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buS> dkpgp pL$p¡_u Mps2, pZu, buS> A_¡ dS|>2p¡_u S>ê$r2eps AÞe 2rh pL$p¡ L$2sp„Ap¡R>u lp¡hp\u, D„Qu bÅ2qL»$ds, h^y _apL$p2¼sp A_¡ h^su S>su dp„N_¡ L$p2Z¡ Ap`pL$p¡_p¡ hphs¡2 rhõsp2 hj£hj£ h^sp¡ Åe R>¡. S>¡\u Ap `pL$p¡ `°rs ê$r`ep_p MQ® kpd¡h^p2¡ AphL$ Ap`sp k|L$p A_¡ A^®k|L$p rhõsp2_p 2p¡L$X$uep `pL$p¡ R>¡. `2„sy lhpdp_dp„kpdpÞe bv$gph A_¡ s¡_p L$p2Z¡ \sp 2p¡N-Æhps\u `pL$ r_óam L¡$ DÐ`pv$_dp„ OV$pX$p¡\sp¡ lp¡C Ap `pL$p¡ M|b S> Å¡¡Mdu R>¡. hj® 2014-1` v$2çep_ NyS>2ps 2pS>edp„ buS>dkpgp_y„ hph¡s2, DÐ`pv$_ A_¡ DÐ`pv$¼sp A_y¾$d¡ 2.94 gpM l¡L$V$2, `.3` gpM V$_s\p 1191 rL$.$N°p. `°rs l¡L$V$2 R>¡. hj® 2001-02_u k2MpdZuA¡ hj® 2014-1` dp„Æê$dp„ A_y¾$$d¡ 84, 310 A_¡ 123 S>ep2¡ h2uepmudp„ 2`, 112 A_¡ 6` V$L$p_p¡h^p2p¡ \e¡g R>¡. hóp® 2001-02 _u k2MpdZuA¡ buS> dkpgp_u r_L$pk dyëedp„ `Z624 V$L$p_p¡ h^p2p¡ \e¡g R>¡. buS> dkpgp pL$p¡_u DÐ`pv$¼spdp„ NyS>2ps v$¡i s\p vy$r_epdp„ArN°d l2p¡mdp„ R>¡. Apd DÐ`pv$_dp„ \e¡g h^p2p¡ s¡ buS> dkpgp_u M¡sudp„ \e¡g`°Nrs v$ip®h¡ R>¡. Æê$, kyhp A_¡ AS>dp¡ pV$Z Æëgp_p kdu, lp2uS>, 2p^_`y2, kp„sg`y2spgyL$pAp¡dp„ h2kpv$ kp2p¡ lp¡e sp¡ k„N°lus c¡S>dp„ kamsp`|h®L$ DNpX$u iL$pe R>¡. rhïhdp„Mp¡2pL$ `°Ðe¡ bv$gpe¡g Arcê$rQ A_¡ s¡_p L$p2Z¡ õhpv$ A_¡ gl¡S>sv$p2 Mp¡2pL$_u dp„Ndp„ \e¡g h^p2p¡, `2v$¡idp„ \sy„ cp2sue _pN2uL$p¡_y„ rhõ\p`_ A_¡ buS> dkpgp_¡Apeyh£v$uL$ v$hp s2uL¡$ dm¡g õhuL©$su_¡ L$p2Z¡ rhïhbÅf2dp„ buS> dkpgp_u dp„N `°rshóp£® 10 \u 12 V$L$p_p v$2¡ h^u 2l¡g R>¡. S>¡\u buS> dkpgp_u r_L$pk_u `Z DÑd sL$p¡2l¡gu R>¡. `2„sy buS> dkpgp_p DÐ`pv$_, h¡QpZ A_¡ k„N°ldp„ 2l¡gu r_óL$pmÆ s\ph^p2¡ O2¡gy h`2pi A_¡ DÐ`pv$_ MQ® r_L$pk h©qÙdp„ AX$QZê$` R>¡.

