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8 S|>_, 2002
Samachar
lp¡d`¡S> | TV$`V$ fkp¡C | rh^rh^ fpesp„, kgpX$, L$Qy„bf

QV$`V$p„ QpV
amp¡ A_¡ k|L$p
  d¡hp_u hp_NuAp¡
fpesp„,kgpX$,L$Qy„bf
A\pZp„
rdô$pÞ_d¡mp¡
afpmu hp_NuAp¡
cps, `ygph
k|àk A_¡ L$fu
h¡rS>V¡$bg hÞX$k®
NfdpNfd _põsp
r_fpgp _dL$u_
rhv¡$iu hp_NuAp¡
`fâp„s_u hp_NuAp¡
i[¼sh^®L$ hkpZp„
ApBk¾$ud/`uZp„
dL$pCd¡rS>L$
`|X$p-`fpW$p
dkpgp
s¡g, Mp„X$, kpL$f,
  duW$p rh_p_u hp_Nu


 


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 AÞe NyS>fpsu h¡bkpBV$

rh^rh^ Ås_p„ dS>¡v$pf fpesp„

QuLy$_y„ fpesy„

kpdN°u :

  • QuLy$ 6
  • v$l] 500 N°pd
  • Apvy„$dfQp„ hpV¡$gp„
  • Mp„X$
  • L$p¡\duf
  • duWy„$
b_phhp_u fus :

  1. QuLy$_¡ R>p¡gu_¡ _p_p L$V$L$p L$fu gp¡.
  2. v$l]_¡ L$`X$p„dp„ bp„^u fpMp¡ S>¡\u s¡_y„ `pZu _usfu Åe.
  3. `R>u v$l]_¡ bfpbf lgphu s¡dp„ QuLy$_p L$V$L$p, hpV¡$gp„ Apvy„$-dfQp„, \p¡X$u Mp„X$ _pMp¡.
  4. L$p¡\duf_¡ bpfuL$ kdpfu_¡ _pMp¡.
  5. R>¡ëg¡ duWy„$ _pMp¡.
dp¡Nfu_y„ fpesy„

kpdN°u :

  • 250 N°pd dp¡Nfu
  • 500 N°pd v$l]
  • hpV¡$gp„ Apvy„$-dfQp„
  • L$p¡\duf
  • A¡L$ QdQu Mp„X$
  • duWy„$
b_phhp_u fus :

  1. dp¡Nfu_¡ TuZu kdpfu gp¡.
  2. bfpbf ^p¡C_¡ s¡dp„ duWy„$ _pMp¡.
  3. `R>u Qp¡mu_¡ s¡_y„ `pZu L$pY$u _pMp¡.
  4. v$l]dp„\u `pZu L$pY$u s¡dp„ dp¡Nfu_y„ L$Qy„bf, hpV¡$gp„ Apvy„$-dfQp„, L$p¡\duf A_¡ Mp„X$ _pMp¡.
  5. Mphp_p D`ep¡Ndp„ g¡su hMs¡ duWy„$ _pMp¡.
_prme¡f_y„ fpesy„

kpdN°u :

  • _prme¡f
  • duWy„$
  • Apvy„$ TuÏ„ kdpf¡gy„
  • gugp„ dfQp„ TuZp„ kdpf¡gp„
  • L$p¡\duf
  • Mp„X$
  • duWy„$
b_phhp_u fus :

  1. _prme¡f_¡ MdZu _pMp¡.
  2. v$l]_¡ L$`X$pdp„ bp„^u s¡_y„ `pZu L$pY$u gp¡.
  3. s¡dp„ _prme¡f_y„ MdZ, duWy„$, Mp„X$, Apvy„ A_¡ gugp„ dfQp„$ _pMp¡.
  4. TuZu kdpf¡gu L$p¡\duf `Z _pMp¡.
  5. R>¡ëg¡ duWy„$ _pMu bfpbf lgphu _pMp¡.
L$p¡\duf_y„ fpesy„

kpdN°u :

  • 500 N°pd v$l]
  • 100 N°pd L$p¡\duf
  • Apvy„$
  • Ap„bp lmv$f
  • gugp„ dfQp„
  • Mp„X$
  • duWy„$
b_phhp_u fus :

  1. v$l]dp„\u `pZu L$pY$u _pMp¡.
  2. L$p¡\duf_¡ TuZu kdpfu_¡ ^p¡C _pMp¡ A_¡ L$p¡fu L$fu _pMp¡.
  3. Apvy„$ A_¡ Ap„bplmv$f_¡ R>p¡gu _pMp¡.
  4. `R>u s¡_¡ TuZp„ kdpfu gp¡.
  5. gugp„ dfQp„_¡ TuZp„ kdpfu gp¡.
  6. v$l]dp„ b^u kpdN°u c¡mhu_¡ Mp„X$ A_¡ duWy„$ _pMp¡.
fpeZ_y„ fpesy„

kpdN°u :

  • 250 N°pd fpeZ
  • 500 N°pd v$l]
  • 1 QdQp¡ hpV¡$gu fpC
  • duWy„$
  • Mp„X$
b_phhp_u fus :

  1. fpeZ_¡ \p¡X$p¡ kde `pZudp„ `gpmu fpMp¡.
  2. `R>u s¡_p„ bu L$pY$u _pMp¡.
  3. fpC_¡ \p¡X$p `pZudp„ auZu _pMp¡.
  4. `R>u s¡dp„ duWy„$ A_¡ \p¡X$u Mp„X$ _pMp¡.
  5. s¡dp„ fpeZ fNv$p¡mu _pMp¡.
  6. v$l]_¡ L$`X$pdp„ bp„^u_¡ `pZu L$pY$u _pMp¡.
  7. L$W$Z dõL$p¡ s¥epf \pe A¡V$g¡ fpeZdp„ _pMp¡.
  8. `R>u bfpbf lgphp¡ A¡V$g¡ fpeZ_y„ fpesy„ s¥epf.
rd¼k äzV$ fpesy„

kpdN°u :

  • L¡$mp„
  • QuLy$
  • kafS>_
  • k„sfp„
  • ``¥ey„
  • duWy„$
  • Æfy„_p¡ `pDX$f
  • Mp„X$
  • 500 N°pd v$l]
b_phhp_u fus :

  1. v$l]_¡ L$`X$pdp„ bp„^u fpMp¡.
  2. `R>u b^y„ `pZu _usfu S>hp v$p¡.
  3. L¡$mp„, QuLy$, kafS>_, k„sfp„, ``¥ep„ hN¡f¡ S>¡ äzV¹$k dm¡ A¡d lp¡e s¡_p„ _p_p VyL$X$p L$fu _pMp¡.
  4. `R>u v$l]dp„ b^p„ amp¡, duWy„$, Æfy„_p¡ c|L$p¡ A_¡ Mp„X$ _pMu_¡ lgphp¡.
(hp_Nu dp¡L$g_pf : ky^p v¡$kpC)

TV$`V$ fkp¡C_u AÞe hp_NuAp¡ dpV¡$ Al] [¼gL$ L$fp¡

Ap hp_Nu Ap`_¡ L¡$hu gpNu?



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