhP@lWCQlWQrUlnZ\\m@lL<=X@dsweTLQuhpxUiY`yWw]JJyJayM;yOUYppAvwiNvHU]uyGDWYlKxpJrMVimJeQPbyxthjHEPkyqSmNYEpqeJ@iW=MOuQmcapy<y^xrHtYcYYEYyy=jTYr\\qxgDxTQuYavIHRTXmCiNrMvLqOIIMT@M>Pr^qOvmVoqwRlsepqy=J<<wq\\yYywTely=juDxLXVymRVytPyJiyMg^sjyo@`pYiZroiAAcJahgx`>Gtn@kLNt@yrIopUWee?eNhZK^nBOZd@ZjNo]XZ=nkencD@_:NnD@_:::::Z;vlCvvhPrdHw`nZPI]R^aJvid>clPlchk>N_NG_TAZDN`HF`cAjAgpCgb:nij?yUHrYF]yAZZAlyn\\xg^rwq[yr=`gxh^xwsX?aNym?QahHkgGiGnl_HvEWxVFhVWcJfl]Q\\?O`?W\\JV[[GlrX]sXyqIvYgkgpy_^ys>xyAZCh_[nlPYt>QafO]N@`P@Z>Ol@qoN>ouNhqfhVFhVw]gay?yi\\wgC@uyAZZ`]YQspxa]_jY>xByiEvSkIKcymuYCOFZuc?OFD;g:ONJ;:::Z>NfNGhVws?yq?peS>y]AvEwsF>iAYrtw`D`ywFo]h^PYmeHe_fvfXrRFsAgZ=g[AyZSvvHhlMIt:w]>VuyGrfnqinyAQiUxmSYh]qj_HvYQ[^HxB`yIVvsnfPa`e>]:w]t`pc_bl@baPtw>n^wtcFxiWvYiwC@vyAZHpe=>toxq=x]mprqPvw?dXGb[ioHgeHGcTf\\I?^WaagG^mY^XQeYA^]WaA_]QGwKvy:ndYyjmyoSxiewy:FyyviSYlwiwyGyc_t;fvtxpfYluyexatMicA^ryhktw^<yoBne>P`bwuHNnbgxrnh]O_qhsRNm\\nhwAw_xZXh[wG]uQ^x_rYf[yFfIHZVAgyf[vw__GnAaidytqaoxph_Xorns^Fqs`iCYa<^s;glUX]Yi]soxSvq]QwU@bGfjSW^;Fk`owIGxuoywFgNId:gZNFD::dmC`rClKxpvy?nDhgtN\\qnoy_qYQyBjByY:<xFyY:DYrfpyfyNXcIhySFhYWeY^qxgplydvY\\nvi@IbxatsAaIarE_kywuEQktAui`^<H`:G[??]qy]O@]qM:Lkbxrr`ybxrr>d;fbRvX\\;<:RNBN:k:;:FD>DZRZ::@?<?JFJ::aTPgys;ceKrBsRxAfiuCDARlysUyXx_sUMvqgi:yVxgtiSYVyI:GS\\[yiwYkHmy=j^DPPyQv]lBVyN^yFGd_IoQXbRH^gfma`]aWZ_XgxorligwYlxF]@QwkQprweF_cjVZ^NeAym_ym_@ZtgbN>qXRcGSIIXs;T;crRshYctRs`:Fd@gaAeKusk<>jkJ::G<;<rRB:Z@[:;VF>:J]JZ:H@<jMqygtqItVYQpxyty=Jlqyy=JmxnuQuy=jlYteHW@TqJYxVHlMUWYYpxytHynpqxwAmtuvpyqvS:cIqyXveYMEw_mFQii;_FZOBD??::rRKD;MvvYriiwe]I>kcyITvHWXXtSTksUUNiLTeLs=MshqsyS[=RYdjxysY]pVxqkxRgyOuIRUAy=IvAtre<QviT]IQodsdxx=uyGhXgpwDMX@HyHhxXpTTAsImuYQViqU<yqZQOxdkKyKretYaP[yQpiRvxsy=JBitninsTY^PsjTOA=KR\\TVhlAuoTEMhAmHloIXyYeYdWxq^ywVd;yy:^xDwicwuvQ`xx^yAZ^Q_yFvdqmIvy:NnMWyHwY=Y_]yIyI:=sOahQquy;RYyI:YyewYgwrXyAZ:^iEyy:v[N?xygyLvmTyhyAZFvoCxy:FyDvkrQiaXjyEtcfyaxikYSsuMyQ^QOtYWIyY:xwyhyoyY:pt]tC:<nIDmy=j[QWXxky=J\\XTuqsy=j[iLkyQyEnKuYI`Tjyiti^y^piqySveMvY_Y?uUGIyiiyqwixyI:QYNIyiiABNIBmyGveyMIry;RnMSyIwY[ilkqy?lbxy:vjd@iynyCxcgYayAZ@xd>yy:^y?xeGGiiiyqyy:nqyPyNIiiiY:=jQliM;:B:Ca[=;bbry@HRB:u]iyoxipX::;:x:N<J@FK:B:KI_jlZB=vUjPY>:>Bjdm=L>rjQ;?