S>du__u `k„v$Nu, s¥ep2u A_¡ hphZu : buS> dkpgp `pL$p¡ dp¡V$p cpN¡ Np¡2pXy$\u dÝedL$pmu S>du_ s\p dÝed ÿpp2ue S>du_dp„ Z kamsp |h®L$ gC iL$pe R>¡. M¡s2_u ApSy>bpSy>Ap¡R>p r`eshpmp `pL$p¡_y„ hphs¡2 L$2hy„. cp2¡ hpX$ _ lp¡hu S>p¡CA¡ s\p dp¡V$p TpX$ lp¡e sp¡s¡_u R>V$Zu L$2hu. S>du__u `°s dyS>b b¡-ÓZ ApX$u-Dcu M¡X$ L$2u `p¡Qu A_¡ c2c2uL$2u_¡ kdp2 Üp2p kdsg L$2hu. Æ2p dpV$¡ kp„L$X$p _p_p kdsg ¼ep2p L$2hp s¡dS> AÞedkpgp `pL$p¡ dpV$¡ gp„bp ¼ep2p L$2hp.

`pL$_u a¡2bv$gu : Qp¡dpky Qp¡mu, dN, sg, dNamu, dL$pC L¡$ Sy>hp2 `R>u Æê$ L¡$hr2epmu kamsp`|h®L$ gC iL$pe R>¡. Qp¡dpkpdp„ dN_p hph¡s2 bpv$ riepmpdp„ Æê$_p`pL$_y„ hphs¡2 L$2hp\u `0% _pCV²$p¡S>_ sÐh_u bQs_u kp\¡ h^p2¡ DÐ`pv$_ A_¡ _ap¡d¡mhu iL$pe R>¡.

Ap„s2`pL$ : M2ua hr2epmu_u kp\¡ Qp¡mu L¡$ dN_y„ hph¡s21:1 lp2 ìehõ\pdp„ L$2hp\u h^p2¡ DÐ`pv$_, Qp¡¿Mp¡ _ap¡d¡mhhp_u kp\¡ S>du__u ÅmhZu L$2u iL$pe R>¡. Æê$_p pL$dp„AS>dp_y„ hph¡s2 4:1 (Æê$+AS>dp¡) _p v$2¡ L$2u_¡ AS>dp_u4` qv$hk¡ R>V$Zu L$2hp\u Æ2p_y„ h^y DÐ`pv$_ A_¡ Qp¡¿Mp¡ _ap¡d¡mhu iL$pe R>¡.

A._„.

`pL$_y„_pd

Ås_y„ _pd hphZu kdehphZuA„s2

(k¡.du.)

rbep2Z_p¡v$2

(rL$.N°p./l¡.)

hphZu_uD„X$pC

(k¡.du.)

1 Æê$ Ny. Æê$ 4 _h¡çb2_y„ `°\d 30 12 \u 16 1.` \u 2.0`MhpqX$ey„

2 hr2epmu NyS>fps ^ê$hpqX$ey„ : Sy>_ 90 # 60 1.0\u 1.`/1.`\u 2.0(Qp¡dpky) hr2epmu 12 dÝedp„, 100 Qp¡.du.

2p¡`Zu:Ap¡NóV$buSy> `MhpqX$ey„

hr2epmu NyS>fps Ap¡L$V$p¡b2_p 4` 4 \u ` 2.0(riepmy) hr2epmu 11 R>¡ëgp AW$hpqX$ep

NyS>fps \u _h¡çb2_phr2epmu 12 `°\d AW$hpqX$ep

ky u3 ^pZp Ny. ^pZp 2 _h¡çb2_y„ `°\d 30 1` \u 20* 1.` \u 2.0

`MhpqX$ey„4 d¡\u Ny. d¡\u 2 _h¡çb2_p °\d 30 1` \u 20 2.0 \u 3.0

`MhpqX$ey„` kyhp Ny. kyhp 3 _h¡çb2_y„ `°\d 4` 4 \u 6 c¡S>_u

AW$hpqX$ey„ [õ\su dyS>b6 AS>dp¡ Ny.AS>dp¡-2 Ap¡L$V$p¡b2_y„ 30-4` 2.0 \u 2.` 1.` \u 2.0

AW$hpqX$ey„

· buS>_¡ `°rs qL$gp¡A¡ 3 N°pd \pefd azN_piL$ v$hp_p¡ `V$ Ap`hp¡.·$ ^pZp buS>_p b¡ apX$uep L$2u hphhp.·$ d¡\u_p buS>_¡ 2pCTp¡rbed (A¡a.Ap2.A¡k.-7) A_¡ `uA¡kbu 30 N°pd/`°rs

rL$.N°p. buS>_¡ `V$ Ap`hp¡.·$ hr2epmu_u hphZu `|h®-`ròd qv$ipdp„ L$2hu.

