rhðpk kuX$¹k_p sg_p rbepfZp¡

rhðpk rÓgp¡L$

_dõL$pf M¡X$|s rdÓp¡, v$f hj®_u S>¡d Ap hj®dp„ `Z kpfpdp„ kpfy„ DÐ`pv$_ Ap`su sg_u Åsp¡ rhðpk kuX$¹k M¡X$|sp¡_¡ Ap`u flu R>uA¡. S>¡dp„ rhðpk rÓgp¡L$ h¡fpCV$u 90 rv$hkdp„ `pL$su Ås R>¡ s¡dp„ X$pmuAp¡ a|V$¡ R>¡. cfphv$pf A_¡ gp„bp b¥Y$p b„_¡ bpS>y gpN¡ R>¡. s¡_p R>p¡X$_u KQpC 3 a|V$ \u 4.5 a|V$ ky^u \pe R>¡ A_¡ s¡_p¡ v$pZp¡ A¡L$v$d ka¡v$ A_¡ dp¡V$p¡ v$pZp¡ A_¡ hS>_v$pf v$pZp¡ \pe R>¡ AÞe h¡fpCV$u L$fsp Ap h¡fpCV$udp„ DÐ`pv$_ Myb kp{„ Aph¡ R>¡. rhðpk rÓh¡Zu

_dõL$pf M¡X$|s rdÓp¡ rhðpk kuX$¹k Üpfp sg_u h¡fpCV$u S>¡ rhðpk rÓh¡Zu

R>¡ s¡dp„ kp¡V$uep R>p¡X$ \pe R>¡ a|V$ A¡L$v$d Ap¡R>u cfphv$pf A_¡ ÅX$p b¥Y$p

Qpf¡ bpS>y gpN¡ R>¡. Qp¡L$X$ R>½$X$dp„ b¥Y$p b¡k¡ R>p¡X$_u KQpC 3 \u 5 a|V$ v$pZp A¡L$v$d ka¡v$ A_¡ dp¡V$p¡ v$pZp¡ A_¡ s¡dp„ s¡g_u V$L$phpfu 50%\u h^pf¡, s¡_p `L$hp_ rv$hkp¡ 80 \u 90 rv$hkdp„ `pL$su h¡fpCV$u.

S>¡hu KQpC Å¡hp dm¡ R>¡.

Ap kam Åsp¡_u h^y dprlsu dpV$¡ A\hp rbepfZ L$ép„\u dmi¡ s¡ ÅZhp L$„`_u_p ârsr_r^_p¡

_dõL$pf M¡X$|sduÓp¡, Ap` kh£ M¡X$|sduÓp¡ ÅZp¡ R>p¡ L$¡ fpku kuX$¹k

L$„`_u l„d¡ip M¡X$|sp¡ kp\¡ Å¡X$pe¡g fl¡ R>¡, S>¡\u sd_¡ L$`pk_p `pL$ rhi¡ kdep„sf¡ ep¡Áe dprlsu dmu fl¡.

AÐepf¡ fpku L$„`_u rL$kp_ kÞdp_ L$pe®¾$d L$fu flu R>¡ S>¡dp„ ANpD L$f¡g `pL$ r_v$®i_ `p¡N°pd hpmp rhõspfdp„ Adp¡ Ap rL$kp_ kÞdp_ L$fu

A¡S> Npd_p M¡X$|sp¡A¡ d¡mh¡g DÐ`pv$_ rhi¡

Ap`_¡ dprlsNpf L$fu füp R>uA¡.

Ap hj£ M¡X$|s rdÓp¡A¡ fpku L$„`_u_u Ås fpku

_uep¡ A_¡ ApfkuA¡Q 659_¡ MybS> `k„v$ L$fu fpku r_ep¡

R>¡. Ap h¡fpeV$u_u Mprkes _uQ¡ dyS>b R>¡.

1) Mugdyg hpmu Ås lp¡hp_p gu^¡ rhjd

`rf[õ\rsdp„ V$L$u fl¡

2) kss apg g¡hp_u ndsp

3) Q|kuep Æhps kpd¡ ârsL$pfL$, v$hp_p¡ MQ®

Ap¡R>p¡

4) hS>_v$pf Æ„X$hp

5) A¡L$v$d gugp¡ R>p¡X$

ApfkuA¡Q 659

1) dp¡V$p A_¡ hS>_v$pf Æ„X$hp

2) rhZhpdp„ kl¡gy„, dS>|fu MQ® dp„ bQs

3) dÝed rv$hkp¡ dp„ `pL$su Ås(150-160 rv$hkp¡)

4) kss apg g¡hp_u ndsp

5) h^y DÐ`pv$_ Ap`su h¡fpeV$u

Ap`_¡ `Z rh_„su L$fuA¡ R>uA¡ L$¡ fpku_u

Åsp¡_p Ap hj® _p `fuZpdp¡ Ap`_p rhõspfdp„

AQ|L$ r_lpmp¡ S>¡\u sd_¡ Aphsp hj£ L$`pk_u h^y dprlsu dpV$¡ Ap`_p rhõspf_p fpku kuX$¹k_p ârsr_r^_p¡ Ahíe k„`L$® L$fp¡

Ås _u `k„v$Nu L$fhpdp„ kfmsp fl¡.

