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&& îu NZ¡ipe _d: $&& pp vy$g®c„ cpfs¡ S>Þd pp 
pp îu l_yd„s¡ _d:pp 
pp Np¥ dpsp_p„ v$i®_ L$fu 
^Þe b_p¡ pp 
`©Õhu dpsp_¡ rh_piu 
bQphhp_u 
âcy `pk¡ âp®_p Np¥ dpsp A¡ S>
&& îu NZ¡ipe _d: $&& pp vy$g®c„ cpfs¡ S>Þd pp 
pp îu l_yd„s¡ _d:pp 
pp Np¥ dpsp `rhÓ 
îu 33 L$fp¡X$ v$¡h v$¡huAp¡ Npedp„ S> fl¡ EÅ®_p¡ âcyde õÓp¡s R>¡. pp 
îu k|e®v$¡h_u AM„X$, AM|V$, 
Ad©sdeu EÅ®_¡ Npe dpsp S> ^pfZ 
L$fu Ap`Z_¡ Ap`¡ R>¡.
pp õhe„ Ape® ch pp pp ip÷¡jy 
kdp£ chrs pp 
pp k„O iqL$s L$gp¥ eyN¡ pp
pp A¡L$ Npe dpsp 
pp 
sd_¡ L$¡V$gu EÅ® 
Ap`¡ R>¡ s¡ ÅZp¡... 
1 O_ rdV$f - iyÝ^ Np¡bfN¡k 
2.30 qL$gp¡ - kyfqns A¡g`uÆ 
0.70 rgV$f - `V²$p¡g 
0.90 rgV$f - X$uTg 
1.00 qL$gp¡ hp¡V$ - rhS>mu 
Aphp¡ kõsu, kyfrns, õhphg„bu, `ep®hfZ_¡ gpcL$pfu 
® d¡mhp¡, hp`fp¡, bQs L$fp¡_¡ kyM, ip„rs,kd©[Ý^ `pdp¡.
pp L$p¡_¡ L$p¡_¡ gpc 
pp 
Aphp¡ sdpfp„ MQ®_¡ S> sdpfu 
bQs b_php¡... N©rlZuAp¡ 
hpl_ QpgL$p¡ 
huS> N°pMlL$¡Xp|¡$s-L©$rjL$kp¥_¡.. 80 ku L$f fpls_p¡ gpc 
Aphp¡ kõsu, kyfrns, õhphg„bu, `ep®hfZ_¡ gpcL$pfu 
® d¡mhp¡, hp`fp¡, bQs L$fp¡_¡ kyM, ip„rs,kd©[Ý^ `pdp¡.
pp L$p¡_¡ L$p¡_¡ gpc 
pp 
Aphp¡ sdpfp„ MQ®_¡ S> sdpfu 
bQs b_php¡... 
 kp¥_¡.. 80 ku L$f fpls_ làs¡ làs¡ epiqL$s dprkL$  dpÓ 7 hj®dp„ S> bdZu fL$qhdp¡ A_¡ b¢L$_y„ dyv$su fp¡L$k¡hL$$ CÃR>¡ s¡dp„ ku^y„ fp¡Aphp¡ kõsu, kyfrns, õhphg„bu, `ep®hfZ_¡ gpcL$pfu 
® d¡mhp¡, hp`fp¡, bQs L$fp¡_¡ kyM, ip„rs,kd©[Ý^ `pdp¡.
iyÝ^ Mpsf_p„ cph 
M¡Xy$sp¡_p„ lpdp„ S>Ns_p„ s 
ps.. 
M¡Xy$s 
_¡ Mpsf 
fpkperZL$ Mpsfp¡ u ^pÞe_p¡ õhpv$ Nep¡, Npe dpÓ_y„ S> R>pZ Np¥ d|Ó A¡ sÐhp¡ ^fph¡ R>¡ L$¡ S>¡u h_õ`rs hjp£ ky^u fkv$pf
pp õhe„ Ape® ch pp pp ip÷¡jy 
kdp£ chrs pp 
gpc L$p¡_¡ dmi¡ ? 
hpl_ bmsZ 
Of_u fkp¡C 
`¡V²$p¡g, kuA¡_Æ, 
bpV$gp_p¡ rhL$ë` 
X$uTg, A¡g`uÆ 
Np¡bfN¡k bpV$gp¡ 
p¡ rhL$ë` kubuÆ 
CL$p¡- õV$h 
huS> bQs 
Nd¡ s¡dp„ hp`fp¡, 
L$Qfpdp„u rbg cfp¡ 
kyfnp d¡mhu bQs L$fp¡ 
gp¡ apV$¡ _lu, guL$ pe sp¡ ApN _rl, kõsy„ , kpfy„ kp¡_p S>¡hy„ Mpsf 
L$Z¡ L$Zdp„ `°pZ, v$pZ¡ v$pZdp„ õhpv$ 
am _y„ dp¡Vy„$ âdpZ, M¡Xy$ i¡ Apbpv$ 
S>Ns_p¡ sps kyMu, sp¡ kp¥ dpZ¡ fkpõhpv$
pp õhe„ Ape® ch pp pp ip÷¡jy 
kdp£ chrs pp 
gpc L$C fus¡ dmi¡ ? 
kõsy„ bmsZ 
rd¡_ âdpZ_¡ 
bmsZ ndsp 
kõsp¡ Np¡bf N¡k, 
bpep¡N¡k_p„ cph 
M¡Xy$sp¡ _¡ gpc, kp¥_¡ dlpgpc 
M¡Xy$s _¡ `pZu Ap¡Ry„> `phy„ `X$¡ s¡hy„ s¡_p M¡sf `f S> Mpsf R„>V$L$ph s¡dS> 
O_ Mpsf u h^y `pL$, Æhps_p¡ ce S> _lu. 
gp¡L$p¡_¡ spÅ„, kõsp„ ipL$cpÆ,amp¡ _u âp[X$¡fu DÐ`pv$_p¡ 
L$fp¡ kÐe , ip÷ _¡ k„OiqL$su, gpc A_¡L$ Np¥ cqL$sbQs A_¡ kyfnp 
Np¡bf N¡k `ep®hfZ_¡ gpcL$pfu 
Ap`_u bQs b¢L$dp„ S>dp i¡ 
A_¡ b¢L$_u dyv$su fp¡L$pZ`Ó sp 
b¢L$ sfau rhdp k¡hp_p¡ gpc 
kõsp„ i¡ v|$^, v$l]_¡ Ou, 
Mp dpMZ _¡, spÆ R>pi `u 
rdÓsp cph¡ dmi¡ C, 
kOmy„ i¡ r_fpdeu.
pp õhe„ Ape® ch pp pp ip÷¡jy 
kdp£ chrs pp 
gpc L$C fus¡ dmi¡ ? 
kõsy„ bmsZ 
rd¡_ âdpZ_¡ 
bmsZ ndsp 
kõsp¡ Np¡bf N¡k, 
bpep¡N¡k_p„ cph 
M¡Xy$sp¡ _¡ gpc, kp¥_¡ dlpgpc 
M¡Xy$s _¡ `pZu Ap¡Ry„> `phy„ `X$¡ s¡hy„ s¡_p M¡sf `f S> Mpsf R„>V$L$ph s¡dS> 
O_ Mpsf u h^y `pL$, Æhps_p¡ ce S> _lu. 
gp¡L$p¡_¡ spÅ„, kõsp„ ipL$cpÆ,amp¡ _u âp[X$¡fu DÐ`pv$_p¡ 
L$fp¡ kÐe , ip÷ _¡ k„OiqL$su, gpc A_¡L$ Np¥ cqL$sbQs A_¡ kyfnp 
Np¡bf N¡k `ep®hfZ_¡ gpcL$pfu 
Ap`_u bQs b¢L$dp„ S>dp i¡ 
A_¡ b¢L$_u dyv$su fp¡L$pZ`Ó sp 
b¢L$ sfau rhdp k¡hp_p¡ gpc 
kõsp„ i¡ v|$^, v$l]_¡ Ou, 
Mp dpMZ _¡, spÆ R>pi `u 
rdÓsp cph¡ dmi¡ C, 
kOmy„ i¡ r_fpdeu.
âõsph_p :- 
kp¥ âd Np¥ dpsp `pk¡ Qpfp¡ _pMu_¡ R>pZ d¡mhu s¡dp„u rhrh^ gpc d¡mhhp_u 
Apip fpMhu A¡ S> A¡L$ `p` R>¡. `f„sy Ap`Zp„ kp¥_y„ rls `Z s¡_p„ rkhpe _u, buÆ b^u _yL$kp_L$pfL 
DÅ®_p„ õÓp¡s rhL$kphhp L$fsp„ Ars `fd `rhÓ L$ëepZL$pfu, r_f„sf, r_:õhp® , âcy `pk¡ `Z 
`©Õhu_¡ bQphhp_u âp®_p L$f_pfu Npe dpsp_p„ R>pZ_u DÅ® d¡mhu õh A¡V$g¡ L$¡ `p¡sp_y„ A_¡ buÅ 
Æhp¡_y„ `Z rls Å¡hy„ A¡_p„ S>¡hy„ DÑd L$p¡C L$pe® _u. Ap Npe dpspdp„ fl¡gp Ó¡suk L$fp¡X$ v$¡hsp 
Ap`Ï„ fnZ L$f¡ A¡_pu DÑd fnZ L$ep„ d¡mhhp S>hy„ ? 
Ap¥^p¡rNL$ A_¡ rhrh^ dp_h kÆ®s q¾$ep-âq¾$ep_¡ gu^¡ kss h^sp 
S>sp„ âvyjZ_¡ fp¡L$hp-r_hpfhp A_¡L$ D`pep¡ Ap`Zu `pk¡ D`gå^ R>¡. `f„sy s¡ dpV$¡ L$pe®fs hp L$p¡C 
s¥epf _u L¡$ L$p¡C_¡ s¡ rhi¡ rhQpfhp `Z kde _u. rhr^ h„v_p k„lrs: `pk¡ kde, _pZp„ A_¡ kyìehqõs 
Apep¡S>_ sp L$pe®Ly$im dp_h kd|l sp A„Ns kgplL$pfp¡ `Z R>¡. Mpk hps A¡ R>¡ L$¡ Ad¡ sdpfp¡ kp 
buÅ„ Mp¡Vy„$ L$fsu ìeqL$sAp¡_p¡ rhfp¡^ L$fhp_¡ bv$g¡ by[ÂOu, kÐe õhuL$pfu Ad_¡ klL$pf kp 
¡ apev$p¡ A_¡ A_„s rhL$pk _u L$¡X$uA¡ Qpgsp„ Qpgsp„ õhN® r_dp®Z_p„ dpN£ gC S>hp 
CÃR>uA¡ R>uA¡. A_¡ s¡_p„ dpV$¡ Ap L$d® eodp„ Å¡X$php L$luA¡ R>uA¡. 
ApS> DÑfp¡DÑf h^su EÅ®_u dp„N_¡ `lp¢Qu hmhp A_¡ s¡_p¡ D`ep¡N L$fhp 
s¡_y„ rhL¡$ÞÖuL$fZ L$fhp s¡dS> Ly$v$fsu fus¡ dmsu EÅ®_p¡ D`ep¡N L$fhp A_¡ h^pfhp dpV¡$ 
Ad¡ rhipm agL$ `f L$pe®fs hp s¥epf R>uA¡. S>¡_¡ gu^¡ OZu b^u kdõepAp¡ õhe„c| A¡L$ L$pedu DL¡$g 
sfa ApNm h^i¡. Ap`Z¡ v$f¡L kdõepAp¡_¡ L$C fus¡ DL¡$guiy„ A_¡ A¡L$ kyfrns d|X$u Dcu i¡ s¡ Al] 
v$ip®huA¡ R>uA¡. 
kp¥ âd A¡L$ A¡hy„ $v$i®L$ A¡L$d õp`uiy„ S>ep„ ApS>_p„ kpdpÞe dpZk_u 
fp¡Æ„v$p Æh__u b^u S>ê$qfepsp¡ A¡L$ S> S>ÁepA¡ õhphg„bu`Z¡ k„sp¡jpe A_¡ NpdX$p_y„ il¡fuL$fZ 
A¡V$g¡ L¡$ NpdX$p„_p„ dp_hu_u il¡f sfa S>hp_u Ap„^mu v$p¡V$ b„^ pe. S>¡ S>¡ kyrh^p s¡_¡ il¡fdp„ dm¡ 
R>¡ A_¡ il¡f_p¡ dpZk S>¡_pu L„$V$pm¡g R>¡ s¡_p¡ DL¡$g Al] õhe„ DL$¡gpsp¡ Å¡hp dmi¡. 