ky^p2¡gu S>psp¡, hphZu kde, rbep2Z_p¡ v$2 A_¡ s¡_u D„X$pC : Ap¡R>p MQ£ h^yDÐ`pv$_ d¡mhhp dpV$¡ S>¥rhL$ s\p AS>¥rhL$ `r2bmp¡ kpd¡ `°rsL$p2L$ir¼s ^2phsu kp2uNyZhÑphpmu h^y DÐ`pv$_ Ap`su Ås_u `k„v$Nu L$2u s¡_¡ ep¡Áe kde¡ r_es L$2¡gD„X$pCA¡ A_¡ A„s2¡ hphZu L$2hu. A¡L$d rhõsp2dp„ r_es L$2¡g R>p¡X$ S>mhpe s¡ dpV$¡ep¡Áe dpÓpdp„ buS> v$2 2pMhp¡ S>ê$2u R>¡. S>¡_p\u _apdp„ 1` \u 20 V$L$p ky^u_p¡ h^p2p¡ \CiL¡$ R>¡.

· `pep_p„ Mps2p¡ Qpkdp„ Ap¡2u_¡ Ap`hp„ S>ep2¡ `|rs®Mps2_p¡ `°\d làsp¡ 30 qv$hk¡S>~r2eps `°dpZ¡ Mpgp„ `y2u, `p2hZu A_¡ _]v$pdZ ¼ep®bpv$,r`es Apàep bpv$,`N V$L¡$ s¡hp c¡S>¡ kp„S>_p kde¡ Ap`hy„.S>ep2¡ hr2epmu (Qp¡dpky) dp„ `|rs®Mps2R>p¡X$_u a2s¡ Ap`hy„.

· k¡Þv$°ue `p¡ópZ ìehõ\p dpV$¡ Æê$ A_¡ hr2epmu_p `pL$_¡ cgpdZ L$2¡g _pCV²$p¡S>_R>pZuep Mps2 dp2as¡ s\p buS> _¡ A¡Tp¡V$p¡b¡L$V$2 (A¡buA¡-1) A_¡ `uA¡kbu(`ubuA¡-4) L$ëQ2_u dphS>s Ap`hu.

r`es ìehõ\p :Ap `pL$p¡_¡ h^y r`es Ap`hpdp„ Aph¡ sp¡ 2p¡N-Æhps_p D`Öh_u i¼espAp¡ h^spDÐ`pv$_dp„ OV$pX$p¡ \hp_p¡ k„ch 2l¡gp¡ R>¡. s¡\u Ap `pL$p¡ dpV$¡ r`es dp¢Oy s\p Å¡Mdu`2ubm R>¡. s¡\u L$2¼k2`|h®L$ r`es Ap`hy kgplcey¯ R>¡.

Æê$ : hphZu kde¡ A_¡ 8 \u 10 qv$hk¡ (40 dudu D„X$pC), 30 A_¡ 4`-`0 qv$hk¡ (`0dudu D„X$pC) A¡d Ly$g Qp2 r`es Ap`u 30 A_¡ 4` qv$hk¡ A¡d b¡ hMs Ap„s2 M¡X$L$2hp\u h^y DÐ`pv$_ A_¡ _ap¡ d¡mhu iL$pe R>¡ s\p `pZu_u bQs \pe R>¡.

A._„.

`pL$

1 Æê$ 13.3 1` 26.7 hphZu bpv$ 8 \u 10(17 ey2uep) (33 X$uA¡`u) (`7 ey2uep) A_¡ 30 qv$hk¡ b¡ k2Mp

làspdp„2 hr2epmu 40 60 60 a¡22p¡ Zubpv$ 30 A_¡

(Qp¡dpky) (33 ey2uep)(130 X$uA¡`u) (130 ey2uep) 60 qv$hk¡ b¡ k2Mplàspdp„

3 hr2epmu 4` 30 4` hphZubpv$ 30 A_¡(riepmy) (13 ey2uep) (22 X$uA¡`u) (22 ey2uep) 60 qv$hk¡ b¡ k2Mp

làspdp„4 ^pZp 10 10 10 hphZubpv$ 30 qv$hk¡

(13 ey2uep) (22 X$uA¡`u) (22 ey2uep)` d¡\u 20 40 - -

(10 ey2uep) (87 X$uA¡`u)6 AS>dp¡ 20 20 20 hphZubpv$ 30 qv$hk¡

(26 ey2uep) (44 X$uA¡`u) (44 ey2uep)7 kyhp 30 30 30 hphZubpv$ 30 qv$hk¡

(r`es) (40 ey2uep) (6` X$uA¡`u) (6` ey2uep)8 kyhp (rb_ 20 1` - -

r`es) (31 ey2uep) (33 X$uA¡`u)

