âQpf dpV¡$ a¼s 17 qv$hk : Dd¡v$hpfp¡_u ApL$fu L$kp¡V$u
qfqX$a k„hpv$v$psp
NyS>fps rh^p_kcp_u Q|„V$Zu_¡ ApX¡$ lh¡ dp„X$ 17 qv$hk bpL$u füp R>¡ Ðepf¡ `Z Q|„V$Zu_p¡ Ähf lÆ Åçep¡ _\u. Q|„V$Zu`„Q_u ApQpfk„rlsp_¡ L$pfZ¡ Ap hMs_u Q|„V$Zu Mpõku qa½$u gpNu flu R>¡. âQpf dpV¡$_p¡ kdeNpmp¡ a¼s 14 qv$hk_p¡ lp¡hp\u Dd¡v$hpfp¡_u lpgs L$ap¡X$u b_u R>¡. Ap D`fp„s MQ®_u dep®v$p_y„ `Z L$X$L$pC\u `pg_ \sy„ lp¡hp\u Dd¡v$hpfp¡ d|„ThZdp„ dyL$pep R>¡.
12du qX$k¡çbf¡ Q|„V$Zu lp¡hp\u 10du qX$k¡çbf¡ kp„S>¡ âQpf `f ârsb„^ dyL$pC S>i¡. 28du _h¡çbf¡ Dd¡v$hpfu `pR>u M¢Qhp_p¡ R>¡ëgp¡ qv$hk R>¡ A¡V$g¡ 28du\u 10du ky^udp„ S> âQpf \C iL$i¡. Ap 12\u 14 qv$hk_p¡ Npmp¡ L$p¡C `Z Dd¡v$hpf dpV¡$ `X$L$pfê$` R>¡.
dsrhõspfp¡dp„ dsv$pfp¡_u k„¿ep_p v$pMgp Å¡CA¡ sp¡, X$p„N rh^p_kcpdp„ `Qpk¡L$ lÅf dsv$pfp¡ R>¡, Äepf¡ kyfs rS>ëgp_u Qp¡ep®ku rh^p_kcp dsrhõspfdp„ 8.5 gpM dsv$pfp¡ R>¡. L$p¡C `Z Dd¡v$hpf ApV$gp dp¡V$p dsrhõspfdp„ 14 qv$hkdp„ S>_k„`L®$ L$fu iL¡$ _l].
kpdpÞe dsrhõspfdp„ `Z b¡\u ÓZ gpM dsv$pfp¡ lp¡e R>¡. ApV$gp qv$hkdp„ Dd¡v$hpf ìe[¼sNs fus¡ dsv$pfp¡_¡ dmu iL$sp¡ _\u. A¡V$g¡ A¡Z¡ Q|„V$ZuâQpf dpV¡$ dp¡Vy$„ _¡V$hL®$ Np¡W$hhy„ `X¡$ R>¡. Q|„V$Zu`„Q_p r_ed âdpZ¡ rh^p_kcp dsrhõspfdp„ âQpf dpV¡$ MQ®_u dep®v$p R> gpM ê$r`ep ky^u_u R>¡, `f„sy cpS>` A_¡ L$p¢N°¡k S>¡hp dy¿e fpS>L$ue `n_p Dd¡v$hpfp¡ Apfpd\u 25 gpM ê$r`ep MQ} L$pY$sp lp¡hp_„y L$l¡hpe R>¡. L$pe®L$fp¡_¡ L$fphpsp _põsp`pZu, V²$L$, Æ`, V¡$ç`p¡_p„ cpX$p„ s\p `¡V²$p¡g_p MQp®, d„X$`_p MQp®, `p¡õV$f A_¡ b¡_f_p MQp®, kdpS> A_¡ dlp¡ëgpdp„ A`psp„ B_pdp¡_p MQp® bpfp¡bpf L$fu v¡$hpsp lp¡e R>¡ A_¡ Q|„V$Zu`„Q_¡ s¡_u ÅZ L$fpsu _\u. A¡hy„ `Z L$l¡hpe R>¡ L¡$ dsv$p__p b¡ qv$hk `l¡gp„ N°pduZ A_¡ Apqvhpku rhõspfp¡dp„ S>gkp¡ L$fphhpdp„ Aph¡ R>¡. v$pê$_u f¡gdR>¡g \pe R>¡. Apd¡e _ipb„^u ^fphsp fpÄedp„ v$pê$_p¡ MQp£ rlkpbdp„ Å¡X$u iL$pe _l] A¡ v¡$Musu hps R>¡.