Al] DL$¡g_¡ ÅZhp A_¡ `R>u L$d® iqL$su dpZhp sdpf¡ sdpfu S|>_u 
rhQpfkfZu_¡ bpSy>A¡ d|L$u v$¡hu `X$i¡. L$pfZ L$¡ A„N°¡Å¡ Mpk L$fu_¡ NyS>fps_u âÅ_p„ dp_ks„Ó `f 
ApTpv$u_p„ ApV$gp„ hjp£ `R>u `Z fpS> L$f¡ R>¡ A¡V$g¡ L$¡ A¡_¡ lSy> Nygpd 
b_phu_¡ fp¿ep„ R>¡ A_¡ s¡ Nygpdu dpu dpÓ A¡L$ Npe dpsp S> sd_¡ ApTpv$ A_¡ Apbpv$ b_phu iL$ 
¡ s¡d R>¡. 
lp, A¡L$ hps r_ròs`Z¡ epv$ fpMÅ¡ L$¡ Ap Æh_ k„N°pd 
gX$hp_u iqL$s Ap`_pf îudv$¹ cNhv$¹ Nusp îu cNhp_ îuL©$óZ¡ fZ d¡v$p_dp„ dpÓ ASy>__¡ S k„cmphhu
Ap`Zp„ v$f¡L$ L$pep£ dp_h kdyv$pe_¡ Æh_ `ep®hfZ_¡ A_yL|$m b_u _¡ `p¡sp_p„ b^p„ S> 
âL$pf_p„ ìehlpfp¡ L$fsp„ L$fsp„ kyM, kd©[Ý^ A_¡ ip„rs Ap`_pfp„ R>¡. Ap A¡L$ gp„bp kdeNpmp_u 
âq¾$ep R>¡. `f„sy s¡_¡ rhrh^ sbLL$pdp„ hl¢Qu gCA¡ R>uA¡. S>¡ _uQ¡ dyS>b R>¡. 
A. Np¥ dpsp k¡hp A_¡ s¡_pu S>_fnp, kyfnp A_¡ EÅ® âp[às 
b. âv$yjZ r_hpfZ A_¡ gp¡L$p¡`ep¡Nu h©np¡u `ep®hfZ fnp 
L$. Ly$v$fs_¡ Mp¡m¡ Of - `ep®hfZ_¡ A_yL|$m hpõsy N©l r_dp®Zu hkyv$¡h 
Ly$Vy„$b_u cph_pu h„©v$ph_ rhð N°pd 
Ap`Ï„ `l¡gy„ L$v$d.. pp `fd `rhÓ EÅ® âp[às âL$ë` pp 
( õhp® u `fdp® sfa Np¥ dpsp u S>_fnp rlsp® L$pe® ) 
`fd L©$`pmy dpsp :- 
^d® A_¡ rhop_ b„_¡u rkÙ ey„ R>¡ L$¡ Npe dpsp _y„ R>pZ kp¥u Ap¥Rp„ L$pb®_ 
X$pep¡L$kpCX$_y„ DÐ`pv$_ L$fu_¡ kp¥u h^y D`ep¡Nu EÅ® L$¡g¡fu s¡dS> kyfnp_u Ö[ô$A¡ A_¡ kp¥u 
Ap¥R>p MQ£ âpá A_¡ dlÑd D`ep¡Nu R>¡. lh¡ S>epf¡ Ap`Z¡ Ágp¡bg hp¡rd¯N, Ap¥^p¡rNL$ âvy$jZu 
O¡fpe Nep R>uA¡ Ðepf¡ dpÓ Npe dpsp S> Ap`Z_¡ bQphu iL$¡ s¡d R>¡. ip÷ A_¡ gp¡L$p¡_p¡, Np¥ 
`pgL$p¡_p¡ A_ych R>¡ L$¡ Npe dpÓ R>¡ L$¡ S>¡_¡ MpZ _ _p¿ey„ lp¡e sp¡ `Z v$p¡lhp v$¡ R>¡. 
Ap`Zp„ ip÷ dyS>b Apkp¡ hv$ bpfk S>¡ Np¡ hÐk Üpv$iu _p¡ qv$hk 
Npe_p„ hpR>fX$p_p„ _pdL$fZ_p¡ qv$hk R>¡. v$f¡L$ Npe A_¡ hpR>fX$p_¡ `Z _pd Ap`_pfy„ Ap`_y„ ip÷ 
Np¥ dpsp_¡ L$¡V$gy„ dlÐh Ap`sy„ li¡ s¡ s¡_p `fu kdÆ iLpe.. L$l¡hp_p¡ A® A¡ R>¡ L$¡ s¡ `fd L©$`pmy 
dpsp R>¡. 
`fd L©$`pmy„ `|Z® `yê$jp¡Ñd cNhp_ îuL©$óZ Np¥ fnp l¡sy S> Np¥h^®_ `h®s_u `|Å L$fu lsu. 
kL$g k©[ô$_p„ fpÅ NZpsp CÞÖ_¡ `Z _¡ Np¥ `|Å_y„ dlÐh kdÅhsp„ .. Np¡-h^®_ `|Å_y„ dlÐh fp¿ey„ lsy„. 
S>¡u A¡V$gy„ sp¡ _L$L$u pe S> R>¡ L$¡ `h®s S>¡hu `fpm c|rd `Z Np¥ dpsp_p„ kp„r_Ýedp„ Aph¡ sp¡ `| 
Åe R>¡, `rhÓ pe R>¡. 
Npe_p„ R>pZdp„u Np¡bf N¡k b_phu s¡_¡ DÃQ v$bpZu N¡k rkrgÞX$fdp„ cfu s¡dp„u bmsZ 
EÅ® d¡mhhp dpV$¡ S>fyfu kp^_ kpdN°u A_¡ q¾$eprhr^ v$ip®hsp¡ fu`p¡V®$. 
Np¡bfN¡k u sp„ gpc :- 
1. `ep®hfZ kyfnp A_¡ ky^pf L$f_pfp¡ hpey R>¡. 
2. EÅ® Apeps OV$pX$¡ R>¡. S>¡ v$¡i, fpS>e A_¡ Al] õpr_L$ L$¡ ìeqL$sNs fus¡ dmsp¡ gpc pe 
R>¡ s¡ Å¡hp_p¡ fl¡i¡.
6. EÅ® âZpgu ky^pf¡ R>¡. Ap¡Tp¡_ NpbXy„$ `|fpi¡. 
7. N°pçe rhL$pk_¡ â¡f¡ R>¡, gp¡L$p¡_¡ fp¡S>Npfu dm¡ R>¡. Ap A¡L$d v$f¡L$ Npd¡ Npd õp`u 
gp¡L$p¡_¡ s¡_p¡ hpl_ dpV$¡_p¡ D`ep¡N h^pfhp fp¡X$ `f `¡V²$p¡g `„`_u S>¡d _ÆL$ _ÆL$ õp`u iL$pe 
S>¡u fp¡S>Npfu, ^„^p¡ A_¡ kyrh^p h^pfu iL$pe `¡V²$p¡g, X$uTg A_¡ kuA¡_Æ N¡k_p¡ kõsp¡ s¡dS> õhs„Ó 
I^Z_p¡ rhL$ë` D`ep¡N L$sp®_¡ dmu iL$¡. 
8. Nfdu A_¡ rhÛys âZpgu_¡ kp„L$m¡ R>¡. ky_pdu hMs¡ Å`p_ S>¡hp rhL$kus v$¡i¡ `Z `fdpÏ V$ 
¡L$_p¡gp¡Æu r_rd®s A¡V$rdL$ fuA¡L$V$fp¡_u cep_L$sp_p¡ k|ÿd L$lu iL$pe s¡hp¡ S> A_ych L$ep£ R>¡. 
9. âpL©rsL$ bm h^hpu crhóe kyfrns pe R>¡. Qu_ A_¡ Ad¡fuL$p S>¡hp v$¡ipdp„ hpsphfZ âvy$rjs 
ey„ lp¡hpu h^y_¡ h^y gp¡L$p¡_¡ QpdX$u s¡dS> Nmp„ , a¢akp_Al] rhrh^ L$p¡ô$L$p¡ Np¡bfN¡k A_¡ Npe_y„ R>pZ S> kfMpdZu p„ L$¡Þkf pe R>¡. 
dp„ h^y gpcL$pfL$ R>¡ s¡ v$ip®hhp Ap`hpdp„ Aph¡g 
R>¡ S>¡ Ap`_p¡ qL$„dsu kde bQphi¡ A_¡ `|fu kdS>Z Ap`i¡. 
L$p¡ô$L$ 1. R>pZdp„ sp buÅ `v$pp£dp„ fl¡g rd¡_ 
_y„ âdpZ (V$L$pdp„) 
R>pZ - 60 
`p¡ëV²$u L$Qfp¡ - 65 
k|L$p„ `p_ - 44 
i¡fX$u X|Qp¡ - 30 
dL$pC X$p¡X$p - 25 
Mfpb L$Qfp¡ - 30 
Mpk _p¢^ : - v$f¡L$ 
âL$pf_p„ L$Qfp„dp„ EÅ® 
L$¡ iqL$s kdpe¡gu S> R>¡. 
`f„sy R>pZdp„ fl¡gu iqL$s 
d¡mhhp kp¥u Ap¡R>u 
iqL$s MQ®hu `X$ 
¡ R>¡ A_¡ s¡ kfm âpàe 
R>¡ s¡dS> `rhÓ A¡V$g¡ buÅ
L$p¡ô$L$ 2. `pgsy âpZu_u 
gpv$ _u kfMpdZu 
(qL$gp¡.dp„) 
Npe - 10.00 
bmv$ - 14.00 
c¢k - 15.00 
Op¡X$p¡ - 14.00 
c|„X$ - 02.50 
O¡Vy„$ - 01.00 
bsL$ - 00.10 
10 dfOu - 00.40 
dpZk - 00.40 
Mpk _p¢^ :- `p¡ëV²$u L$Qfp¡, Mfpb L$Qfp¡ S>¡_¡ Ap`Z¡ NV$fdp„u 
_uL$msp¡ X|$Qp¡ L$luA¡ R>¡ s¡ A_¡L$ âL$pf_u hpk, hpey DÐ`Þ_ 
L$f¡ R>¡. S>¡ àgpÞV$dp„ L$pd L$fsp„ v$f¡L$ gp¡L$p¡_¡ s¡_u hpk, N„^ 
dyS>b A_yL|$m _$ lp¡e. dfOu `pmhu A_¡ s¡_y„ IXy$ dpfu _pMhy„ A¡ L$ 
¡V$gy„ dp¡Vy„$ `p` R>¡ s¡ v$f¡L$ k„sp_ ^fphsp„ dp-bp` 
A_¡ dpspAp¡ Mpk kdÆ iL$i¡. A¡V$g¡ dfOu `pg_ h^pfhy„ k©[ô$ dpV$ 
¡ rlsL$pfL$ _u. L$pfZ L$¡ S>¡dp„ A„s¡ tlkp_y„ ApQfZ_p¡ rhQpf S> h^i¡. 
sd¡ L$l¡ip¡ ipL$cpÆ _¡ `Z sd¡ DNpX$u_¡ dpfu _pMp¡ R>p¡ .. `f„sy ip÷ 
dyS>b h©n L$¡ h_õ`rs hy„ s¡ `p`u dyL$s hp_p¡ S>Þd R>¡, 
S>¡ b„^_L$pfL R>¡. S>¡u h©np¡ Ap S>Þd dp„ buÅ_¡ R>p„ep¡ s¡dS> 
am Ap`u_¡ s©às L$f¡ R>¡ `p¡s¡ bm¡ R>¡ _¡ `p` bpm¡ R>¡ sp `yÎe d¡mhu 
ApNm_p¡ S>Þd d¡mh¡ R>¡. h_õ`rs_¡ cNhp_¡ l„d¡ip Apfp¡Áe h^®L$ S> 
b_phu R>¡ fp¡NL$pfL$ _lu „ S>epf¡ buÅ `iy_y„ Æh_ b„^_L$pfL$ _u 
lp¡sy„. 