Æs¡ÞÖ `V$¡g - 94277 18035 riepmy `pL$ lpgdp„ M¡sf_u ip¡cp b_u_¡ rhL$ku füp R>¡ v$f¡L$ M¡X$|s_u CÃR>p Ap¡R>p MQ£ h^y DÐ`pv$_ gC kd©Ù b_hp_u R>¡ Ðepf¡ A¡L$ Apv$i® M¡X$|s l„d¡ip `p¡sp_p `pL$_¡ gp„bpNpmp_y„ `pL$`p¡jZ

A_¡ `pL$k„fnZ Ap`hp dpV$¡_p âeÐ_ L$f¡ R>¡.Ap gp„bpNpmp_u hps Aph¡ Ðepf¡ A¡L$ dpÓ D`pe lp¡e

R>¡ S>¥rhL$ `pL$ `p¡jZ A_¡ S>¥rhL$ `pL$ k„h^®_.lp rdÓp¡ R>¡‰p 27 hj®\u A¡N°ug¡ÞX$ L$„`_u Ap`_u kp\¡ rhðpk\u Dcu R>¡ A_¡ M¡sudp„ Aphsu kdõepAp¡_y„ kdp^p_ Ap`u flu R>¡ Äepf¡ Äepf¡ rhL$V$ `rf[õ\rs

Dcu \pe Ðepf¡ S>¥rhL$ M¡su `Ùrs Ap`Z_¡ kQp¡V$

D`pe Ap`¡ R>¡.Ap hj£ OJdp„ A¡L$ _hu kdõep_p ap¡V$p Aphu füp R>¡ S>¡ gp¡L$p¡A¡ dNamu L$pYu_¡ Ðep„

OJ_y„ hph¡sf L$f¡gy„ R>¡ s¡_¡ s¡dp„ ka¡v$a|N\u kyL$pfp¡ iê$ \ep¡ R>¡ Å¡ L$p¡C rdÓp¡_¡ Aphu rafepv$ lp¡e sp¡

Ðhrfs dp¡_uV$f 1 rhOpdp„ 250 N°pd `pZu kp\¡

`phy„ S>ê$fu R>¡ S>¡\u R>p¡X$ bQu Åe A_¡ DÐ`pv$_

S>mhpe fl¡. Ap D`fp„s Æ{„, gkZ, X$y„Nmu, QZp, fpeX$p¡, bV$pV$p, i¡fX$u hN¡f¡ S>¡hp `pL$dp„ dp¡V$p cpN_p M¡X$|s rdÓp¡A¡ dp¡_uV$f hp`ey¯ li¡ A_¡ S>¡_¡

_\u hp`ey¯ A¡ gp¡L$p¡ TX$`\u dp¡_uV$f hp`f¡ S>¡\u kyL$pfp, L$p¡lhpfp kpd¡ `pL$_¡ gp„bp Npmp_y„ fnZ dm¡.Æ{dp„ 30 rv$hk `R>u Qfdu_p¡ fp¡N Nd¡ Ðepf¡ gpNu iL$¡ R>¡ dpV$¡ s¡_p r_e„ÓZ dpV$¡ A¡ÞV$uV$u 45 rdgu,f_p¡a 5 rdgu/`ç`_u kp\¡ `p¡jZ dpV$¡ gpCagpC_ 45 rdgu rd¼k L$fu 15 rv$hk_p

A„sf¡ b¡ R>„V$L$ph L$fu iL$pe.gkZ A_¡ X$y„Nmu_p

`pL$dp„ `Z `p„v$_u V$p¡Q bmsu lp¡e sp¡ D`fp¡¼s

R>„V$L$ph L$fhp_u cgpdZ R>¡.gkZ,X$y„Nmu A_¡

Æ{„_p `pL$dp„ Äepf¡ hpv$m R>pey„ hpsphfZ b_¡

Ðepf¡ r`es `pZu _ Ap`hp_u cgpdZ R>¡ s¡_y„

Ýep_ fpMhy„.v$f¡L$ riepmy `pL$dp„ S>¥rhL$ `p¡jZ dpV$¡ bpep¡raëX$ v$pZpv$pf A¡L$f¡ 8 rL$gp¡ Ap`hp\u

`pL$_u `yfu Jdf ky^u `p¡jZ dm¡ R>¡ S>¡ M¡su dpV$¡

Apv$i® `p¡jZ L$lu iL$pe.Ap`Zp„ rhõspf_p v$f¡L$

M¡X$|s rdÓp¡ dpeL$p¡Tp¡__p QdÐL$prfL$ `rfZpd\u hpL$¡a R>¡ dpV$¡ S>¡ rdÓp¡_¡ dpeL$p¡Tp¡_ Ap`hp_y„ bpL$u lp¡e s¡ Ðhrfs rhQpfu g¡ A¡ S>ê$fu R>¡.Ap D`fp„s

L$p¡C `Z M¡X$|s L$¡ h¡`pfu rdÓp¡_¡ S>¥rhL$ M¡su dpV$¡ dprlsu_u S>ê$f lp¡e sp¡ Ap _„bf