99

f hX$p¡v$fp dlp Nf‘prgL$p f

  • Upload
    others

  • View
    3

  • Download
    0

Embed Size (px)

Citation preview

Page 1: f hX$p¡v$fp dlp Nf‘prgL$p f
Page 2: f hX$p¡v$fp dlp Nf‘prgL$p f
Page 3: f hX$p¡v$fp dlp Nf‘prgL$p f

eeeeeeeeeeeeeeee

hX$p¡v$fp dlp_Nf‘prgL$pM„X¡$fph dpL£$V rbëX$]N, fpS>dl¡g fp¡X$, hX$p¡v$fp.M„X¡$fph dpL£$V rbëX$]N, fpS>dl¡g fp¡X$, hX$p¡v$fp.M„X¡$fph dpL£$V rbëX$]N, fpS>dl¡g fp¡X$, hX$p¡v$fp.M„X¡$fph dpL£$V rbëX$]N, fpS>dl¡g fp¡X$, hX$p¡v$fp.M„X¡$fph dpL£$V rbëX$]N, fpS>dl¡g fp¡X$, hX$p¡v$fp.

Arsh©rô$ - hphpTp¡X$pA_¡ |f kde¡

dpN®v$$i®L$ k|Q_pAp¡

U U

U

ffffffffffffffffffffffffffff

ffffffffffffffffffffffffffff

(a¼s Ap¡qak D`ep¡N dpV¡)(a¼s Ap¡qak D`ep¡N dpV¡)(a¼s Ap¡qak D`ep¡N dpV¡)(a¼s Ap¡qak D`ep¡N dpV¡)(a¼s Ap¡qak D`ep¡N dpV¡)

eeeeeeeeeeeeeeee

U

FLOOD RESPONSE PLAN2021 - 2022

Page 4: f hX$p¡v$fp dlp Nf‘prgL$p f
Page 5: f hX$p¡v$fp dlp Nf‘prgL$p f

hX$p¡v$fp dlp_Nf‘prgL$pçeyr_rk`g L$rdi_fîu_u L$Q¡fu,çeyr_rk`g L$rdi_fîu_u L$Q¡fu,çeyr_rk`g L$rdi_fîu_u L$Q¡fu,çeyr_rk`g L$rdi_fîu_u L$Q¡fu,çeyr_rk`g L$rdi_fîu_u L$Q¡fu,

hX$p ¡v $fp.hX$p ¡v $fp.hX$p ¡v $fp.hX$p ¡v $fp.hX$p ¡v $fp.

âõsph_phX$p¡v$fp il¡f rhõspfdp„ cpf¡ hfkpv$$ s\p Arsh©rô$ A_¡ `|f âk„N¡ L$fhp_u ìehõ\p A_¡hX$p¡v$fp il¡f rhõspfdp„ cpf¡ hfkpv$$ s\p Arsh©rô$ A_¡ `|f âk„N¡ L$fhp_u ìehõ\p A_¡hX$p¡v$fp il¡f rhõspfdp„ cpf¡ hfkpv$$ s\p Arsh©rô$ A_¡ `|f âk„N¡ L$fhp_u ìehõ\p A_¡hX$p¡v$fp il¡f rhõspfdp„ cpf¡ hfkpv$$ s\p Arsh©rô$ A_¡ `|f âk„N¡ L$fhp_u ìehõ\p A_¡hX$p¡v$fp il¡f rhõspfdp„ cpf¡ hfkpv$$ s\p Arsh©rô$ A_¡ `|f âk„N¡ L$fhp_u ìehõ\p A_¡

L$pe®hplu A„N¡ hluhV$u k|Q_pAp¡_u `yqõsL$p_u R>¡ëgu Aph©rÑ k_¡ 2020-2021dp„ ârkÙ L$fhpdp„L$pe®hplu A„N¡ hluhV$u k|Q_pAp¡_u `yqõsL$p_u R>¡ëgu Aph©rÑ k_¡ 2020-2021dp„ ârkÙ L$fhpdp„L$pe®hplu A„N¡ hluhV$u k|Q_pAp¡_u `yqõsL$p_u R>¡ëgu Aph©rÑ k_¡ 2020-2021dp„ ârkÙ L$fhpdp„L$pe®hplu A„N¡ hluhV$u k|Q_pAp¡_u `yqõsL$p_u R>¡ëgu Aph©rÑ k_¡ 2020-2021dp„ ârkÙ L$fhpdp„L$pe®hplu A„N¡ hluhV$u k|Q_pAp¡_u `yqõsL$p_u R>¡ëgu Aph©rÑ k_¡ 2020-2021dp„ ârkÙ L$fhpdp„