Apeyh£v$dp„ h_õ`rs_p¡ Aplpf rhlpfdp„ A_¡ Ap¥j^ sfuL$ 
L$p¡ô$L$ : 3 bpep¡N¡k _¡ rhrh^ bmsZdp„ L$¡g¡fu sp 
ndsp 
bmsZ L$¡gp¡fu dp`/qL$gp¡ Dódp ndsp (V$L$p) 
bpep¡N¡k 4713 60 
R>pτ 2093 11 
gpL$X$y„ 4978 55 
X$uTg 10550 66 
L$¡fp¡ku_ 10850 50 
`¡V²$p¡g 11100 - 
rd¡_ N¡k 8400 - 
Mpk _p¢^ :- A„lu `¡V²$p¡rged `¡v$pip¡_u EÅ® L$¡g¡fudp„ h^y 
gpN¡ R>¡ `f„sy s¡_p„ cph_p„ âdpZdp„ DÅ® Ap¡R>u R>¡ sp 
s¡ Apepsu R>¡, s¡ d¡mhhp cpf¡ MQ®, OZp„ dpZkp¡_p„ Æh Ap`hp 
`X$¡ R>¡. s¡_p„ DÐ`pv$_ A_¡ h`fpi hMs¡ sy„ âvy$jZ_p¡ A_ych Ap`Z¡ 
A„N°¡Ædp„ Ágp¡bg hp¡rdƒN (L$pmu bmsfp„ - lp_p„ L$ep® 
l¥e¡ hpÁep) õhê$`¡ Æh„s A_¡ vy$:Mv$ fus¡ A_ychuA¡ R>uA¡ S> 
¡_p¡ D`ep¡N, D`cp¡N L$fhp_p¡ Dëg¡M R>¡ S>epf¡ Æh„s âpZu_p¡ _lu.. 
buÅ_p¡ Æh gC `p¡sp_p¡ Aplpf d¡mh_pf Æhsp„ fpnkp¡ S> R>¡. 
bp¡gp¡ sdpf¡ iy„ hy R>¡ ? v$¡hp¡ A_¡ d_yóep¡ S> õhN®dp„ flu iL$ 
¡ A_¡ s¡_p„ r_dp®Zdp„ kp v$C iL$¡ S>epf¡ fpnkp¡ sp¡ s¡_p¡ _pi L$fhp 
S> Aph¡ R>¡.
L$p¡ô$L$ : 4 A¡L$ O_ 
rdV$f Np¡bf N¡k A_¡ 
AÞe bmsZ_u ndsp 
Np¡bf N¡k - 1.000 
L$¡fp¡ku_ - 0.620 
gpL$Xy„$ - 3.474 
R>pτ - 12.296 
L$p¡gkp¡ - 1.605 
åeyV$¡_ - 0.433 
a_£i Ap¡Cg - 
0.417 
L$p¡gN¡k - 1.177 
huS>mu - 4.698 
Mpk _p¢^ :- Alu „ R>pÏ„, 
gpL$Xy$„ QX$uepsp„ R>¡ `f„sy 
s¡dp„ gpL$Xy„$ A¡ h©np¡_p„ r_L„$v$_ 
`R>u 
dm¡ R>¡ S>epf¡ R>pÏ„ L$p¡C_¡ hp`fu_¡ 
L$pmp lp L$fhp _u Ndsp s¡ kdõep 
R>¡. s¡ rkhpe 
bpL$u_p„ b^p„ bmsZp¡ âvy$rjs R>¡ sp 
Np¡bf N¡k kpd¡ _bmp„ `X$¡ R>¡. 
L$p¡ô$L$ : 5 Mpsf dp„ _pCV²$p¡S>_ 
ap¡õafk `p¡V$¡ried 
Np¡bf N¡k Mpsf 1.4 1.0 0.8 
M¡sf_y„ R>pZ 0.5 0.2 
0.5 
il¡fu Mpsf 1.5 1.0 1.5$ 
Mpk _p¢^ :- buÅ fpkperZL$ Mpsfp¡ A¡ sp¡ ApS> 
S>du__p¡ v$pV$ hpmu v$u^p¡ R>¡ S>. 
S>¡ hp`fu_¡ M¡Xy$sp¡ vy$:Mu R>¡ S>, s¡_p„ dpV$¡ h^y 
cph v$¡hp `X$¡ R>¡ , s¡ kfm `°pàe _u s¡dS> s¡ gp„bp 
kdeNpmp„ ky^u AkfL$pfL$ `Z _u 
s¡_¡ bv$g¡ _yL$kp_L$pfL$ kprbs ep R>¡. s¡dS> 
s¡ `pL$_¡ L$¡ h_õ`rs_¡ S>du_dp„ KX$¡ S>C ep¡Áe 
`°dpZdp„ rdrîs sp„ _u. svy$`fp„s `pL$_¡ A_yL|$m 
ÆhS„>sy_p¡ `Z s¡ _pi L$fu 
_pM¡ R>¡ S>¡_¡ Ap`Z¡ b¡L$V$¡fuep 
L$luA¡ R>uA¡ s¡_¡ gu^¡ `pL$, ^pÞe rh._u duW$pi Ap`Ï„ 
õhà_ b_u NC R>¡. Å¡ s¡ b^y„ Å¡Csy„ lp¡e sp¡...dpÓ 
Np¥ dpsp S> sdpfy„ L$ëepZ L$fu iL$¡ R>¡. Mpsf 
S>¡hu S> _yL$kp_u V²$¡L$V$fu L$fpsu M¡su_u 
R>¡ S>¡ ÅZ¡ R>¡ s¡ `pR>p„ hýep„ R>¡ bpL$u 
S>¡ s¡ M¡Xy$s _u kdS>sp„ L$¡ dl¡_s _u L$fhu 
s¡_y„ `s_ sp¡ r_[òs R>¡ S>.
Ap`Zp¡ `fd `rhÓ EÅ® `°p[às âL$ë` S>¡ dy¿eÐh¡ `p„Q rhcpNdp„ hl 
¢Qpe¡gp¡ R>¡. 
1. S>du_ d¡mhhu A_¡ S>du__¡ àgpÞV$ dpV$¡ A_yL|m b_phhu. 
2. diu_fu A_¡ rhrh^ e„Óp¡ A_¡ Np¡bf N¡k DÐ`pv$_ `Ý^rs 
3. dp_h A_¡ Np¥ ^_ s¡dS> s¡_y„ k„Qpg_ sp L$pe®L$pfu d|X$u 
4. gp„bp A_¡ Vy„$L$p Npmp_p„ Ýe¡e A_¡ L$pep£ 
5. kfL$pfu A_¡ rb_ kfL$pfu klpe sp gp¡L$ kd|l iqL$s A_¡ hmsf.
1. S>du_ : - kpdpÞes: 3 A¡L$f A¡V$g¡ L$¡ 7 rhOp Apif¡ S>du_ d¡v$p_ S>¡hu S>du_ Å¡CA¡. 
_ÆL$dp„ _v$u_y„ hl¡Z lp¡e sp¡ kpfy„ fl¡. L$pfZ L$¡ `pZu_u S>fyfueps OZu S> h^pf¡ fl¡ R>¡. 
1.A. Np¡bf N¡k àgpÞV$ rkhpe 2 (b¡) Npe v$uW$ A¡L$ rhOp¡ S>du_ Npe_¡ _]Z dpV$¡ Opk 
ENpX$hp dpV$¡ S>fyfu S>du_ fl¡i¡. S>¡d v$f¡L$ Ap¥^p¡rNL$ A¡L$d_¡ s¡_p¡ L$pQp¡ dpg 
d¡mhhp_p¡ fl¡ R>¡ s¡d Npe_¡ _]Z _pMhpu Np¡bf A¡V$g¡ L$¡ R>pZ S>¡ Ap`Zp„ dpV$¡ L$pQp¡ dpg 
R>¡ s¡ dmu fl¡i¡ S>. s¡u kfL$pf¡ 2 (b¡) Npe v$uW$ 1 rhOp¡ S>du_ apmhhp_u fl¡¡i¡. s¡ S>du_ 
cg¡ Mfpbp_u lp¡e. Ap S>du_ Ap¥^p¡rNL$ âvy$jZ l¡sy hp`fhp_u _u s¡u S>¡ l¡syAp¡ kfL$pfîu âvy$jZ 
r_e„ÓZ, bQphhp A_¡ k„fnZ dpV$¡ CÃR>¡ R>¡ s¡ L$pe®_y„ d|rs®d„s õhfy` Npe dpsp S> R>¡. s¡_p dpV$ 
¡ D`ep¡Nu S>du__y„ õhe„ dpÓ iy[Ý^L$fZ _lu `Z `rhÓuL$fZ i¡. 
1.b. S>du__p¡ D`ep¡N A_¡ S>du__y„ k„fnZ :- 
1.b.1. Np¥ - ipmp 
1.b.2. Opk DÐ`pv$_ L$¡ÞÖ 
1.b.3. Np¡bf N¡k àgpÞV$ 
1.b.1. Np¥ - ipmp : - 
Npe_y„ Of... S>ep„ Npe dpsp fl¡i¡, S>di¡ A_¡ Aprihp®v$ 
Ap`i¡. Np¥ ipmp _¡ h^ydp„ h^y âpL©$rsL$ A_¡ kyfrns fus¡ bp„^hpdp„ Aphi¡ S>¡u ÓZ¡e 
F$sydp„ Npe dpsp_¡ L$p¡C sL$gua _ `X$¡ s¡dS> Np¥ `pgL$p¡_¡ `Z s¡_y„ gpg_ `pg_ L$fhpdp„ 
A_yL|$msp fl¡. s¡ ÅZL$pf rkrhg L$p¡ÞV²$pL$V$fp¡, L$X$uep, gylpf, kyspf A_¡ Np¥ 
`pgL$p¡_u k|Q_ - kgpl dyS>b b_phhpdp„ Aphi¡. 
1.b.2. Opk DÐ`pv$_ L$¡ÞÖ :- 
D`fp¡L$s l¡sy dpV$¡_u S>du_ kdsg L$fhpdp„ Aphi¡. Ðepf bpv$ s¡dp„ Np¥ 
dpsp_¡ D`ep¡Nu rhrh^ Apeyh¡®qv$L$ R>p¡X$hp, h©np¡ DR>¡fhp, Opk_y„ DÐ`pv$_ L$fhy„ A¡V$g¡ L$ 
¡ hphhy„ A_¡ N°u_ lpDk b_phu Opk DNpX$u Npep¡_¡ `yfy„ `pX$hy„. Ðep„ `yfsp„ `pZu, rhS>mu A_¡ Opk 
DÐ`pv$_ dpV$¡_p„ kp^_p¡, Ap¡Åfp¡ fpMhpdp„ Aphi¡. s¡_p dpV$¡ s¡dS> s¡_p„ fnL$p¡_u Ly$V$uf `Z 
b_phhpdp„ Aphi¡.