Mps2 ìehõ\p

`|rs®Mps2 Ap`hp_p¡kde

_pCV²$p¡S>_ ap¡õa2k _pCV²$p¡S>_

`pep_y„ Mpsf

cgpdZ Lf¡g Mpsf_p¡ S>Õ\p¡ (qL$.N°p./l¡.)

`|rs® Mpsf

hr2epmu : DÑ2 NyS>2psdp„ riepmy hr2epmu_p `pL$_¡ hphZu kde¡, 8 A_¡ 33 qv$hk¡r`es Ap`u bpL$u_p„ kps r`es 12 \u 1` qv$hk_p A„s2¡ Ap`hp„. S>ep2¡ v$rÿpZ NyS>2ps_ucp2¡ L$pmu S>du_dp„ Qp¡dpky hr2epmu_¡ Ap¡L$V$p¡b2 \u S>pÞeyAp2u ky^u 20 qv$hk_p A„s2¡A_¡ a¡b°yAp2u dpkdp„ 1` qv$hk_p A„s2¡ 60 du. du. D„X$pC_p„ Ly$g 9 r`es Ap`hp„. V$`L$tkQpC `Ý^rs\u kàV$¡çb2 dpkdp„ 30 rdr_V$, Ap¡L$V$p¡b2 \u _h¡çb2-7` du_uV$ A_¡X$uk¡çb2 \u a¡b°yAp2u 0 du_uV$ dpV$¡ 4 gu./L$gpL$_p v$2¡ Ap„s2p qv$hk¡ Qgphhu. S>¡_p\u`pZu A_¡ 20 rL$.N°p. _pCV²$p¡S>_ `°rs l¡L$V$2_u bQs \pe A_¡ h^p2¡ DÐ`pv$_ dm¡ R>¡.

AS>dp¡, d¡\u, kyhp A_¡ ^pZp : S>du__u `°s A_¡ lhpdp_ dyS>b r`es Ap`hp.

Ýep_dp„ 2pMhp_p dyv$©pAp¡ :· hr2epmu_p `pL$dp„ A¡L$p„s2us Qpkdp„ A_¡ X$uk¡çb2-S>pÞeyAp2u dpkdp„ r`es

L$2¼k2\u Ap`hy.· hpv$mR>pep hpsph2Zdp„ s\p TpL$m h^y `X$sy lp¡e s¡ kde¡ r`es b„^ L$2hy.· buS> dkpgp_p `pL$p¡dp„ QL$L$2 b¡khp_p kde¡ A_¡ v$pZp_p rhL$pk_u Ahõ\pA¡

c¡S>_u AR>s _ 2l¡ s¡hu L$pmÆ 2pMhu.

k„L$rgs t_v$Z ìehõ\p`_ :buS> dkpgp `pL$p¡_p¡ dp¡X$p¡ DNphp¡, iê$Apsdp„ ^udu h©[Ý^ A_¡ iê$Apsdp„ S>du_dp„ kssc¡S>_¡ L$p2Z¡ t_v$Z_p DNphp A_¡ h©qÙ kpd¡ pL$ l2uapCdp„ V$L$u i¼sp¡ _\u. s¡dS> hr2epmurkhpe_p `pL$p¡_u dp¡V$pcpN¡ hphZu `y„Mu_¡ L$2hpdp„ Aphsu lp¡hp\u Ap„s2M¡X$\u t_v$Zr_e„ÓZ Ai¼e R>¡. lp\ t_v$pdZ MQp®m A_¡ h^p2¡ kde dp„Nu g¡ R>¡.

Æê$ :

lp\ t_v$pdZ : hphZu bpv$ 2`-30 qv$hk¡ A_¡ S>ê$2ueps dyS>b 40 qv$hk¡.

