Am PySMoñ}
_c crSñ} tSAy, ySUy iAymS PwMrZ _ yS} É{HêS} AÉ$Så¥ ySeSv`A~Mc (P|`A~} YZrv 10.12 PÑfM}} PyAÅ) rS} YMe _c`ö <4 wSnSMvS ÑMö¥ É{HêS} É{Z ySeSMv AeMZ ySUy wA}AôAr} ÉMò PÉZ jySy A{A~MZ PtdMyv Am PySMoñ} AxQ XAxÉS}}S¥ É{HêS ÑMy wS<hAm PêM®— ySeSMv}
{SA~cSvS, ySeSMv} hA}®, cS}dSvS} XyôS, ySeSMv} {SvyÉDt a Am PySMoñ} cSMi ySeSMv} yMcZS tSAytSaZS¥
\MNd©, _McySM} PiSm ySeSMv} É{HêS wyñ XyÅ© Y~StS ÑMö¥
XÉM{ PÉZ É{HêS PÅÇ ÑMZMi¥ Xv©® h~Mi¥ rMy rS ySeSv fÚM} PtMd ÑZAv¥ {Û~r }SMj©} zÊA{ txrM}} PtaZS rMs©} AzA§MrZ ySeSv`A~} rs© zS¢S} KrA} ÑMZMi¥ _Z ySeSv`A~} AvjS cS}dSvS PvZ¥
Am PySMoñ}
aZ crSñ jSvSv, yY ySeSv`A~} É{HêS} tSAZ§ wÚM}SwÚA}
rS<Mt}Z¥ _yØ cuÚ rs© vZ, ySeSv wA}tÅñv
cM} _Z <s{ {©SMvjS} a µA{cMt} cSMi PsMc rs©
ÉØéÑ c}Myv É{HêMc}S¥ PÉZ XvÚ|SZH wA}cOvS ÑMy¥ É{HêS} \w} AzA§ cM} ySeSv`A~Mc AvMZ _cAm ‘Am AoM}fA}’ yS ÉSAyñc rs© zS¢S} KrA} c}S ÑMy¥
P|{v _dv PtMÅ ySeSMv} ÉAnc ÉØd©S AvMZ PuS<ZSÅS }MZMi¥ cS}q Pc}M~
XMvc hS ySeSvZ }yS} ySeSMv TwSåA}r ÑMZMi¥ YyS} Xv©® XMvc ySeSv wA}r©å XyôSZ }MZMi¥ É{HêSZ ySUy Ah® èî ÑMy¥ _ iSYS \wéMÑ} {Su©M{ rs© ÉØéÑ cM} ySeSv`A~} {SvAh® KrA} c}My ZÉM}S¥ É{HêS} cSMj PÉZ {SvAh®a <MZSjMv y©yÑS} c}S ÑMy¥
ySeSMv} wÚ}SMvS
eSi rÌM~ PxM~ ySeSv wÚvTõHyMv} jv© P| AyMÅÇ rÑAy~ (‘PèÅ©S~ wS}wSÉ Am xSä’) <cO hS} yi} uM} h~Mi rS} XéeAr dÚy _cmS zS~ vZ yM~ Am PySoñ ÉÛM®} dy}¥ <ArAm ySeSMv ySAÇñc 2.5% XØÅ jA{} ÑS~ Px}SMvS} ~ê©{S®S AvMZAi~ Am PySoññ¥ Ac1 ySUMy rS 1.4%-_}
PyAÅ ÑZAv¥ Pcv? _Z <M4} PdS<ja c}My
É{HêS¥
`oA}c-_} _{Ao XTq AÉØÑ, jZW Am-} _{Ao Ao Aw {SMÑ®}H <{Úd É{HêS} AÉ$SåMc SSer jSAvMZMiv¥ rS<Mt} {Mr, _} xM~ w|ySAÇcñH wA}cOvS XMvcmSZ AvdÚ<r ÑMy¥ wSÅSwSAÅ hS AÅMO} _cAm ÉSAyñc
rs©zS¢S} KrA} ÑMy |S w}yrñH cSM~ _Z AÅMO} \7ZMv} wA}cOvS} PêM®a `T§wÛqñ ÑSArZS} ÑMy¥
|