2. diu_fu A_¡ rhrh^ 
e„Óp¡ A_¡ Np¡bf N¡k DÐ`pv$_ 
`Ý^rs 
Np¡bf N¡k àgpÞV$ A_¡ S>du_ 
sp diu_fu :- 
Np¡bf N¡k àgpÞV$_u 
diu_fu Ap¡R>pdp„ Ap¡R>u 1 A¡L$f 
S>¡V$gu S>Áep fp¡L$¡ R>¡. s¡dS> 
s¡dp„ S>fyfu D`L$fZp¡_„ Å¡X$pZ, 
rhS>mu, `pZu rh. _y„ õp`_ 
L$fhp_y„ fl¡i¡. S>¡ kfL$pfu A_¡ diu_fu 
DÐ`pv$L$p¡ A_¡ h`fpiL$sp® _u 
A_yL|$msp dyS>b 
Np¡W$hhpdp„ Aphi¡. S>¡d 
àgpÞV$_u DÐ`pv$_ ndsp h^¡ s¡d 
s¡ dpV$¡_u S>du_ h^y 
Å¡CA¡ s¡ õhpcprhL$ R>¡. 
Np¡bf N¡k àgpÞVdp„$ 
rhrh^ `Ý^rsu N¡k DÐ`Þ_ L$fpe R>¡. 
S>¡ dyS>b s¡_p 
kp^_p¡ diu_fu_p¡ Ap^pf fl¡ R>¡. 
dy¿eÐh¡ b¡ (2) fusp¡ R>¡.. 
2.1. lhp krls Np¡bf N¡k 
DÐ`pv$_
Np¡bf N¡k DÐ`pv$_ âq¾$ep 
A_¡ s¡_p„ kp^_p¡ rhi¡.. 
2.2.1. rdîZ V$p„L$u :- 
rhrh^ âL$pf_p„ dy¿e õÓp¡s 
A¡L$W$p„ L$fhp..S>¡dp„ Npe_y„ R>pZ, L$p¡lhpV$ 
DÐ`Þ_ L$f¡ s¡hp¡ L$Qfp¡, âpZuAp¡_u gpv 
rhN¡f¡ A¡L$W$p„ L$fu A¡L$ dp¡V$u 
V$p„L$udp„ s¡_¡ kX$hp v$¡hpdp„ Aph¡ R>¡. 
2.2.2. S>m rdîL$ c¡mL$ e„Ó : - 
Ap R>pZ_¡ h^y kfm, 
ÆZp„dp„ ÆÏ„ fbX$u S>¡hy„ b_phhp dpV$¡ c¡mL$ 
e„Ódp„ _pMhpdp„ Aph¡ R>¡ S>ep„ s¡ A¡L$buÅdp„ c 
m¡ R>¡. S>¡dp„ ep¡Áe `°dpZdp„ `pZu 
c¡mhhpdp„ Aph¡ R>¡. 
2.2.3. AphZ V$p„L$u 1 A_¡ 2 :- 
A„lu R>pZ_¡ h^y _¡ h^y 
App¡ gphu iL$pe s¡hp `v$pp£ 
Dd¡fhpdp„ Aph¡ R>¡ A_¡ b¡ sbL$L$pdp„ App¡ gphu
2.2.4. A_y DÐ`pv$L$ `¡v$pi k„N°plL$ : - 
Ap sbL$L$pdp„ `°hplu 
õhê`¡ h^pfp_y„ R>pZ hpey dyL$s pe R>¡. 
S>¡ âhplu Mpsf sfuL$¡ s¡dS> h^y Ådu Åe 
sp¡ L$p¡ç`p¡õV$ Mpsf sfuL$¡ D`ep¡Nu R>¡. 
S>¡ kæe_¡ buÅ L$fsp„ Ap¡R>p„ cph¡ Ap`u iL$pe. Ap 
Mpsf L$ç`p¡õV$ Mpsf L$fsp„ DÑd L$pd Ap`¡ R>¡. 
2.2.5. kpdpÞe iy[Ý^L$fZ `°q¾$ep : - 
Ap âq¾$ep bpv$ 
A_y¾$d¡ L$pb®_ X$pep¡L$kpCX$, lpCX²$p¡S>_ 
këapCX$ A_¡ A„s¡ s¡dp„ fl¡gp¡ c¡S> s¡dS> S>m 
hpey_¡ ip¡jZ , Ahip¡jZ s¡dS> fpkperZL$ iy[Ý^L$fZ 
L$fu s¡dp„u iyÝ^ Np¡bf N¡k d¡mhpe R>¡.
Np¡bf N¡k _u rhrh^ bmsZp¡ kp¡ A¡L$ O_ rdV$f iyÝ^ Np¡bf 
N¡k u dmsu bmsZ EÅ® âdpZ¡ A_¡ lpg_p„ cph _u kfMpdZu.. 
Np¡bf N¡k - 1 O_ rdV$f 30.00 
L$¡fp¡ku_ - 1.6 rgV$f 
54.00 
A¡g`uÆ - 2.3 qL$gp¡ 70.00 
huS>mu - 0.213 qL$gp¡ hp¡V$ 
kuA¡_ Æ - 0.50 rgV$f 30.00 
`¡V²$p¡g - 0.70 rgV$f 50.00 
X$uTg - 1.0 rgV$f 60.00 
Ap`Z¡ Å¡e¡gp rhrh^ EÅ® õÓp¡sdp„u v$¡Musp kõsy 
gpNsy„ ku_¡Æ Np¡bf L$fsp„ hpl_dp„ hp`fhpdp„ Ap¡R>p¡ kyfrns 
R>¡, h^y gp„bu L$spfdp„ Dcp flu dm¡ s¡hp¡ R>¡, DÐ`pv$_ MQ® 
h^y R>¡ S>epf¡ lpg A¡ kfL$pfîu _p„ r_e„ÓZ l¡W$m kõsp¡ R>¡ L$pfZ 
kfL$pf s¡_¡ `ep®hfZ kyfrns lp¡sp„ s¡_p¡ h`fpi h^¡ s¡hu kpfu , kyNdsp 
Dcu L$fhpdp„ dv$v$ê$` R>¡. D`fp¡L$s b^p„ EÅ® 
DÐ`pv$_p¡ d¡mhhp, hp`fhp A_¡ s¡_p„ cph spg_p¡ Ap^pf 
sdpf¡ kfL$pfîu, buÅ v$¡ip¡ kp¡ Ap`Zp„ QgZ_u kfMpdZu s¡dS> 
rhrh^ sdpfu ky^u `lp¡QpX$sp„ b¡ _„bfu L$pmp¡ L$pfp¡bpf Qgphsp„ 
A¡L$ L$fsp„ h^y_¡ h^y L$dpZu_u CÃR>p fpMsp„ _p_p-dp¡ 
V$p„ fp¡L$pZL$pfp¡ A_¡ A„s¡ sd_¡ s¡ bmsZ cfu v$¡su 
hMs¡ L$p`L|$` L$fu g¡sp„ k¡hL$p¡
Np¡bf N¡k dpu iyÝ^ rd¡_ :- 
Np¡bf N¡k 
_¡ ^ud¡ ^ud¡ DÃQ v$bpZ l¡W$m fpMu 
^ud¡ ^ud¡ 95 V$L$p S>¡V$gp¡ iyÝ^ rd¡_ hpey 
d¡mhpe R>¡. S>¡_¡ 150 u 200 bpf_p„ v$bpZ 
l¡W$m N¡k_p„ bpV$gpdp„ s¡_u S>fyqfeps 
dyS>b k„N°l L$fu gC kæe_¡ s¡_p„ _L$L$u 
L$fpe¡gp r_ed$dyS>b rhsfZ L$fu iL$pe. 
Adpfp„ 3 , 4 , 5 ¾$d_p„ dyv$¹p l„d¡ip âpá Np¥ ^_, 
S>du_ A_¡ Å¡X$p_pf klep¡NuAp¡_u k„¿ep `f 
R>¡ bpL$u OZu Mfu QQp® âpõsprhL$ A_¡ Mpk _p 
¢^dp„ e¡g lp¡e afu Dëg¡M Aõp_¡ R>¡. 
b.âv$yjZ r_hpfZ A_¡ gp¡L$p¡`ep¡Nu h©np¡u 
`ep®hfZ fnp 
b.1. h©n hph¡sf A_¡ DR>¡f u sp 
apev$p :- 
b.1.1. S>du__y„ ^p¡hpZ OV¡$ s¡dS> AV$L¡$. 
1.2. âv$yjZdp„ OV$pX$p¡ pe. 
1.3. hfkpv$$ r_ed_ pe. 
1.4. Ly$vfsu k„`rÑdp„ h^pfp¡ pe. 
1.5. Lyvfsu k„`rÑ S>mhpe. 
1.6. `¡V²$p¡rged `¡vpi_u Apeps OV¡$ - A_¡ 
õhr_c®fsp Aph¡.
b.1. âv$yjZ r_hpfZ A_¡ gp¡L$p¡`ep¡Nu h©np¡u 
`ep®hfZ fnp 
b.2. h©n hph¡sf L$ep® `R>u s¡¡_u dphS>s, 
DR>¡f L$fhp_¡ dp_h S>ê$fueps kp 
¡ kp„L$muA¡ R>uA¡. 
b.3 Åmh¡gp„ h©np¡_¡ A_ygnu_¡ S> 
L$pe®L$fp¡_¡ h¡s_ - fp¡S>Npfu dmi¡ s¡hu ifs Adpfu 
k„õp_u R>¡. 
b.4. S>du__p¡ sk¡ sky cpN_¡ D`ep¡Nu b_phhp `| 
Z® Apep¡S>_ L$f¡gy„ R>¡. 
b.5. h©n DR>¡f_pf kd|l_¡ fl¡hp dpV¡$ Lyv$fsu 
A_¡ âpL©$rsL$ kpdN°udp„u Of - T|„`X$u b_phu 
$v$¡hpdp„ Aphi¡.Ap fus¡ L$p 
¢¾$uV$_p„ S>„Ng_p¡ rhõspf OV$i¡. Lyv$fsu k„`rÑ_p„ 
D`ep¡Nu `ep®hfZ kygcsp h^i¡. 
b.6. kfL$pfu Mfpbp_u S>du__p¡ ky„v$f 
Apep¡S>_ bØ D`ep¡N i¡. 
b.7. h_-kyfnp L¡ÞÖ_u 
ApSy>bpSy>_p„ rhõspfdp„ su 
h©n-L$p`Zu_¡ õhe„c| kyfnp L¡$ 
Qp¡L$uv$pfu dmi¡. 
b.8. Lyv$fsu fus¡ DÅ® d¡mhhp `h_-Q½$u , k| 
e® EÅ® , Np¡bf N¡k rh. _y„ r_vi®_ A_¡ D`ep¡N L$fpi¡. 
b.9. i¡fbÅf A_¡ _pZp„_p¡ âhpl Ap Ly$vfsu 
k„`rÑ_p„ gpc sfa hmi¡. Sy>Npf, kË$p¡, Qp¡fu S>¡hu 
`°h©rÑAp¡ OV$i¡.
L$.Ly$v$fs_¡ Mp¡m¡ Of - `ep®hfZ_¡ A_yL|$m hpõsy N©l r_dp®Zu hkyv$¡h 
Ly$Vy„$b_u cph_pu h„©v$ph_ rhð N°pd 
S>ep„ Ap`Zp¡ Np¡bf N¡k àgpÞV$, Np¥ ipmp A_¡ Opk DÐ`pv$_ L$ 
¡ÞÖ li¡ Ðep„_u ApSy>bpSy> _u S>du_dp„ h©np¡ hphhp, Åmhhp A_¡ s¡_y„ dlÐh 
gp¡L$p¡_¡ kdÅhhy„ s¡ `Z s¡_u kp¡_p„ rhrh^ gp¡L$ k„hpv$, X$pefp¡, ïgp¡L$ Np_, rhr^ 
rh^p_, L$pìe k„d¡g_ s¡dS> rhrh^ kp„õL©$rsL$ L$pe®¾$dp¡ gp¡L$p¡_¡ kp¡ fpMu 
ep¡S>hpdp„ Aphi¡. S>¡u gp¡L$p¡_¡ kfL$pfîu _u dv$v$ rhi¡ s¡dS> âpL©$rsL$ 
k„fnZdp„ õhe„ cpN gC Ly$v$fs_u _ÆL$ S>hp_p¡ s¡dS> N°pçe hpsphfZ L$¡ `ep®hfZ_p¡ 
Aplgpv$L$ Ap_„v$ A_¡ A_ych dm¡. 