Ap„s2M¡X$ : Æê$_u hphZu lp2dp„ L$2hpdp„ Aph¡g lp¡e sp¡ lp\ L$2bX$u hX¡$ 2` A_¡ 3`qv$hk¡ Ap„s2M¡X$ L$2hu.

`¡ÞX$udu\pgu_ (1 qL$N°p/l¡.) : hphZu bpv$ `2„sy DNphp `l¡gp„ `00 guV$2 `pZudp„Ap¡Npmu R>„V$L$ph L$2hp¡.

hr2epmu :

lp\ t_v$pdZ : S>ê$2ueps dyS>b

Ap„s2M¡X :$ a¡22p¡ Zubpv$ 2` qv$hk¡ s\p t_v$pdZ_p D`Öh_¡ Ýep_¡ gC 20-2` qv$hk_pA„s2¡ Ap„s2M¡X$ L$2hp_y„ Qpgy 2pMhy„.

`¡ÞX$udu\pgu_ (1 qL$N°p/l¡.) : hphZu bpv$ `2„sy DNphp `l¡gp„ `00 guV$2 `pZudp„Ap¡Npmu R>„V$L$ph L$2hp¡.

d¡\u :lp\ t_v$pdZ : DNphpbpv$ 20-30 qv$hk¡ s\p 40 \u `0 qv$hk¡

Ap„s2M¡X$ : S>p¡ hphZu Ap¡2u_¡ L$2hpdp„ Aph¡g lp¡e sp¡ hphZu bpv$ 30 qv$hk¡

`¡ÞX$udu\pgu_ (600 N°pd/l¡.) : hphZu bpv$ `2„sy DNphp `l¡gp„ `00 guV$2 `pZudp„Ap¡Npmu R>„V$L$ph L$2hp¡.

^pZp, kyhp A_¡ AS>dp¡ :

lp\ t_v$pdZ : `pL$_u i~Aps_p b¡ drl_p v$2çep_ S>~2ueps dyS>b 2-3 hMs

Ap„s2M¡X$ : `pL$_u i~Aps_p b¡ drl_p v$2çep_ S>~2ueps dyS>b 2-3 hMs

`¡ÞX$udu\pgu_ (1 qL$N°p/l¡.) : hphZu bpv$ `2„sy DNphp `l¡gp„ `00 guV$2 `pZudp„Ap¡Npmu R>„V$L$ph L$2hp¡

`pmp QY$phhp :hr2epmu_p `pL$_¡ Y$mu `X$sp¡ AV$L$phhp kp2y 60-70 qv$hk¡ \X$ D`2 dpV$u QY$phhu.

k„L$gus 2p¡N-Æhps ìehõ\p`_ :hpsph2Zdp„ \sp a¡2ap2p¡_¡ Ap^p2¡ 2p¡N-Æhps_u ApNplu AÞhe¡ D`v$°h h^hp_u i¼esplp¡e Ðep„ kdek2_p `Ngp„ g¡hpdp„ Aph¡ sp¡ _l]hs MQ£® s¡_y„ r_e„ÓZ L$2u iL$pe. s¡dS>rb_S>~2u S>„sy_piL$/azN_piL$ v$hpAp¡_p¡ D`ep¡N OV$pX$u 2p¡N-Æhps_¡ L$pbydp„ 2pMu, ep®h2Z_¡°v$yróps \sy AV$L$phu NyZhÑpkc2 r_L$pkgÿpu buS>dkpgp_y„ DÐ`pv$_ L$2u iL$pe R>¡.

Æê$ : Q2du/L$prmep¡

· 2p¡N Aphhp_u 2pl S>p¡ep rkhpe `pL$ 3`-40 qv$hk_p¡ \pe Ðep2¡ d¡ÞL$p¡T¡b 0.2`V$L$p (3` N°pd/10 guV$2) v$hp kp\¡ 2` rd.rg. s¡guep kpby_y„ k„s©às ÖphZrdîus L$2u 10 qv$hk_p A„s2¡ Qp2 R>„V$L$ph L$2hp. v$hp_y„ ÖphZ ^ydpX$p õhê$`¡b^p S> R>p¡X$ kp2u 2us¡ c]S>pe s¡ 2us¡ R>„V$L$ph \hp¡ Å¡¡CA¡.

k|L$p2p¡

· kyL$p2p 2p¡N `°rsL$p2L$ Ås Ny.Æê$-4_y„ hph¡s2 L$2hy„.

