hX$p¡v$fp dlp_Nf`prgL$pdp„ cpS>`_p ipk_ kpd¡ `X$L$pf
qfqX$a k„hpv$v$psp
hX$p¡v$fp dlp_Nf`prgL$pdp„ afu A¡L$ hMs kÑp_u M¢QspZ âbm b_u R>¡. 78 kæep¡_y„ k„¿epbm ^fphsu hX$p¡v$fp dlp_Nf`prgL$pdp„ cpfsue S>_sp `n `pk¡ 35 kæe R>¡ A_¡ L$p¢N°¡k `pk¡ 34 kæe R>¡. kdsp `n_p 5 kæep¡_p V¡$L$p\u `prgL$pdp„ cpS>`_y„ ipk_ R>¡, `f„sy lpg_u rh^p_kcp Q|„V$Zu `R>u kdsp `n_p 5 kæep¡A¡ `ndp„\u fpÆ_pdy„ Ap`u v¡$sp„ cpS>` A_¡ L$p¢N°¡k_p Æh AÝ^f \C Nep R>¡. Apd sp¡ `p„Q¡e kæep¡A¡ cpS>`_¡ S> V¡$L$p¡ Ap`hp_y„ hQ_ Apàey„ R>¡, `f„sy cpS>`_¡ A¡hu tQsp R>¡ L¡$ L$p¢N°¡k A¡ 5 kæep¡_¡ ap¡X$u_¡ kÑp L$bS>¡ L$fhp_p¡ âeÐ_ L$fu iL¡$.
hX$p¡v$fp dlp_Nf`prgL$p_p„ `qfZpdp¡dp„ L$p¡C_¡ blzdsu _ dmsp„ cpS>`¡ kdsp `n_p 5 kæep¡_¡ d_phu_¡ `p¡sp_y„ ipk_ õ\pàey„ lsy„. _½$u \ep dyS>b kdsp `n_p i¥g¡i dl¡sp_¡ X¡$àeyV$u d¡ef b_phpep lsp. kdsp `n_p `p„Q kæep¡_p Ap^pf¡ `prgL$pdp„ L$p¡C `Z `n `p¡sp_y„ ipk_ V$L$phu iL¡$ A¡d R>¡. buÅ Qpf A`np¡ `Z AÐepf¡ cpS>` A_¡ kdsp_p `p„Q kæep¡_p V¡$Lp\u Qpgsp ipk__¡ `p¡sp_p¡ V¡$L$p¡ Ap`u füp R>¡.
AÐepf¡ Åh¡v$ ^y`¡hpgp A_¡ qgepL$s Agu _pd_p b¡ dy[õgd L$p¡`p£f¡V$fp¡ cpS>`_p ipk__¡ V¡$L$p¡ Ap`u füp R>¡. Np¡^fpL$p„X$ `R>u Ap bÞ_¡ L$p¡`p£f¡V$fp¡ `f Ap NW$b„^_dp„\u Mku S>hp_y„ Akü v$bpZ dy[õgd kdpS> sfa\u \C füy„ R>¡. lh¡ Ap b¡ kæep¡A¡ `Z kdspdp„\u fpÆ_pdy„ Ap`sp„ s¡Ap¡ `Z õhs„Ó \C Nep R>¡. AÐepf ky^u kdsp `ndp„ lp¡hp_¡ L$pfZ¡ s¡Ap¡ k¥Ùp„qsL$ fus¡ cpS>` kp\¡ Å¡X$pep lsp `Z lh¡ L$p¡C `Z r_Z®e g¡hp s¡Ap¡ dy¼s R>¡. õhpcpqhL$ R>¡ L¡$ s¡Ap¡ cpS>`_p ipk__¡ V¡$L$p¡ _l]> Ap`¡. L$p¢N°¡k¡ s¡d_¡ `prgL$pdp„ kÑp_u hl¢QZudp„ cpNuv$pf b_phhp_y„ hQ_ Apàey„ R>¡. Å¡ Ap b¡ L$p¡`p£f¡V$fp¡ dp_u Åe sp¡ bpL$u_p `Z s¡d_u kp\¡ Aphu Åe A¡hu i¼esp R>¡.
Å¡L¡$ cpS>`_p _¡spAp¡ `Z `p¡sp_y„ ipk_ V$L$phhp b^p âeÐ_ L$fu füp R>¡. cpS>`_¡ AÐepf¡ sp¡ rhðpk R>¡ L¡$ s¡d_p ipk__¡ L$p¡C hp„^p¡ _l] Aph¡.
NyS>fps rh^p_kcp 2002 :
rS>ëgphpf L$ep `n_¡ L¡$V$gu b¡W$L$ dmu
hX$p¡v$fp L$p¡`p£f¡i_ Q|„V$Zu 2000