- Crs îu iycd¹ chsy...

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Gayprojectfile

  • 1. && îu NZ¡ipe _d: $&& pp vy$g®c„ cpfs¡ S>Þd pp pp îu l_yd„s¡ _d:pp pp Np¥ dpsp_p„ v$i®_ L$fu ^Þe b_p¡ pp `©Õhu dpsp_¡ rh_piu bQphhp_u âcy `pk¡ âp®_p Np¥ dpsp A¡ S>
  • 2. && îu NZ¡ipe _d: $&& pp vy$g®c„ cpfs¡ S>Þd pp pp îu l_yd„s¡ _d:pp pp Np¥ dpsp `rhÓ îu 33 L$fp¡X$ v$¡h v$¡huAp¡ Npedp„ S> fl¡ EÅ®_p¡ âcyde õÓp¡s R>¡. pp îu k|e®v$¡h_u AM„X$, AM|V$, Ad©sdeu EÅ®_¡ Npe dpsp S> ^pfZ L$fu Ap`Z_¡ Ap`¡ R>¡.
  • 3. pp õhe„ Ape® ch pp pp ip÷¡jy kdp£ chrs pp pp k„O iqL$s L$gp¥ eyN¡ pp
  • 4. pp A¡L$ Npe dpsp pp sd_¡ L$¡V$gu EÅ® Ap`¡ R>¡ s¡ ÅZp¡... 1 O_ rdV$f - iyÝ^ Np¡bfN¡k 2.30 qL$gp¡ - kyfqns A¡g`uÆ 0.70 rgV$f - `V²$p¡g 0.90 rgV$f - X$uTg 1.00 qL$gp¡ hp¡V$ - rhS>mu Aphp¡ kõsu, kyfrns, õhphg„bu, `ep®hfZ_¡ gpcL$pfu ® d¡mhp¡, hp`fp¡, bQs L$fp¡_¡ kyM, ip„rs,kd©[Ý^ `pdp¡.
  • 5. pp L$p¡_¡ L$p¡_¡ gpc pp Aphp¡ sdpfp„ MQ®_¡ S> sdpfu bQs b_php¡... N©rlZuAp¡ hpl_ QpgL$p¡ huS> N°pMlL$¡Xp|¡$s-L©$rjL$kp¥_¡.. 80 ku L$f fpls_p¡ gpc Aphp¡ kõsu, kyfrns, õhphg„bu, `ep®hfZ_¡ gpcL$pfu ® d¡mhp¡, hp`fp¡, bQs L$fp¡_¡ kyM, ip„rs,kd©[Ý^ `pdp¡.
  • 6. pp L$p¡_¡ L$p¡_¡ gpc pp Aphp¡ sdpfp„ MQ®_¡ S> sdpfu bQs b_php¡...  kp¥_¡.. 80 ku L$f fpls_ làs¡ làs¡ epiqL$s dprkL$  dpÓ 7 hj®dp„ S> bdZu fL$qhdp¡ A_¡ b¢L$_y„ dyv$su fp¡L$k¡hL$$ CÃR>¡ s¡dp„ ku^y„ fp¡Aphp¡ kõsu, kyfrns, õhphg„bu, `ep®hfZ_¡ gpcL$pfu ® d¡mhp¡, hp`fp¡, bQs L$fp¡_¡ kyM, ip„rs,kd©[Ý^ `pdp¡.
  • 7. iyÝ^ Mpsf_p„ cph M¡Xy$sp¡_p„ lpdp„ S>Ns_p„ s ps.. M¡Xy$s _¡ Mpsf fpkperZL$ Mpsfp¡ u ^pÞe_p¡ õhpv$ Nep¡, Npe dpÓ_y„ S> R>pZ Np¥ d|Ó A¡ sÐhp¡ ^fph¡ R>¡ L$¡ S>¡u h_õ`rs hjp£ ky^u fkv$pf
  • 8. pp õhe„ Ape® ch pp pp ip÷¡jy kdp£ chrs pp gpc L$p¡_¡ dmi¡ ? hpl_ bmsZ Of_u fkp¡C `¡V²$p¡g, kuA¡_Æ, bpV$gp_p¡ rhL$ë` X$uTg, A¡g`uÆ Np¡bfN¡k bpV$gp¡ p¡ rhL$ë` kubuÆ CL$p¡- õV$h huS> bQs Nd¡ s¡dp„ hp`fp¡, L$Qfpdp„u rbg cfp¡ kyfnp d¡mhu bQs L$fp¡ gp¡ apV$¡ _lu, guL$ pe sp¡ ApN _rl, kõsy„ , kpfy„ kp¡_p S>¡hy„ Mpsf L$Z¡ L$Zdp„ `°pZ, v$pZ¡ v$pZdp„ õhpv$ am _y„ dp¡Vy„$ âdpZ, M¡Xy$ i¡ Apbpv$ S>Ns_p¡ sps kyMu, sp¡ kp¥ dpZ¡ fkpõhpv$
  • 9. pp õhe„ Ape® ch pp pp ip÷¡jy kdp£ chrs pp gpc L$C fus¡ dmi¡ ? kõsy„ bmsZ rd¡_ âdpZ_¡ bmsZ ndsp kõsp¡ Np¡bf N¡k, bpep¡N¡k_p„ cph M¡Xy$sp¡ _¡ gpc, kp¥_¡ dlpgpc M¡Xy$s _¡ `pZu Ap¡Ry„> `phy„ `X$¡ s¡hy„ s¡_p M¡sf `f S> Mpsf R„>V$L$ph s¡dS> O_ Mpsf u h^y `pL$, Æhps_p¡ ce S> _lu. gp¡L$p¡_¡ spÅ„, kõsp„ ipL$cpÆ,amp¡ _u âp[X$¡fu DÐ`pv$_p¡ L$fp¡ kÐe , ip÷ _¡ k„OiqL$su, gpc A_¡L$ Np¥ cqL$sbQs A_¡ kyfnp Np¡bf N¡k `ep®hfZ_¡ gpcL$pfu Ap`_u bQs b¢L$dp„ S>dp i¡ A_¡ b¢L$_u dyv$su fp¡L$pZ`Ó sp b¢L$ sfau rhdp k¡hp_p¡ gpc kõsp„ i¡ v|$^, v$l]_¡ Ou, Mp dpMZ _¡, spÆ R>pi `u rdÓsp cph¡ dmi¡ C, kOmy„ i¡ r_fpdeu.
  • 10. pp õhe„ Ape® ch pp pp ip÷¡jy kdp£ chrs pp gpc L$C fus¡ dmi¡ ? kõsy„ bmsZ rd¡_ âdpZ_¡ bmsZ ndsp kõsp¡ Np¡bf N¡k, bpep¡N¡k_p„ cph M¡Xy$sp¡ _¡ gpc, kp¥_¡ dlpgpc M¡Xy$s _¡ `pZu Ap¡Ry„> `phy„ `X$¡ s¡hy„ s¡_p M¡sf `f S> Mpsf R„>V$L$ph s¡dS> O_ Mpsf u h^y `pL$, Æhps_p¡ ce S> _lu. gp¡L$p¡_¡ spÅ„, kõsp„ ipL$cpÆ,amp¡ _u âp[X$¡fu DÐ`pv$_p¡ L$fp¡ kÐe , ip÷ _¡ k„OiqL$su, gpc A_¡L$ Np¥ cqL$sbQs A_¡ kyfnp Np¡bf N¡k `ep®hfZ_¡ gpcL$pfu Ap`_u bQs b¢L$dp„ S>dp i¡ A_¡ b¢L$_u dyv$su fp¡L$pZ`Ó sp b¢L$ sfau rhdp k¡hp_p¡ gpc kõsp„ i¡ v|$^, v$l]_¡ Ou, Mp dpMZ _¡, spÆ R>pi `u rdÓsp cph¡ dmi¡ C, kOmy„ i¡ r_fpdeu.