c|L$u R>p2p¡·$ Æê$, ^pZp, d¡\u A_¡ kyhp S>¡hp `pL$p¡ dp „S>p¡hp dm¡ R>¡.·$ N„^L$ c|L$u_p¡ R>„V$L$ph 2` rL$.N°p./l¡.A\hp v$°pìe N„^L$ 2` N°pd/10 guV$2 _p¡

R>„V$L$ph (R>p2p_p r_e„ÓZ dpV$¡ hl¡gu khp2¡ TpL$m lp¡e Ðep2¡ N„^L$ c|L$u _p¡ R>„V$L$phL$2hp¡) S>~2 dyS>b L$2hp.

hr2epmu : Q2du·$ _uQ„_p„ `ump„ `p_ sp¡X$u_¡ huZu g¡hp„.·$ L$pb£ÞX$pTud 12% + d¡ÞL$p¡T¡b 63% 0.2% rdî v$hp

(27N°pd/10guV$2) A\hp d¡ÞL$p¡T¡b 0.2% (27N°pd/10guV$2) A\hp L$pb£ÞX$pTud 0.0`% (10N°pd/10guV$2) `°dpZ¡ v$k qv$hk _p A„s2¡ Ly$g ÓZ R>„V$L$phAp`hp. v$hp kp\¡ 2` dugu kpby_y„ k„s©às ÖphZ rdîL$2u v$hp_y„ ÖphZ R>p¡X$ D`2 ^yçdk õhê$`¡ R>p„V$hy„.

d|m_p¡ L$lp¡hp2p¡ A_¡ ^ê$_p¡ L$lp¡hp2p¡ :·$ `pL$_u a¡22p¡`Zu hMs¡ d|m_¡ CÅ _ \pe, d|m rhõsp2dp„ S>Áep _ 2l¡ A_¡ \X$_u

ApSy>bpSy> MpX$p¡ _ 2l¡ s¡_u L$pmÆ 2pMhu.·$ Óp„bpey¼s v$hp (L$p¡`2 Ap¡¼kuL$gp¡2pCX$)0.20%_y„ ÖphZ \X$_u Apk`pk 2¡X$hy„

(4 N°pd/1 gu.).

dr^ep¡ :·$ Ap dpV$¡ r_e„ÓZ_p L$p¡C Ak2L$p2L$ D`pep¡ _\u·$ cgpdZ\u h^y r`es A_¡ _pCV²$p¡S>_ ey¼s Mps2p¡_p¡ h`2pi V$pmhp¡ A_¡ hr2epmu

`pL$_¡ X$uk¡çb2-ÅÞeyAp2udp„ r`es kdS>`|h®L$ Ap`p¡.

`Z®NÃR> : Z®NyÃR> (apegp¡X$u) 2p¡N_p r_e„ÓZ dpV$¡ ê$_¡ 0.04 % CduX$pL$gp¡ °uX$_p ÖphZdp„v$k rdr_V$ bp¡mu_¡ hphZu L$2hu A_¡ hphZu_p A¡L$ drl_p `R>u CduX$pL$gp¡ °uX$ 0.00` V$L$p(0.3 dugu/guV$2) âdpZ¡ R>p„V$hu A\hp ^ê$_¡ 40 d¡i _pegp¡_ Åmudp„ DR>¡2hp.

Q|kuep `°L$p2_u S>uhpsp¡ (dp¡gp¡,r\°àk,sX$sX$uep„, 2psuL$\u2u, Q|rkep rhN¡2¡) :·$ M¡s2dp„ dp¡gp_p Ly$v$2su v$yíd_p¡ S>¡hp L¡$ L$p¡¼ku_¡gp, k¡àV$d „L$V$pV$p A_¡ lu`p¡X$pduep h2uNpV$p

A_¡ ¾$pekp¡ gp® L$p_}ep Ly$v$2su 2us¡ dp¡gp_¡ r_e„ÓZdp„ 2pMsp lp¡e R>¡. Ap\u _ud Ap¡Cg(30 rdgu/10 gu.) A\hp gudX$p_p d]S>_p 5% ÖphZ_p¡ R>„V$L$ph L$2hp¡.