<M?:V<DIXH:]\\q=>DZAjb;ZJ<:UAG>:vXtE`A:@:::J:LH=A<JKkyGVjJ:pAYyewYgw::<:v;b>ZFR\\JByY:@VdlMItx^\\yhhy`DV<Pp[xQ[QsraMJDs=lyvYocuqwxiw;ndrHg^flUAgjw\\igsNYjUaux?eqAnIFrY>yrVuxY[wXvYx[W?gYI[xg\\cqyo>xHvl\\i]Jnuewdxg^jikHIkcpeAa_lpb[>eo?[LfdIgukN`d>jq?fp^d]Ity@vXysrq_QNkviijYbQ?xahrGWZ\\yd>yZjQe;wf_PgXA\\ji\\pqqKYu\\>[]qj_axuyhsQr]y[a^s<OxCw^yNny?xKw[ra^IQri>ycvoA`hexcBPyowy:Vun@^KIedOivWsiGiVvg<HxiQ_YYqBa]]ooe?nyAZ<xiyAZ;Aaxv\\yUjecIkRM=yYGf@Cdo[JaHSoYoEIq>xtQpwedpFmKOLx:YVaLs:@ry=jAHOrypxEkYewqB=iW\\yI:fmyu=gDvYUy::tuGiy[dqYqytyY:TwKqx@dxy=juYwy=Jg<RYLpy=j=?yrvy:fscfyax[wItYW\\y]i^yw:cac;>Z^exIUuYRyGyA[yEwYgYcayI:y@fOj[QWXJ\\Z:VreNVwiJRdbxEsInySr>jxvV:QYN:BNlFeq=RnvnyKvKBC:INvZg]@\\:^YruXIwOwMwvxxx;FZm=::^VySrJ:DDxi[=@<hAu]iyoxipX::;:;r=c\\wQ\\Y\\:^[iHKr]da=D:KI_HGE=\\FB:y@foA;:;<ftvZ>;HvOJ[jN;:aZl]a=jbrw:[<r;FT:B^:jpK=;:iax\\s;Z;:::>Z^mj[:NNvY=AF>ZwkqyTyQUI:Z::Y:D;B=`B>L@vdlUHdMxelxYt=pybypCxIv`ayqq=Fdpqjhqsy?vYgyd?Zsiky@vdpmHFhI@yOwin@tYOv]?xU_ryAZbfxAAuspoE^drQvyAZpx\\gytjqbmYrYw[x@`bQqqGjZpthhxUwwO>iAvdjiwVHccBP?XMmuU_BLSYNwYKECfCgrwGoog_GTNaWCGfMMrtIHMgymWDwMCpsdBKWlmrCWVIuwYOD:aUAEx]iYdKcb;NNDD:::::::::::::::::::::::::::::::::::::::::xmya5G\"\{\}LSUlUk9PVEc2Jy0lKUJPVU5EU19YRzYjJCIiISEiIi0lKUJPVU5EU19ZR0YnLSUtQk9VTkRTX1dJRFRIRzYjJCIlZ1lGKi0lLkJPVU5EU19IRUlHSFRHNiMkIiVxPkYqLSUpQ0hJTERSRU5HNiI= JSFH JSFH JSFH JSFH JSFH JSFH JSFH Primeiramente temos que transformar Vb em fun\303\247\303\243o do cosseno, para isso basta subtrair 90\302\260, logo Vb= 90cos(40000t+90\302\260) V. Agora tranformando em fasores temos que Va= 60(cos(0\302\260)+sen(0\302\260)I), Va=60V e Vb= 90(cos(90\302\260)+sen(90\302\260)I), Vb= 90I V. Agora tranformando, reespectivamente o indutor e o capacitor em fun\303\247\303\243o da frequ\303\252ncia, temos: QyQ+SSRJbmRHNiIsJComLUkiKkclKnByb3RlY3RlZEc2JCImKyslXiMiIiJGLi1JIl5HRio2JCIjNSEiJ0YuIiREIkYu

XiMiIiY=

QyQ+SSRDYXBHNiIqKF4jISIiIiIiLUkiKkclKnByb3RlY3RlZEc2JCImKyslJCIkRCIhIiNGKC1JIl5HRiw2JCIjNSEiJ0YoRik=

XiMkISsrKysrPyEiKQ==

JSFH Admitindo JSFH