  • 11. âõsph_p :- kp¥ âd Np¥ dpsp `pk¡ Qpfp¡ _pMu_¡ R>pZ d¡mhu s¡dp„u rhrh^ gpc d¡mhhp_u Apip fpMhu A¡ S> A¡L$ `p` R>¡. `f„sy Ap`Zp„ kp¥_y„ rls `Z s¡_p„ rkhpe _u, buÆ b^u _yL$kp_L$pfL DÅ®_p„ õÓp¡s rhL$kphhp L$fsp„ Ars `fd `rhÓ L$ëepZL$pfu, r_f„sf, r_:õhp® , âcy `pk¡ `Z `©Õhu_¡ bQphhp_u âp®_p L$f_pfu Npe dpsp_p„ R>pZ_u DÅ® d¡mhu õh A¡V$g¡ L$¡ `p¡sp_y„ A_¡ buÅ Æhp¡_y„ `Z rls Å¡hy„ A¡_p„ S>¡hy„ DÑd L$p¡C L$pe® _u. Ap Npe dpspdp„ fl¡gp Ó¡suk L$fp¡X$ v$¡hsp Ap`Ï„ fnZ L$f¡ A¡_pu DÑd fnZ L$ep„ d¡mhhp S>hy„ ? Ap¥^p¡rNL$ A_¡ rhrh^ dp_h kÆ®s q¾$ep-âq¾$ep_¡ gu^¡ kss h^sp S>sp„ âvyjZ_¡ fp¡L$hp-r_hpfhp A_¡L$ D`pep¡ Ap`Zu `pk¡ D`gå^ R>¡. `f„sy s¡ dpV$¡ L$pe®fs hp L$p¡C s¥epf _u L¡$ L$p¡C_¡ s¡ rhi¡ rhQpfhp `Z kde _u. rhr^ h„v_p k„lrs: `pk¡ kde, _pZp„ A_¡ kyìehqõs Apep¡S>_ sp L$pe®Ly$im dp_h kd|l sp A„Ns kgplL$pfp¡ `Z R>¡. Mpk hps A¡ R>¡ L$¡ Ad¡ sdpfp¡ kp buÅ„ Mp¡Vy„$ L$fsu ìeqL$sAp¡_p¡ rhfp¡^ L$fhp_¡ bv$g¡ by[ÂOu, kÐe õhuL$pfu Ad_¡ klL$pf kp ¡ apev$p¡ A_¡ A_„s rhL$pk _u L$¡X$uA¡ Qpgsp„ Qpgsp„ õhN® r_dp®Z_p„ dpN£ gC S>hp CÃR>uA¡ R>uA¡. A_¡ s¡_p„ dpV$¡ Ap L$d® eodp„ Å¡X$php L$luA¡ R>uA¡. ApS> DÑfp¡DÑf h^su EÅ®_u dp„N_¡ `lp¢Qu hmhp A_¡ s¡_p¡ D`ep¡N L$fhp s¡_y„ rhL¡$ÞÖuL$fZ L$fhp s¡dS> Ly$v$fsu fus¡ dmsu EÅ®_p¡ D`ep¡N L$fhp A_¡ h^pfhp dpV¡$ Ad¡ rhipm agL$ `f L$pe®fs hp s¥epf R>uA¡. S>¡_¡ gu^¡ OZu b^u kdõepAp¡ õhe„c| A¡L$ L$pedu DL¡$g sfa ApNm h^i¡. Ap`Z¡ v$f¡L kdõepAp¡_¡ L$C fus¡ DL¡$guiy„ A_¡ A¡L$ kyfrns d|X$u Dcu i¡ s¡ Al] v$ip®huA¡ R>uA¡. kp¥ âd A¡L$ A¡hy„ $v$i®L$ A¡L$d õp`uiy„ S>ep„ ApS>_p„ kpdpÞe dpZk_u fp¡Æ„v$p Æh__u b^u S>ê$qfepsp¡ A¡L$ S> S>ÁepA¡ õhphg„bu`Z¡ k„sp¡jpe A_¡ NpdX$p_y„ il¡fuL$fZ A¡V$g¡ L¡$ NpdX$p„_p„ dp_hu_u il¡f sfa S>hp_u Ap„^mu v$p¡V$ b„^ pe. S>¡ S>¡ kyrh^p s¡_¡ il¡fdp„ dm¡ R>¡ A_¡ il¡f_p¡ dpZk S>¡_pu L„$V$pm¡g R>¡ s¡_p¡ DL¡$g Al] õhe„ DL$¡gpsp¡ Å¡hp dmi¡. Al] DL$¡g_¡ ÅZhp A_¡ `R>u L$d® iqL$su dpZhp sdpf¡ sdpfu S|>_u rhQpfkfZu_¡ bpSy>A¡ d|L$u v$¡hu `X$i¡. L$pfZ L$¡ A„N°¡Å¡ Mpk L$fu_¡ NyS>fps_u âÅ_p„ dp_ks„Ó `f ApTpv$u_p„ ApV$gp„ hjp£ `R>u `Z fpS> L$f¡ R>¡ A¡V$g¡ L$¡ A¡_¡ lSy> Nygpd b_phu_¡ fp¿ep„ R>¡ A_¡ s¡ Nygpdu dpu dpÓ A¡L$ Npe dpsp S> sd_¡ ApTpv$ A_¡ Apbpv$ b_phu iL$ ¡ s¡d R>¡. lp, A¡L$ hps r_ròs`Z¡ epv$ fpMÅ¡ L$¡ Ap Æh_ k„N°pd gX$hp_u iqL$s Ap`_pf îudv$¹ cNhv$¹ Nusp îu cNhp_ îuL©$óZ¡ fZ d¡v$p_dp„ dpÓ ASy>__¡ S k„cmphhu
  • 12. Ap`Zp„ v$f¡L$ L$pep£ dp_h kdyv$pe_¡ Æh_ `ep®hfZ_¡ A_yL|$m b_u _¡ `p¡sp_p„ b^p„ S> âL$pf_p„ ìehlpfp¡ L$fsp„ L$fsp„ kyM, kd©[Ý^ A_¡ ip„rs Ap`_pfp„ R>¡. Ap A¡L$ gp„bp kdeNpmp_u âq¾$ep R>¡. `f„sy s¡_¡ rhrh^ sbLL$pdp„ hl¢Qu gCA¡ R>uA¡. S>¡ _uQ¡ dyS>b R>¡. A. Np¥ dpsp k¡hp A_¡ s¡_pu S>_fnp, kyfnp A_¡ EÅ® âp[às b. âv$yjZ r_hpfZ A_¡ gp¡L$p¡`ep¡Nu h©np¡u `ep®hfZ fnp L$. Ly$v$fs_¡ Mp¡m¡ Of - `ep®hfZ_¡ A_yL|$m hpõsy N©l r_dp®Zu hkyv$¡h Ly$Vy„$b_u cph_pu h„©v$ph_ rhð N°pd Ap`Ï„ `l¡gy„ L$v$d.. pp `fd `rhÓ EÅ® âp[às âL$ë` pp ( õhp® u `fdp® sfa Np¥ dpsp u S>_fnp rlsp® L$pe® ) `fd L©$`pmy dpsp :- ^d® A_¡ rhop_ b„_¡u rkÙ ey„ R>¡ L$¡ Npe dpsp _y„ R>pZ kp¥u Ap¥Rp„ L$pb®_ X$pep¡L$kpCX$_y„ DÐ`pv$_ L$fu_¡ kp¥u h^y D`ep¡Nu EÅ® L$¡g¡fu s¡dS> kyfnp_u Ö[ô$A¡ A_¡ kp¥u Ap¥R>p MQ£ âpá A_¡ dlÑd D`ep¡Nu R>¡. lh¡ S>epf¡ Ap`Z¡ Ágp¡bg hp¡rd¯N, Ap¥^p¡rNL$ âvy$jZu O¡fpe Nep R>uA¡ Ðepf¡ dpÓ Npe dpsp S> Ap`Z_¡ bQphu iL$¡ s¡d R>¡. ip÷ A_¡ gp¡L$p¡_p¡, Np¥ `pgL$p¡_p¡ A_ych R>¡ L$¡ Npe dpÓ R>¡ L$¡ S>¡_¡ MpZ _ _p¿ey„ lp¡e sp¡ `Z v$p¡lhp v$¡ R>¡. Ap`Zp„ ip÷ dyS>b Apkp¡ hv$ bpfk S>¡ Np¡ hÐk Üpv$iu _p¡ qv$hk Npe_p„ hpR>fX$p_p„ _pdL$fZ_p¡ qv$hk R>¡. v$f¡L$ Npe A_¡ hpR>fX$p_¡ `Z _pd Ap`_pfy„ Ap`_y„ ip÷ Np¥ dpsp_¡ L$¡V$gy„ dlÐh Ap`sy„ li¡ s¡ s¡_p `fu kdÆ iLpe.. L$l¡hp_p¡ A® A¡ R>¡ L$¡ s¡ `fd L©$`pmy dpsp R>¡. `fd L©$`pmy„ `|Z® `yê$jp¡Ñd cNhp_ îuL©$óZ Np¥ fnp l¡sy S> Np¥h^®_ `h®s_u `|Å L$fu lsu. kL$g k©[ô$_p„ fpÅ NZpsp CÞÖ_¡ `Z _¡ Np¥ `|Å_y„ dlÐh kdÅhsp„ .. Np¡-h^®_ `|Å_y„ dlÐh fp¿ey„ lsy„. S>¡u A¡V$gy„ sp¡ _L$L$u pe S> R>¡ L$¡ `h®s S>¡hu `fpm c|rd `Z Np¥ dpsp_p„ kp„r_Ýedp„ Aph¡ sp¡ `| Åe R>¡, `rhÓ pe R>¡. Npe_p„ R>pZdp„u Np¡bf N¡k b_phu s¡_¡ DÃQ v$bpZu N¡k rkrgÞX$fdp„ cfu s¡dp„u bmsZ EÅ® d¡mhhp dpV$¡ S>fyfu kp^_ kpdN°u A_¡ q¾$eprhr^ v$ip®hsp¡ fu`p¡V®$. Np¡bfN¡k u sp„ gpc :- 1. `ep®hfZ kyfnp A_¡ ky^pf L$f_pfp¡ hpey R>¡. 2. EÅ® Apeps OV$pX$¡ R>¡. S>¡ v$¡i, fpS>e A_¡ Al] õpr_L$ L$¡ ìeqL$sNs fus¡ dmsp¡ gpc pe R>¡ s¡ Å¡hp_p¡ fl¡i¡.
  • 13. 6. EÅ® âZpgu ky^pf¡ R>¡. Ap¡Tp¡_ NpbXy„$ `|fpi¡. 7. N°pçe rhL$pk_¡ â¡f¡ R>¡, gp¡L$p¡_¡ fp¡S>Npfu dm¡ R>¡. Ap A¡L$d v$f¡L$ Npd¡ Npd õp`u gp¡L$p¡_¡ s¡_p¡ hpl_ dpV$¡_p¡ D`ep¡N h^pfhp fp¡X$ `f `¡V²$p¡g `„`_u S>¡d _ÆL$ _ÆL$ õp`u iL$pe S>¡u fp¡S>Npfu, ^„^p¡ A_¡ kyrh^p h^pfu iL$pe `¡V²$p¡g, X$uTg A_¡ kuA¡_Æ N¡k_p¡ kõsp¡ s¡dS> õhs„Ó I^Z_p¡ rhL$ë` D`ep¡N L$sp®_¡ dmu iL$¡. 8. Nfdu A_¡ rhÛys âZpgu_¡ kp„L$m¡ R>¡. ky_pdu hMs¡ Å`p_ S>¡hp rhL$kus v$¡i¡ `Z `fdpÏ V$ ¡L$_p¡gp¡Æu r_rd®s A¡V$rdL$ fuA¡L$V$fp¡_u cep_L$sp_p¡ k|ÿd L$lu iL$pe s¡hp¡ S> A_ych L$ep£ R>¡. 9. âpL©rsL$ bm h^hpu crhóe kyfrns pe R>¡. Qu_ A_¡ Ad¡fuL$p S>¡hp v$¡ipdp„ hpsphfZ âvy$rjs ey„ lp¡hpu h^y_¡ h^y gp¡L$p¡_¡ QpdX$u s¡dS> Nmp„ , a¢akp_Al] rhrh^ L$p¡ô$L$p¡ Np¡bfN¡k A_¡ Npe_y„ R>pZ S> kfMpdZu p„ L$¡Þkf pe R>¡. dp„ h^y gpcL$pfL$ R>¡ s¡ v$ip®hhp Ap`hpdp„ Aph¡g R>¡ S>¡ Ap`_p¡ qL$„dsu kde bQphi¡ A_¡ `|fu kdS>Z Ap`i¡. L$p¡ô$L$ 1. R>pZdp„ sp buÅ `v$pp£dp„ fl¡g rd¡_ _y„ âdpZ (V$L$pdp„) R>pZ - 60 `p¡ëV²$u L$Qfp¡ - 65 k|L$p„ `p_ - 44 i¡fX$u X|Qp¡ - 30 dL$pC X$p¡X$p - 25 Mfpb L$Qfp¡ - 30 Mpk _p¢^ : - v$f¡L$ âL$pf_p„ L$Qfp„dp„ EÅ® L$¡ iqL$s kdpe¡gu S> R>¡. `f„sy R>pZdp„ fl¡gu iqL$s d¡mhhp kp¥u Ap¡R>u iqL$s MQ®hu `X$ ¡ R>¡ A_¡ s¡ kfm âpàe R>¡ s¡dS> `rhÓ A¡V$g¡ buÅ
  • 14. L$p¡ô$L$ 2. `pgsy âpZu_u gpv$ _u kfMpdZu (qL$gp¡.dp„) Npe - 10.00 bmv$ - 14.00 c¢k - 15.00 Op¡X$p¡ - 14.00 c|„X$ - 02.50 O¡Vy„$ - 01.00 bsL$ - 00.10 10 dfOu - 00.40 dpZk - 00.40 Mpk _p¢^ :- `p¡ëV²$u L$Qfp¡, Mfpb L$Qfp¡ S>¡_¡ Ap`Z¡ NV$fdp„u _uL$msp¡ X|$Qp¡ L$luA¡ R>¡ s¡ A_¡L$ âL$pf_u hpk, hpey DÐ`Þ_ L$f¡ R>¡. S>¡ àgpÞV$dp„ L$pd L$fsp„ v$f¡L$ gp¡L$p¡_¡ s¡_u hpk, N„^ dyS>b A_yL|$m _$ lp¡e. dfOu `pmhu A_¡ s¡_y„ IXy$ dpfu _pMhy„ A¡ L$ ¡V$gy„ dp¡Vy„$ `p` R>¡ s¡ v$f¡L$ k„sp_ ^fphsp„ dp-bp` A_¡ dpspAp¡ Mpk kdÆ iL$i¡. A¡V$g¡ dfOu `pg_ h^pfhy„ k©[ô$ dpV$ ¡ rlsL$pfL$ _u. L$pfZ L$¡ S>¡dp„ A„s¡ tlkp_y„ ApQfZ_p¡ rhQpf S> h^i¡. sd¡ L$l¡ip¡ ipL$cpÆ _¡ `Z sd¡ DNpX$u_¡ dpfu _pMp¡ R>p¡ .. `f„sy ip÷ dyS>b h©n L$¡ h_õ`rs hy„ s¡ `p`u dyL$s hp_p¡ S>Þd R>¡, S>¡ b„^_L$pfL R>¡. S>¡u h©np¡ Ap S>Þd dp„ buÅ_¡ R>p„ep¡ s¡dS> am Ap`u_¡ s©às L$f¡ R>¡ `p¡s¡ bm¡ R>¡ _¡ `p` bpm¡ R>¡ sp `yÎe d¡mhu ApNm_p¡ S>Þd d¡mh¡ R>¡. h_õ`rs_¡ cNhp_¡ l„d¡ip Apfp¡Áe h^®L$ S> b_phu R>¡ fp¡NL$pfL$ _lu „ S>epf¡ buÅ `iy_y„ Æh_ b„^_L$pfL$ _u lp¡sy„. Apeyh£v$dp„ h_õ`rs_p¡ Aplpf rhlpfdp„ A_¡ Ap¥j^ sfuL$ L$p¡ô$L$ : 3 bpep¡N¡k _¡ rhrh^ bmsZdp„ L$¡g¡fu sp ndsp bmsZ L$¡gp¡fu dp`/qL$gp¡ Dódp ndsp (V$L$p) bpep¡N¡k 4713 60 R>pÏ„ 2093 11 gpL$X$y„ 4978 55 X$uTg 10550 66 L$¡fp¡ku_ 10850 50 `¡V²$p¡g 11100 - rd¡_ N¡k 8400 - Mpk _p¢^ :- A„lu `¡V²$p¡rged `¡v$pip¡_u EÅ® L$¡g¡fudp„ h^y gpN¡ R>¡ `f„sy s¡_p„ cph_p„ âdpZdp„ DÅ® Ap¡R>u R>¡ sp s¡ Apepsu R>¡, s¡ d¡mhhp cpf¡ MQ®, OZp„ dpZkp¡_p„ Æh Ap`hp `X$¡ R>¡. s¡_p„ DÐ`pv$_ A_¡ h`fpi hMs¡ sy„ âvy$jZ_p¡ A_ych Ap`Z¡ A„N°¡Ædp„ Ágp¡bg hp¡rdƒN (L$pmu bmsfp„ - lp_p„ L$ep® l¥e¡ hpÁep) õhê$`¡ Æh„s A_¡ vy$:Mv$ fus¡ A_ychuA¡ R>uA¡ S> ¡_p¡ D`ep¡N, D`cp¡N L$fhp_p¡ Dëg¡M R>¡ S>epf¡ Æh„s âpZu_p¡ _lu.. buÅ_p¡ Æh gC `p¡sp_p¡ Aplpf d¡mh_pf Æhsp„ fpnkp¡ S> R>¡. bp¡gp¡ sdpf¡ iy„ hy R>¡ ? v$¡hp¡ A_¡ d_yóep¡ S> õhN®dp„ flu iL$ ¡ A_¡ s¡_p„ r_dp®Zdp„ kp v$C iL$¡ S>epf¡ fpnkp¡ sp¡ s¡_p¡ _pi L$fhp S> Aph¡ R>¡.