·$ dp¡gp¡_p r_e„ÓZ dpV$¡ L$pbp£këap_ 2` Cku (20 rdgu/10 gu. pZu) _p b¡ R>„V$L$ph L$2hp.·$ \°uàk_p r_e„ÓZ dpV$¡ A¡kua¡V$ (10 N°pd/10 gu. `pZudp„) A\hp V²$pA¡Tp¡ap¡k

(12 rdgu/ 10 guV$2 `pZudp„ ) v$hp_p b¡ R>„V$L$ph L$2hp·$ 2psuL$\u2u_p r_e„ÓZ dpV$¡ X$peL$p¡ap¡g (1` dugu/10 gu. pZu) _p¡ R>„V$L$ph L$2hp¡.·$ kuX$ d]S>_p r_e„ÓZ dpV$¡ \ped¡\p¡L$Tpd 2` X$bëey (3.` N°pd/10 gu. `pZu)

A\hp A¡kuV$pdu`°uX$ 20 A¡k`u (2 N°pd/10 guV$2 `pZu_p b¡ R>„V$L$ph L$2hp.

S>¡ `¥L$u â\d R>„V$L$ph Æhps_p¡ D`Öh iê$ \pe Ðep2¡ A_¡ Ðep2bpv$ buÅ¡ R>„V$L$ph 10qv$hk¡ L$2hp¡.

r_L$pkdp„ dp¡V$u ApX$Mugu~` 2pkperZL$ v$hpAp¡_p Ahi¡ópp¡_p r_hp2Z dpV$¡ L$p`Zu_p 1`\u 20 qv$hk `l¡gp v$hp_p¡ R>„V$L$ph L$2hp¡ _l].

L$p`Zu : dkpgp_p `pL$p¡_u NyZhÑp A_¡ h¡QpZ qL»$ds s¡_p¡ 2„N, kyN„^ A_¡ v$pZp_p¡v$¡Mph D`2 Ap^p2us lp¡hp\u ep¡Áe kde¡ L$p`Zu M|b S> dlÐh_p¡ apmp¡ R>¡. v$pZp_uL$p`Zu v$¡l^prd®L$ r2`¼h Ahõ\pA¡ (hr2epmu A_¡ pZp_p v$pZp_p¡ 2„N S>ep2¡ gugpi`X$sp¡ ump¡ s\p Æê$ A_¡ kyhpdp„ v$pZp_p¡ 2„N gugpi X$sp¡ 2pMp¡X$u lp¡e) Ðep2¡ L$2hu R>¡.Ap Ahõ\pA¡ v$pZp_p¡ k„`|Z® rhL$pk \e¡g lp¡C v$pZp A_¡ kp2u NyZhÑphpmy„ s¡g_y„ h^yDÐ`pv$_, s\p ep¡Áe 2„N _p L$p2Z¡ dlÑd Apr\®L$ apev$p¡ dm¡ R>¡. L$p`Zu hMs¡ pL$_u kp\¡t_v$Z, 2p¡rN›$ R>p¡X$ L¡$ dpV$u _p Aph¡ s¡_u L$pmÆ 2pMhu.

ky¼hZu : cp2sdp„ dp¡V$p cpN¡ gugp¡ 2„N S>pmhhp dpV$¡ h2uepmu A_¡ ^pZp_u ky¼hZuR>p„eX$pdp„ L$2hpdp„ Aph¡ R>¡. S>p¡ h^y X$su ky¼hZu \pe sp¡ 2„N DX$u S>hp\u dpg qaL$L$p¡ X¡$R>¡. v$pZp h^y b2X$ \C S>hp\u cp„Nu Åe s\p kyN„r^s s¡g s\p `°S>uhL$p¡ _pi `pd¡ R>¡.

T|X$Zu : buS> dkpgp `pL$p¡_u T|°X$Zu l„d¡ip„ `pL$p Mmpdp„ L¡$ spX$`Óu `p\2u_¡ k„`|Z®`Z¡k|L$pe¡gp v$pZp_u Ahõ\pA¡ (10 V$L$p c¡S>) L$2hu S>p¡CA¡. ^udu NrsA¡ Qpgsp gpCV$l¡d2]N A¡L$i_hpmp \°¡i2_p¡ D`ep¡N L$2u v$pZp R>yV$p pX$hp. Ðep2bpv$ Qp¡¿Mp v$pZp_¡ L$v$A_¡ 2„N `°dpZ¡ hN}L$2Z L$2u ep¡Áe S>ÁepA¡ k„N°l L$fhp¡.