kpQp¡ S>hpb 3, 25, 61 _l] `Z 76 R>¡. lh¡ dp¡V$fL$pf_u BÞV$f_¡V$ D`f_u Ål¡fMbfdp„ `Z "L$p¥_ b_¡Np L$fp¡X$`rs'_u dpaL$ âñp¡ `yR>pe R>¡. Ad¡qfL$pdp„ sp¡ "L$p¥_ b_¡Np L$fp¡X$`rs'_y„ S>¡ dp¥rgL$ õhê$` "lz hp¡ÞV¹$k Vy$ bu A¡ rdrgep¡_¡f?' L$pe®¾$d R>¡ s¡_¡ sp¡ A¡buku V$uhu D`f A_¡ s¡_u BÞV$f_¡V$ krh®k D`f rhS>¡sp_p ap¡V$p kp\¡ dyL$pe R>¡. Æs_pfp_u skhuf `Z BÞV$f_¡V$ D`f S>Nscf_p gp¡L$p¡ Å¡C iL¡$ R>¡. A¡L$ lpCõL|$g_p„ V$uQf qL$d l„V$_¡ 10 gpM X$p¡gf A¡V$g¡ L¡$ kpX$p Qpf L$fp¡X$_y„ B_pd gpÁey„ sp¡ s¡_u skhuf BÞV$f_¡V$dp„ R>`pC R>¡ s¡ V$uQf L$fp¡X$`rs L¡$d b_hy„ s¡_¡ gNsp khpgp¡_p BÞV$f_¡V$ D`f S>hpbp¡ Ap`¡ R>¡.

lh¡ sp¡ rdrgep¡_¡f \hp_p L$pe®¾$ddp„ cpN g¡hp_u NpBX$p¡_u ku.X$u. fp¡d dm¡ R>¡. A¡L$ hps_u _p¢^ g¡hp S>¡hu R>¡. Ad¡qfL$pdp„ qX$â¡i_ (b¡Q¡_u) dpV¡$ âp¡T¡L$ _pd_u v$hp M|b h¡Qpe R>¡. L$p¥_ b_¡Np L$fp¡X$`rs S>¡hp Ad¡qfL$p_p A„N°¡Æ L$pe®¾$d_¡ BÞV$f_¡V$ D`f bsphpe R>¡ s¡_u `Ë$u D`f "âp¡T¡L$'_u Ål¡fMbf `Z R>`psu lp¡e R>¡. iy„$ Ap L$pe®¾$ddp„ _ Æs_pfp_¡ âp¡T¡L$_u v$hp_u S>ê$f `X$hp_u S> R>¡ s¡d âp¡T¡L$_u v$hphpmp dp_¡ R>¡?

cpfsdp„ "L$p¥_ b_¡Np L$fp¡X$`rs'_p¡ L$pe®¾$d kp¥_¡ ggQph¡ R>¡ s¡\u rgçL$p byL$ Ap¡a hëX®$ f¡L$p¡X®$¹T, rN_¡k byL$ Ap¡a hëX®$ f¡L$p¡X$®¹T A_¡ L¡$qfef NpBX$_p„ d¡N¡rT_p¡_u M`s h^u R>¡. bu.bu.ku. D`f "dpõV$fdpBÞX$'_u [¼hT L$p¡ÞV¡$õV$ Aph¡ R>¡ s¡dp„ iê$dp„ gp¡L$p¡_¡ blz DÐkpl lsp¡. s¡_¡ gNsp "dpõV$fdpBÞX$'_u NpBX$ `Z g„X$_dp„ "V²¡$Tf â¡k'A¡ âNV$ L$fu R>¡ s¡dp„ kpdpÞe op__p 2700 khpgp¡ A_¡ S>hpbp¡ R>`pep R>¡. s¡dp„ v$f¡L$ v¡$i_p fpô²$ue ÝhS>, MNp¡mip÷, ^d®ip÷, H[Ági kprlÐe, ^|_p¡, çeyrTL$, L¡$rdõV²$u, S>lpÅ¡, d¡qX$L$g kpeÞk, L$rhsp, `¥kp¡, Ad¡qfL$p_p„ âdyMp¡, f¡hg¡_p¡ Brslpk hN¡f¡_¡ gNsp 2700 khpgp¡_p S>hpb Apàep R>¡. rkÙp\® bky "dpõV$fdpBÞX$'_¡ `Ng¡ `Ng¡ cpfs_¡ gNsp khpgp¡ "L$p¥_ b_¡Np L$fp¡X$`rs'_p cpN g¡_pfp dpV¡$ OX¡$ R>¡.