  • 15. L$p¡ô$L$ : 4 A¡L$ O_ rdV$f Np¡bf N¡k A_¡ AÞe bmsZ_u ndsp Np¡bf N¡k - 1.000 L$¡fp¡ku_ - 0.620 gpL$Xy„$ - 3.474 R>pÏ„ - 12.296 L$p¡gkp¡ - 1.605 åeyV$¡_ - 0.433 a_£i Ap¡Cg - 0.417 L$p¡gN¡k - 1.177 huS>mu - 4.698 Mpk _p¢^ :- Alu „ R>pÏ„, gpL$Xy$„ QX$uepsp„ R>¡ `f„sy s¡dp„ gpL$Xy„$ A¡ h©np¡_p„ r_L„$v$_ `R>u dm¡ R>¡ S>epf¡ R>pÏ„ L$p¡C_¡ hp`fu_¡ L$pmp lp L$fhp _u Ndsp s¡ kdõep R>¡. s¡ rkhpe bpL$u_p„ b^p„ bmsZp¡ âvy$rjs R>¡ sp Np¡bf N¡k kpd¡ _bmp„ `X$¡ R>¡. L$p¡ô$L$ : 5 Mpsf dp„ _pCV²$p¡S>_ ap¡õafk `p¡V$¡ried Np¡bf N¡k Mpsf 1.4 1.0 0.8 M¡sf_y„ R>pZ 0.5 0.2 0.5 il¡fu Mpsf 1.5 1.0 1.5$ Mpk _p¢^ :- buÅ fpkperZL$ Mpsfp¡ A¡ sp¡ ApS> S>du__p¡ v$pV$ hpmu v$u^p¡ R>¡ S>. S>¡ hp`fu_¡ M¡Xy$sp¡ vy$:Mu R>¡ S>, s¡_p„ dpV$¡ h^y cph v$¡hp `X$¡ R>¡ , s¡ kfm `°pàe _u s¡dS> s¡ gp„bp kdeNpmp„ ky^u AkfL$pfL$ `Z _u s¡_¡ bv$g¡ _yL$kp_L$pfL$ kprbs ep R>¡. s¡dS> s¡ `pL$_¡ L$¡ h_õ`rs_¡ S>du_dp„ KX$¡ S>C ep¡Áe `°dpZdp„ rdrîs sp„ _u. svy$`fp„s `pL$_¡ A_yL|$m ÆhS„>sy_p¡ `Z s¡ _pi L$fu _pM¡ R>¡ S>¡_¡ Ap`Z¡ b¡L$V$¡fuep L$luA¡ R>uA¡ s¡_¡ gu^¡ `pL$, ^pÞe rh._u duW$pi Ap`Ï„ õhà_ b_u NC R>¡. Å¡ s¡ b^y„ Å¡Csy„ lp¡e sp¡...dpÓ Np¥ dpsp S> sdpfy„ L$ëepZ L$fu iL$¡ R>¡. Mpsf S>¡hu S> _yL$kp_u V²$¡L$V$fu L$fpsu M¡su_u R>¡ S>¡ ÅZ¡ R>¡ s¡ `pR>p„ hýep„ R>¡ bpL$u S>¡ s¡ M¡Xy$s _u kdS>sp„ L$¡ dl¡_s _u L$fhu s¡_y„ `s_ sp¡ r_[òs R>¡ S>.
  • 16. Ap`Zp¡ `fd `rhÓ EÅ® `°p[às âL$ë` S>¡ dy¿eÐh¡ `p„Q rhcpNdp„ hl ¢Qpe¡gp¡ R>¡. 1. S>du_ d¡mhhu A_¡ S>du__¡ àgpÞV$ dpV$¡ A_yL|m b_phhu. 2. diu_fu A_¡ rhrh^ e„Óp¡ A_¡ Np¡bf N¡k DÐ`pv$_ `Ý^rs 3. dp_h A_¡ Np¥ ^_ s¡dS> s¡_y„ k„Qpg_ sp L$pe®L$pfu d|X$u 4. gp„bp A_¡ Vy„$L$p Npmp_p„ Ýe¡e A_¡ L$pep£ 5. kfL$pfu A_¡ rb_ kfL$pfu klpe sp gp¡L$ kd|l iqL$s A_¡ hmsf.
  • 17. 1. S>du_ : - kpdpÞes: 3 A¡L$f A¡V$g¡ L$¡ 7 rhOp Apif¡ S>du_ d¡v$p_ S>¡hu S>du_ Å¡CA¡. _ÆL$dp„ _v$u_y„ hl¡Z lp¡e sp¡ kpfy„ fl¡. L$pfZ L$¡ `pZu_u S>fyfueps OZu S> h^pf¡ fl¡ R>¡. 1.A. Np¡bf N¡k àgpÞV$ rkhpe 2 (b¡) Npe v$uW$ A¡L$ rhOp¡ S>du_ Npe_¡ _]Z dpV$¡ Opk ENpX$hp dpV$¡ S>fyfu S>du_ fl¡i¡. S>¡d v$f¡L$ Ap¥^p¡rNL$ A¡L$d_¡ s¡_p¡ L$pQp¡ dpg d¡mhhp_p¡ fl¡ R>¡ s¡d Npe_¡ _]Z _pMhpu Np¡bf A¡V$g¡ L$¡ R>pZ S>¡ Ap`Zp„ dpV$¡ L$pQp¡ dpg R>¡ s¡ dmu fl¡i¡ S>. s¡u kfL$pf¡ 2 (b¡) Npe v$uW$ 1 rhOp¡ S>du_ apmhhp_u fl¡¡i¡. s¡ S>du_ cg¡ Mfpbp_u lp¡e. Ap S>du_ Ap¥^p¡rNL$ âvy$jZ l¡sy hp`fhp_u _u s¡u S>¡ l¡syAp¡ kfL$pfîu âvy$jZ r_e„ÓZ, bQphhp A_¡ k„fnZ dpV$¡ CÃR>¡ R>¡ s¡ L$pe®_y„ d|rs®d„s õhfy` Npe dpsp S> R>¡. s¡_p dpV$ ¡ D`ep¡Nu S>du__y„ õhe„ dpÓ iy[Ý^L$fZ _lu `Z `rhÓuL$fZ i¡. 1.b. S>du__p¡ D`ep¡N A_¡ S>du__y„ k„fnZ :- 1.b.1. Np¥ - ipmp 1.b.2. Opk DÐ`pv$_ L$¡ÞÖ 1.b.3. Np¡bf N¡k àgpÞV$ 1.b.1. Np¥ - ipmp : - Npe_y„ Of... S>ep„ Npe dpsp fl¡i¡, S>di¡ A_¡ Aprihp®v$ Ap`i¡. Np¥ ipmp _¡ h^ydp„ h^y âpL©$rsL$ A_¡ kyfrns fus¡ bp„^hpdp„ Aphi¡ S>¡u ÓZ¡e F$sydp„ Npe dpsp_¡ L$p¡C sL$gua _ `X$¡ s¡dS> Np¥ `pgL$p¡_¡ `Z s¡_y„ gpg_ `pg_ L$fhpdp„ A_yL|$msp fl¡. s¡ ÅZL$pf rkrhg L$p¡ÞV²$pL$V$fp¡, L$X$uep, gylpf, kyspf A_¡ Np¥ `pgL$p¡_u k|Q_ - kgpl dyS>b b_phhpdp„ Aphi¡. 1.b.2. Opk DÐ`pv$_ L$¡ÞÖ :- D`fp¡L$s l¡sy dpV$¡_u S>du_ kdsg L$fhpdp„ Aphi¡. Ðepf bpv$ s¡dp„ Np¥ dpsp_¡ D`ep¡Nu rhrh^ Apeyh¡®qv$L$ R>p¡X$hp, h©np¡ DR>¡fhp, Opk_y„ DÐ`pv$_ L$fhy„ A¡V$g¡ L$ ¡ hphhy„ A_¡ N°u_ lpDk b_phu Opk DNpX$u Npep¡_¡ `yfy„ `pX$hy„. Ðep„ `yfsp„ `pZu, rhS>mu A_¡ Opk DÐ`pv$_ dpV$¡_p„ kp^_p¡, Ap¡Åfp¡ fpMhpdp„ Aphi¡. s¡_p dpV$¡ s¡dS> s¡_p„ fnL$p¡_u Ly$V$uf `Z b_phhpdp„ Aphi¡.
  • 18.
