r_dp®sp : qV$àk qaëçk âpBh¡V$ rgrdV¡$X$
qv$Áv$i®L$ : Ly„$v$_ ipl
L$gpL$pfp¡ : f¡Mp, âurs rTÞV$p, drldp Qp¥^fu, ASy>®_ fpd`pg, rS>du i¡frNg, Apgp¡L$ _p\, Np¡thv$ _pdv¡$h
k„NusL$pf : _v$ud-îhZ

qv$g l¥ syçlpfp dõsuMp¡f, fdrsepm õhcph_u ipgy (âurs rTÞV$p)_u L$lp_u R>¡. ipgy S>¡V$gu sp¡ap_u R>¡ A¡V$gu S> A¡_u bl¡_ r_çdu (drldp Qp¥^fu) ip„s R>¡.

b„_¡ bl¡_p¡_p õhcphdp„ Apkdp_S>du__p¡ a¡f. `Z b„_¡ bl¡_p¡_¡ A¡L$buÅ kp\¡ M|b b_¡ R>¡.

ipgy_p„ dõsusp¡ap_ Qpgsp„ S> lp¡e A¡ dçdu (f¡Mp)_¡ S>fpe _\u Ndsy„. dçdu_¡ r_çdu dpV¡$ `n`ps R>¡. s¡ r_çdu_¡ h^y Qpl¡ R>¡.

ipgy_p Æh_dp„ v¡$h (ASy>®_ fpd`pg) Aph¡ R>¡. b„_¡_¡ â¡d \C Åe R>¡. L$d_kub, r_çdu `Z v¡$h_¡ Qplhp gpN¡ R>¡. buÆ bpSy>, kduf (rS>du i¡frNg) ipgy_p¡ Mpk v$p¡õs R>¡ A_¡ s¡ `Z ipgy_¡ Qplsp¡ lp¡e R>¡.

`Z ipgy A_¡ v¡$h A¡L$buÅ_¡ â¡d L$f¡ R>¡ s¡ ÅZhp R>sp„ dçdu v¡$h_¡ `p¡sp_u gpX$L$u v$uL$fu r_çdu kp\¡ `fZphhp_y„ _½$u L$f¡ R>¡.

R>¡hV¡, v¡$h L$p¡_¡ dm¡ R>¡? ipgy_¡ dp_p¡ â¡d dm¡ R>¡? kduf_y„ iy„ \pe R>¡?

Qpgp¡ dpZuA¡ k„b„^p¡_p Ape_p S>¡hu qaëd qv$g l¥ syçlpfp_u skhufu TgL$.