10 _h¡çbf, 2001 lp¡d`¡S> | h^y kdpQpfp¡ | dyhuV$pBd | kdpQpf

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AÞe NyS>fpsu kpBV$

A¡ hpsdp„ L$p¡C b¡ds _\u L¡$ Ap hj®_u kp¥\u QQp®õ`v$ fl¡gu qaëd ¼epf¡ qfrgT \pe s¡_u L$pNX$p¡m¡ fpl Å¡hpC flu R>¡.

On the sets of K3G sd¡ bfpbf kdÄep R>p¡, L$f_ Å¡lf_u qaëd L$cu Myiu L$cu Nd_u S> hps \C flu R>¡. A¡L$ sp¡ s¡dp„ L$pd L$fu fl¡gp qaëdõV$pk®_u epv$u S> kp¥_¡ ApL$j£ A¡hu R>¡. Ardspc bÃQ_, S>ep bÃQ_, iplfyM Mp_, F>[ÐhL$ fp¡i_, L$pÅ¡g A_¡ L$fu_p L$`|f. hmu gV$L$pdp„ fp_u dyMfÆ `Z.

L$f__u `l¡gu qaëd Ly$R> Ly$R> lp¡sp l¥ ky`frlV$ \C lsu, lh¡ L¡$3Æ `Z A¡hu S> rlV$ \pe A¡hu Apip s¡Ap¡ k¡h¡ R>¡. L¡$3Æ AÐepf ky^u_u bp¡guh|X$_u kp¥\u MQp®m qaëd NZpe R>¡.

dy„bC_p qaëdrkV$u õVy$qX$ep¡dp„ L¡$3Æ_y„ i|rV„$N Qpgu füy„ R>¡.

Ad¡ `lp¢Ãep sp¡ cìe dl¡g S>¡hp Of_p¡ k¡V$ Ecp¡ L$fpe¡gp¡ lsp¡. s¡ b„Ngp¡ qaëddp„ fpeQ„v$ Ly$Vy„$b_p¡ A¡V$g¡ L¡$ Ardspc A_¡ S>ep_p¡ R>¡.

k¡V$ `f A¡L$ M|Zpdp„ F>[ÐhL$ b¡W¡$gp¡ R>¡. L¡$d¡fp s¡_p `f ap¡L$k \pe R>¡. r`_X²$p¡` kpBgÞk. F>[ÐhL$ L¡$d¡fp kpd¡ Sy>A¡ R>¡. qaëddp„ s¡_p dp¡V$p cpC b_sp iplfyM rhi¡ s¡ rhQpfsp¡ lp¡e R>¡. iplfyM Of R>p¡X$u_¡ S>sp¡ füp¡ R>¡. s¡_u kp\¡_p„ duW$p„ k„cpfZp„ F>[ÐhL$ epv$ L$f¡ R>¡.

On the sets of K3G "L$V¹$!' qX$f¡¼V$f b|d `pX¡$ R>¡. ip¡V$ Ap¡L¡$ \pe R>¡.

A¡ kp\¡ S> b^p ku^p dp¡_uV$f sfa v$p¡X$¡ R>¡, A¡ Å¡hp L¡$ ku_ L¡$hp¡ \ep¡ R>¡? F>[ÐhL$_¡ `p¡sp_p L$pd\u k„sp¡j _\u, `Z L$f__¡ ip¡V$ `fa¡¼V$ gpN¡ R>¡.

lh¡ `R>u_p¡ ku_ F>[ÐhL$ qv$hpmudp„ Of kÅh¡ R>¡ s¡_p¡ R>¡. Ap qv$hpmu F>[ÐhL$¡ A¡L$gp d_phhu `X$i¡, cpC hNf. Of iZNpfsu hMs¡ s¡_¡ iplfyM A_¡ s¡ b„_¡ L¡$hp kp\¡ dmu_¡ Of_u kÅhV$ L$fsp s¡ epv$ Aph¡ R>¡. A¡L$ bpSy> sl¡hpf_u Myiu, sp¡ buÆ bpSy> cpC_u N¡flpS>fu s¡_¡ kpg¡ R>¡. s¡_p Ql¡fp `f A¡L$gsp_p¡ cph v¡$Mpe R>¡. \p¡X$u hpfdp„ ku_ Ap¡L¡$ \pe R>¡.

iplfyM Mp_¡ s¡ qv$hk¡ i|qV„$N L$fhp_y„ _lp¡sy„ A¡Vg¡ b„_¡ cpCAp¡ kp\¡ lp¡e s¡hp ip¡V¹$k `R>u g¡hp_p lsp. F>[ÐhL$ blz \pL¡$gp¡ S>Zpsp¡ lsp¡. A¡ R>¡ëgp A¡L$ AW$hpqX$ep\u b¡ b¡ riãV$dp„ L$pd L$f¡ R>¡. `Z ApV$gp b^p V¡$g¡ÞV¡$X$ õV$pk® kp\¡ L$pd L$fhp_p¡ dp¡L$p¡ dþep¡ s¡\u s¡ Myi R>¡.