Ad¡qfL$pdp„ 1 L$fp¡X$ X$p¡gf L$dphp dpV¡$ dpZkp¡ iy„ iy„ L$f¡ R>¡ s¡ rhj¡ A¡L$ kh£nZ \e¡gy„. "^ X¡$ Ad¡qfL$p V$p¡ëX$ ^ V³$\' _pd_y„ `yõsL$ S>¡çk `¡V$fk_ A_¡ `uV$f L$ud _pd_p b¡ `ÓL$pfp¡A¡ g¿ey„ R>¡. s¡ g¡ML$p¡¡A¡ kh£ L$fu_¡ Ad¡qfL$p_p gp¡L$p¡_¡ âñp¡ dp¡L$ëep. âñp¡ ¾|$f lsp. "sd¡ 1 L$fp¡X$ X$p¡gf dpV¡$ iy„ iy„ L$fhp s¥epf \pAp¡?' kh£nZ_y„ `qfZpd Aphy„ Apìey„ lsy„ :

(1) Å¡ L$p¡C ifs L$f¡ L¡$ 1 L$fp¡X$ X$p¡gf sd_¡ Ap`¡ sp¡ sd¡ 1 L$fp¡X$ X$p¡gf dpV¡$ rdÓp¡_¡ ÐeÆ v¡$ip¡? s¡_p S>hpbdp„ Qpfdp„\u A¡L$ Ad¡qfL$_¡ S>hpb Ap`¡gp¡ L¡$ Ad¡ 1 L$fp¡X$ X$p¡gf dpV¡$ rdÓ_¡ R>p¡X$u v¡$hp s¥epf R>uA¡.

(2) Sy>hp_ ÷uAp¡_¡ `|R>hpdp„ Apìey„ sp¡ Qpfdp„\u A¡L$ ÷uA¡ L$b|g L$ey¯ L¡$ 1 L$fp¡X$ X$p¡gf dpV¡$ s¡ kàspldp„ 1 hMs `°p¡[õV$V$éyV$ b_u S>i¡.

(3) A¡hu S> fus¡ g¡ML$p¡_¡ A¡hy„ `Z L$l¡_pfp _uL$þep L¡$ 1 L$fp¡X$ X$p¡gf dpV¡$ s¡Ap¡ M|_ L$fhp s¥epf \pe, `p¡sp_p ^d® bv$ghp s¥epf \pe A_¡ k¡¼k Q¡ÞS> `Z L$f¡. dsgb L¡$ Ad¡qfL$pdp„ 3.6 L$fp¡X$ gp¡L$p¡ 1 L$fp¡X$ X$p¡gf dpV¡$ M|_ L$fhp s¥epf \pe A_¡ s¡V$gp S> gp¡L$p¡ ^d® bv$ghp s¥epf \pe. 3 V$L$pA¡ `p¡sp_p„ bpmL$p¡_¡ 1 L$fp¡X$ X$p¡gf dm¡ sp¡ buÅ_¡ Ap`u v¡$hp_u s¥epfu bsphu lsu. 25 V$L$pA¡ L$üy„ L¡$ s¡Ap¡ ApMp Ly$Vy„$b_¡ ÐeÆ v¡$hp s¥epf R>¡! Aphp Ad¡qfL$_ L$ëQfhpmp v¡$i_u L„$`_u cpfsuep¡_¡ L$fp¡X$`rs b_phhp Aphu R>¡.

ANpD_p g¡Mp¡

Ap g¡M Ap`_¡ L¡$hp¡ gpÁep¡?