Aph¡gu lsu. Ðepfbpv$$ il¡f_p rhL$pk_¡ A_ygnu_¡ s¡dS> hluhV$dp„ \e¡gp a¡fapfp¡_¡ Ýep_¡ gB ApAph¡gu lsu. Ðepfbpv$$ il¡f_p rhL$pk_¡ A_ygnu_¡ s¡dS> hluhV$dp„ \e¡gp a¡fapfp¡_¡ Ýep_¡ gB ApAph¡gu lsu. Ðepfbpv$$ il¡f_p rhL$pk_¡ A_ygnu_¡ s¡dS> hluhV$dp„ \e¡gp a¡fapfp¡_¡ Ýep_¡ gB ApAph¡gu lsu. Ðepfbpv$$ il¡f_p rhL$pk_¡ A_ygnu_¡ s¡dS> hluhV$dp„ \e¡gp a¡fapfp¡_¡ Ýep_¡ gB ApAph¡gu lsu. Ðepfbpv$$ il¡f_p rhL$pk_¡ A_ygnu_¡ s¡dS> hluhV$dp„ \e¡gp a¡fapfp¡_¡ Ýep_¡ gB Ap

`yqõsL$p_u ky^pf¡gu Aph©rÑ hj® 2021-2022 dpV¡$ s¥epf L$fu ârkÙ L$fhp_u S>ê$fueps S>ZpB R>¡.`yqõsL$p_u ky^pf¡gu Aph©rÑ hj® 2021-2022 dpV¡$ s¥epf L$fu ârkÙ L$fhp_u S>ê$fueps S>ZpB R>¡.`yqõsL$p_u ky^pf¡gu Aph©rÑ hj® 2021-2022 dpV¡$ s¥epf L$fu ârkÙ L$fhp_u S>ê$fueps S>ZpB R>¡.`yqõsL$p_u ky^pf¡gu Aph©rÑ hj® 2021-2022 dpV¡$ s¥epf L$fu ârkÙ L$fhp_u S>ê$fueps S>ZpB R>¡.`yqõsL$p_u ky^pf¡gu Aph©rÑ hj® 2021-2022 dpV¡$ s¥epf L$fu ârkÙ L$fhp_u S>ê$fueps S>ZpB R>¡.

hX$p¡v$fp dlp_Nf‘prgL$p rhõspfdp„ rhL¡$qÞÖs hluhV$_p cpNê$`¡ Tp¡_g â\p_y„ Apep¡S>_ L$fuhX$p¡v$fp dlp_Nf‘prgL$p rhõspfdp„ rhL¡$qÞÖs hluhV$_p cpNê$`¡ Tp¡_g â\p_y„ Apep¡S>_ L$fuhX$p¡v$fp dlp_Nf‘prgL$p rhõspfdp„ rhL¡$qÞÖs hluhV$_p cpNê$`¡ Tp¡_g â\p_y„ Apep¡S>_ L$fuhX$p¡v$fp dlp_Nf‘prgL$p rhõspfdp„ rhL¡$qÞÖs hluhV$_p cpNê$`¡ Tp¡_g â\p_y„ Apep¡S>_ L$fuhX$p¡v$fp dlp_Nf‘prgL$p rhõspfdp„ rhL¡$qÞÖs hluhV$_p cpNê$`¡ Tp¡_g â\p_y„ Apep¡S>_ L$fu

Adg L$fhpdp„ Aph¡g R>¡ s¡ âdpZ¡ hluhV$u hp¡X®$ A_¡ Tp¡_ L$pep®qÞhs L$f¡gp R>¡. il¡f_¡ `|h®, `ròd, DÑfAdg L$fhpdp„ Aph¡g R>¡ s¡ âdpZ¡ hluhV$u hp¡X®$ A_¡ Tp¡_ L$pep®qÞhs L$f¡gp R>¡. il¡f_¡ `|h®, `ròd, DÑfAdg L$fhpdp„ Aph¡g R>¡ s¡ âdpZ¡ hluhV$u hp¡X®$ A_¡ Tp¡_ L$pep®qÞhs L$f¡gp R>¡. il¡f_¡ `|h®, `ròd, DÑfAdg L$fhpdp„ Aph¡g R>¡ s¡ âdpZ¡ hluhV$u hp¡X®$ A_¡ Tp¡_ L$pep®qÞhs L$f¡gp R>¡. il¡f_¡ `|h®, `ròd, DÑfAdg L$fhpdp„ Aph¡g R>¡ s¡ âdpZ¡ hluhV$u hp¡X®$ A_¡ Tp¡_ L$pep®qÞhs L$f¡gp R>¡. il¡f_¡ `|h®, `ròd, DÑf