On the sets of K3G F>[ÐhL$ L$l¡ R>¡, "lz„ M|b Myi Ry>„. b^p A¡V$gp kpfp L$gpL$pf R>¡! Ap_p\u h^y L$l¡hp dpfu `pk¡ iåv$p¡ _\u. L$cu Myiu L$cu Nd qaëd¡ d_¡ Ardspc bÃQ_, iplfyM A_¡ L$pÅ¡g S>¡hp, cpfs_p DÑd L$np_p L$gpL$pfp¡ kp\¡ L$pd L$fhp_u sL$ Ap`u R>¡. dpf¡ buSy>„ iy„ Å¡CA¡? lz„ sp¡ A¡V$gy„ S> L$lui L¡$ dpfp dpV¡$ Ap Np¥fh_u hps R>¡.'

"d_¡ gpN¡ R>¡ L¡$ dpfp QplL$p¡ qaëd Å¡C_¡ T|du EWi¡. gp¡L$p¡ dpfu A_¡ iplfyM_u kfMpdZu L$fhp_y„ b„^ L$fu v¡ A¡ S> dpf¡ Å¡CA¡ R>¡. A¡ dpfp¡ kpfp¡ rdÓ R>¡ A_¡ dpfp dp¡V$p cpC S>¡hp¡ R>¡. A¡L$ hMs qaëd qfrgT \hp v$p¡, `R>u Å¡Å¡, Adpfu hÃQ¡ lfuapC R>¡ A¡hu b^u AahpAp¡ b„^ \C S>i¡.' F>[ÐhL$ L$l¡ R>¡.

qX$f¡¼V$f L$f_ Apd sp¡ blz hpsp¡ _\u L$fsp. `Z s¡d_u rlfp¡B__p„ hMpZ L$fsp„ \pL$sp _\u. L$pÅ¡g `l¡g¡\u S> s¡d_u a¡hqfV$ A¡¼V²¡k R>¡ A_¡ lh¡ L$fu_p_¡ `Z s¡d_p a¡hqfV¹$k_p rgõV$dp„ A¡ÞV²$u dmu NC R>¡. Ly$R> Ly$R> lp¡sp l¥_u S>¡d Apdp„ `Z fp_u_p¡ Mpk fp¡g R>¡.

õhpcprhL$ R>¡, L$f_ Ap qaëd dpV¡$ blz DÐkplu R>¡. Å¡L¡$ gp¡L$p¡_u A`¡npAp¡ `p¡s¡ `|fu L$fu iL$i¡ L¡$ L¡$d A¡ rhi¡ s¡d_¡ tQsp `Z R>¡.

On the sets of K3G L¡$d¡fpd¡_ ip¡V$ s¥epf R>¡ A¡d L$l¡ R>¡ A_¡ qX$f¡¼V$f b^u tQsp M„M¡fu_¡ i|qV„$Ndp„ rbTu \C Åe R>¡.

F>[ÐhL$ s¡_p¡ d¡L$ A` bfpbf R>¡ L¡ _l] s¡ Q¡L$ L$f¡ R>¡ A_¡ ip¡V$ dpV¡$ s¥epf \C Åe R>¡.

ip¡V$ `R>u ip¡V$, qaëd `R>u qaëd, A¡L$ V¡$g¡ÞV¡$X$ Arc_¡sp dpV¡$ buSy>„ iy„ lp¡e?

B[ÞX$ep ÞeyT qaQf krh®k

Ap g¡Mp¡ `Z S>ê$f hp„Qip¡
Ardspc A„L$g, S>ep ApÞV$u, L$fZ cÓuÅ¡, iplfyM-ù[ÐhL$ v$uL$fp
"iplfyM A_ychu R>¡, F>[ÐhL$ sp¡ lÆ iuM¡ R>¡.'
L$cu Myiu L$cu Nd_p¡ Al¡kpk!

Ap g¡M Ap`_¡ L¡$hp¡ gpÁep¡?

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