• fhp¡ 2 L$`
• v$l] v$p¡Y$\u b¡ L$`
• b¡qL„$N `pDX$f 0pp QdQu
• kpBqV²$L$ A¡rkX$ 0p QdQu
• duWy„$

• L$p¡bu 50 N°pd
• bV¡$Vy„$ 1
• gugp hV$pZp 100 N°pd
• s¡g 1 QdQp¡
• duWy„$
• Mp„X$
• gpg dfQp„_p¡ `pDX$f

1. kp¥`l¡gp„ b^p„ ipL$cpÆ_¡ bpfuL$ kdpfu gp¡.
2. `R>u A¡L$ hpkZdp„ A¡L$ QdQp S>¡Vgy„ s¡g d|L$p¡.
3. s¡dp„ b^p„ ipL$cpÆ _pMp¡.
4. `R>u dp`kf duWy„, Mp„X$ $A_¡ gpg dfQy„ `Z _pMp¡.
5. hpkZ_¡ Y$p„L$u_¡ ipL$_¡ QX$hp v$p¡.
6. ipL$ bapC Åe `R>u Dspfu gp¡.
7. fhp_¡ `p„Q¡L$ rdr_V$ dpV¡$ ^udp sp`¡ i¡L$u gp¡.
8. fhp¡ W„$X$p¡ `X¡$ `R>u s¡dp„ cp„N¡gy„ v$l], duWy„$ A_¡ kpBqV²$L$ A¡rkX$ _pMp¡.
9. Mufy„ bfpbf lgphp¡.
10. `R>u s¡dp„ b¡qL„$N `pDX$f _pMp¡ A_¡ afu Mufy„ lgphp¡.
11. BX$gu b_phhp_u lp¡e s¡dp„ S>fp s¡g gNphu_¡ \p¡Xy„$ Mufy„ _pMp¡.
12. `R>u s¡_p `f ipL$cpÆ_y„ `|fZ ccfphp¡.
13. afu s¡_p `f dp`kf Mufy„ f¡X$p¡ A_¡ `R>u BX$gu_¡ \hp v$p¡.
14. Ap fus¡ b^u BX$gu b_php¡.
15. sd_¡ d_Ndsp„, L$p¡C `Z ipL$cpÆ gC_¡ fhp BX$gu b_phu iL$p¡ R>p¡.

(hp_Nu dp¡L$g_pf : ep¡rN_u Å¡iu)

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

Ap hp_Nu Ap`_¡ L¡$hu gpNu?