  • 19. 2. diu_fu A_¡ rhrh^ e„Óp¡ A_¡ Np¡bf N¡k DÐ`pv$_ `Ý^rs Np¡bf N¡k àgpÞV$ A_¡ S>du_ sp diu_fu :- Np¡bf N¡k àgpÞV$_u diu_fu Ap¡R>pdp„ Ap¡R>u 1 A¡L$f S>¡V$gu S>Áep fp¡L$¡ R>¡. s¡dS> s¡dp„ S>fyfu D`L$fZp¡_„ Å¡X$pZ, rhS>mu, `pZu rh. _y„ õp`_ L$fhp_y„ fl¡i¡. S>¡ kfL$pfu A_¡ diu_fu DÐ`pv$L$p¡ A_¡ h`fpiL$sp® _u A_yL|$msp dyS>b Np¡W$hhpdp„ Aphi¡. S>¡d àgpÞV$_u DÐ`pv$_ ndsp h^¡ s¡d s¡ dpV$¡_u S>du_ h^y Å¡CA¡ s¡ õhpcprhL$ R>¡. Np¡bf N¡k àgpÞVdp„$ rhrh^ `Ý^rsu N¡k DÐ`Þ_ L$fpe R>¡. S>¡ dyS>b s¡_p kp^_p¡ diu_fu_p¡ Ap^pf fl¡ R>¡. dy¿eÐh¡ b¡ (2) fusp¡ R>¡.. 2.1. lhp krls Np¡bf N¡k DÐ`pv$_
  • 20. Np¡bf N¡k DÐ`pv$_ âq¾$ep A_¡ s¡_p„ kp^_p¡ rhi¡.. 2.2.1. rdîZ V$p„L$u :- rhrh^ âL$pf_p„ dy¿e õÓp¡s A¡L$W$p„ L$fhp..S>¡dp„ Npe_y„ R>pZ, L$p¡lhpV$ DÐ`Þ_ L$f¡ s¡hp¡ L$Qfp¡, âpZuAp¡_u gpv rhN¡f¡ A¡L$W$p„ L$fu A¡L$ dp¡V$u V$p„L$udp„ s¡_¡ kX$hp v$¡hpdp„ Aph¡ R>¡. 2.2.2. S>m rdîL$ c¡mL$ e„Ó : - Ap R>pZ_¡ h^y kfm, ÆZp„dp„ ÆÏ„ fbX$u S>¡hy„ b_phhp dpV$¡ c¡mL$ e„Ódp„ _pMhpdp„ Aph¡ R>¡ S>ep„ s¡ A¡L$buÅdp„ c m¡ R>¡. S>¡dp„ ep¡Áe `°dpZdp„ `pZu c¡mhhpdp„ Aph¡ R>¡. 2.2.3. AphZ V$p„L$u 1 A_¡ 2 :- A„lu R>pZ_¡ h^y _¡ h^y App¡ gphu iL$pe s¡hp `v$pp£ Dd¡fhpdp„ Aph¡ R>¡ A_¡ b¡ sbL$L$pdp„ App¡ gphu
  • 21. 2.2.4. A_y DÐ`pv$L$ `¡v$pi k„N°plL$ : - Ap sbL$L$pdp„ `°hplu õhê`¡ h^pfp_y„ R>pZ hpey dyL$s pe R>¡. S>¡ âhplu Mpsf sfuL$¡ s¡dS> h^y Ådu Åe sp¡ L$p¡ç`p¡õV$ Mpsf sfuL$¡ D`ep¡Nu R>¡. S>¡ kæe_¡ buÅ L$fsp„ Ap¡R>p„ cph¡ Ap`u iL$pe. Ap Mpsf L$ç`p¡õV$ Mpsf L$fsp„ DÑd L$pd Ap`¡ R>¡. 2.2.5. kpdpÞe iy[Ý^L$fZ `°q¾$ep : - Ap âq¾$ep bpv$ A_y¾$d¡ L$pb®_ X$pep¡L$kpCX$, lpCX²$p¡S>_ këapCX$ A_¡ A„s¡ s¡dp„ fl¡gp¡ c¡S> s¡dS> S>m hpey_¡ ip¡jZ , Ahip¡jZ s¡dS> fpkperZL$ iy[Ý^L$fZ L$fu s¡dp„u iyÝ^ Np¡bf N¡k d¡mhpe R>¡.
  • 22. Np¡bf N¡k _u rhrh^ bmsZp¡ kp¡ A¡L$ O_ rdV$f iyÝ^ Np¡bf N¡k u dmsu bmsZ EÅ® âdpZ¡ A_¡ lpg_p„ cph _u kfMpdZu.. Np¡bf N¡k - 1 O_ rdV$f 30.00 L$¡fp¡ku_ - 1.6 rgV$f 54.00 A¡g`uÆ - 2.3 qL$gp¡ 70.00 huS>mu - 0.213 qL$gp¡ hp¡V$ kuA¡_ Æ - 0.50 rgV$f 30.00 `¡V²$p¡g - 0.70 rgV$f 50.00 X$uTg - 1.0 rgV$f 60.00 Ap`Z¡ Å¡e¡gp rhrh^ EÅ® õÓp¡sdp„u v$¡Musp kõsy gpNsy„ ku_¡Æ Np¡bf L$fsp„ hpl_dp„ hp`fhpdp„ Ap¡R>p¡ kyfrns R>¡, h^y gp„bu L$spfdp„ Dcp flu dm¡ s¡hp¡ R>¡, DÐ`pv$_ MQ® h^y R>¡ S>epf¡ lpg A¡ kfL$pfîu _p„ r_e„ÓZ l¡W$m kõsp¡ R>¡ L$pfZ kfL$pf s¡_¡ `ep®hfZ kyfrns lp¡sp„ s¡_p¡ h`fpi h^¡ s¡hu kpfu , kyNdsp Dcu L$fhpdp„ dv$v$ê$` R>¡. D`fp¡L$s b^p„ EÅ® DÐ`pv$_p¡ d¡mhhp, hp`fhp A_¡ s¡_p„ cph spg_p¡ Ap^pf sdpf¡ kfL$pfîu, buÅ v$¡ip¡ kp¡ Ap`Zp„ QgZ_u kfMpdZu s¡dS> rhrh^ sdpfu ky^u `lp¡QpX$sp„ b¡ _„bfu L$pmp¡ L$pfp¡bpf Qgphsp„ A¡L$ L$fsp„ h^y_¡ h^y L$dpZu_u CÃR>p fpMsp„ _p_p-dp¡ V$p„ fp¡L$pZL$pfp¡ A_¡ A„s¡ sd_¡ s¡ bmsZ cfu v$¡su hMs¡ L$p`L|$` L$fu g¡sp„ k¡hL$p¡
  • 23. Np¡bf N¡k dpu iyÝ^ rd¡_ :- Np¡bf N¡k _¡ ^ud¡ ^ud¡ DÃQ v$bpZ l¡W$m fpMu ^ud¡ ^ud¡ 95 V$L$p S>¡V$gp¡ iyÝ^ rd¡_ hpey d¡mhpe R>¡. S>¡_¡ 150 u 200 bpf_p„ v$bpZ l¡W$m N¡k_p„ bpV$gpdp„ s¡_u S>fyqfeps dyS>b k„N°l L$fu gC kæe_¡ s¡_p„ _L$L$u L$fpe¡gp r_ed$dyS>b rhsfZ L$fu iL$pe. Adpfp„ 3 , 4 , 5 ¾$d_p„ dyv$¹p l„d¡ip âpá Np¥ ^_, S>du_ A_¡ Å¡X$p_pf klep¡NuAp¡_u k„¿ep `f R>¡ bpL$u OZu Mfu QQp® âpõsprhL$ A_¡ Mpk _p ¢^dp„ e¡g lp¡e afu Dëg¡M Aõp_¡ R>¡. b.âv$yjZ r_hpfZ A_¡ gp¡L$p¡`ep¡Nu h©np¡u `ep®hfZ fnp b.1. h©n hph¡sf A_¡ DR>¡f u sp apev$p :- b.1.1. S>du__y„ ^p¡hpZ OV¡$ s¡dS> AV$L¡$. 1.2. âv$yjZdp„ OV$pX$p¡ pe. 1.3. hfkpv$$ r_ed_ pe. 1.4. Ly$vfsu k„`rÑdp„ h^pfp¡ pe. 1.5. Lyvfsu k„`rÑ S>mhpe. 1.6. `¡V²$p¡rged `¡vpi_u Apeps OV¡$ - A_¡ õhr_c®fsp Aph¡.
  • 24. b.1. âv$yjZ r_hpfZ A_¡ gp¡L$p¡`ep¡Nu h©np¡u `ep®hfZ fnp b.2. h©n hph¡sf L$ep® `R>u s¡¡_u dphS>s, DR>¡f L$fhp_¡ dp_h S>ê$fueps kp ¡ kp„L$muA¡ R>uA¡. b.3 Åmh¡gp„ h©np¡_¡ A_ygnu_¡ S> L$pe®L$fp¡_¡ h¡s_ - fp¡S>Npfu dmi¡ s¡hu ifs Adpfu k„õp_u R>¡. b.4. S>du__p¡ sk¡ sky cpN_¡ D`ep¡Nu b_phhp `| Z® Apep¡S>_ L$f¡gy„ R>¡. b.5. h©n DR>¡f_pf kd|l_¡ fl¡hp dpV¡$ Lyv$fsu A_¡ âpL©$rsL$ kpdN°udp„u Of - T|„`X$u b_phu $v$¡hpdp„ Aphi¡.Ap fus¡ L$p ¢¾$uV$_p„ S>„Ng_p¡ rhõspf OV$i¡. Lyv$fsu k„`rÑ_p„ D`ep¡Nu `ep®hfZ kygcsp h^i¡. b.6. kfL$pfu Mfpbp_u S>du__p¡ ky„v$f Apep¡S>_ bØ D`ep¡N i¡. b.7. h_-kyfnp L¡ÞÖ_u ApSy>bpSy>_p„ rhõspfdp„ su h©n-L$p`Zu_¡ õhe„c| kyfnp L¡$ Qp¡L$uv$pfu dmi¡. b.8. Lyv$fsu fus¡ DÅ® d¡mhhp `h_-Q½$u , k| e® EÅ® , Np¡bf N¡k rh. _y„ r_vi®_ A_¡ D`ep¡N L$fpi¡. b.9. i¡fbÅf A_¡ _pZp„_p¡ âhpl Ap Ly$vfsu k„`rÑ_p„ gpc sfa hmi¡. Sy>Npf, kË$p¡, Qp¡fu S>¡hu `°h©rÑAp¡ OV$i¡.
  • 25. L$.Ly$v$fs_¡ Mp¡m¡ Of - `ep®hfZ_¡ A_yL|$m hpõsy N©l r_dp®Zu hkyv$¡h Ly$Vy„$b_u cph_pu h„©v$ph_ rhð N°pd S>ep„ Ap`Zp¡ Np¡bf N¡k àgpÞV$, Np¥ ipmp A_¡ Opk DÐ`pv$_ L$ ¡ÞÖ li¡ Ðep„_u ApSy>bpSy> _u S>du_dp„ h©np¡ hphhp, Åmhhp A_¡ s¡_y„ dlÐh gp¡L$p¡_¡ kdÅhhy„ s¡ `Z s¡_u kp¡_p„ rhrh^ gp¡L$ k„hpv$, X$pefp¡, ïgp¡L$ Np_, rhr^ rh^p_, L$pìe k„d¡g_ s¡dS> rhrh^ kp„õL©$rsL$ L$pe®¾$dp¡ gp¡L$p¡_¡ kp¡ fpMu ep¡S>hpdp„ Aphi¡. S>¡u gp¡L$p¡_¡ kfL$pfîu _u dv$v$ rhi¡ s¡dS> âpL©$rsL$ k„fnZdp„ õhe„ cpN gC Ly$v$fs_u _ÆL$ S>hp_p¡ s¡dS> N°pçe hpsphfZ L$¡ `ep®hfZ_p¡ Aplgpv$L$ Ap_„v$ A_¡ A_ych dm¡. - Crs îu iycd¹ chsy...