A_¡ v$rnZ A¡d Ly$g Qpf hluhV$u Tp¡_dp„ rhcpÆs L$f¡gy„ R>¡. hp¡X®$_u L$pdNufu AkfL$pfL$ A_¡ TX$`u \BA_¡ v$rnZ A¡d Ly$g Qpf hluhV$u Tp¡_dp„ rhcpÆs L$f¡gy„ R>¡. hp¡X®$_u L$pdNufu AkfL$pfL$ A_¡ TX$`u \BA_¡ v$rnZ A¡d Ly$g Qpf hluhV$u Tp¡_dp„ rhcpÆs L$f¡gy„ R>¡. hp¡X®$_u L$pdNufu AkfL$pfL$ A_¡ TX$`u \BA_¡ v$rnZ A¡d Ly$g Qpf hluhV$u Tp¡_dp„ rhcpÆs L$f¡gy„ R>¡. hp¡X®$_u L$pdNufu AkfL$pfL$ A_¡ TX$`u \BA_¡ v$rnZ A¡d Ly$g Qpf hluhV$u Tp¡_dp„ rhcpÆs L$f¡gy„ R>¡. hp¡X®$_u L$pdNufu AkfL$pfL$ A_¡ TX$`u \B

iL¡$ A¡hp l¡sy`|h®L$ hluhV$u Tp¡_dp„ âcpfu Ar^Lpfuîu, Aprk. çeyr_rk`g L$rdi_fîuAp¡ s\piL¡$ A¡hp l¡sy`|h®L$ hluhV$u Tp¡_dp„ âcpfu Ar^Lpfuîu, Aprk. çeyr_rk`g L$rdi_fîuAp¡ s\piL¡$ A¡hp l¡sy`|h®L$ hluhV$u Tp¡_dp„ âcpfu Ar^Lpfuîu, Aprk. çeyr_rk`g L$rdi_fîuAp¡ s\piL¡$ A¡hp l¡sy`|h®L$ hluhV$u Tp¡_dp„ âcpfu Ar^Lpfuîu, Aprk. çeyr_rk`g L$rdi_fîuAp¡ s\piL¡$ A¡hp l¡sy`|h®L$ hluhV$u Tp¡_dp„ âcpfu Ar^Lpfuîu, Aprk. çeyr_rk`g L$rdi_fîuAp¡ s\p

L$pe®`pgL$ BS>_¡fîu L$np_p Ar^L$pfuAp¡_u r_dZ|„L$ L$fhpdp„ Aph¡gu R>¡.L$pe®`pgL$ BS>_¡fîu L$np_p Ar^L$pfuAp¡_u r_dZ|„L$ L$fhpdp„ Aph¡gu R>¡.L$pe®`pgL$ BS>_¡fîu L$np_p Ar^L$pfuAp¡_u r_dZ|„L$ L$fhpdp„ Aph¡gu R>¡.L$pe®`pgL$ BS>_¡fîu L$np_p Ar^L$pfuAp¡_u r_dZ|„L$ L$fhpdp„ Aph¡gu R>¡.L$pe®`pgL$ BS>_¡fîu L$np_p Ar^L$pfuAp¡_u r_dZ|„L$ L$fhpdp„ Aph¡gu R>¡.

hX$p¡v$fp il¡fdp„ cpf¡ hfkpv$$ A_¡ `|f âk„N¡ Ål¡f Æh_dp„ Akyrh^p Dcu _ \pe A_¡ Ål¡f /hX$p¡v$fp il¡fdp„ cpf¡ hfkpv$$ A_¡ `|f âk„N¡ Ål¡f Æh_dp„ Akyrh^p Dcu _ \pe A_¡ Ål¡f /hX$p¡v$fp il¡fdp„ cpf¡ hfkpv$$ A_¡ `|f âk„N¡ Ål¡f Æh_dp„ Akyrh^p Dcu _ \pe A_¡ Ål¡f /hX$p¡v$fp il¡fdp„ cpf¡ hfkpv$$ A_¡ `|f âk„N¡ Ål¡f Æh_dp„ Akyrh^p Dcu _ \pe A_¡ Ål¡f /hX$p¡v$fp il¡fdp„ cpf¡ hfkpv$$ A_¡ `|f âk„N¡ Ål¡f Æh_dp„ Akyrh^p Dcu _ \pe A_¡ Ål¡f /

Mp_Nu rdëL$sp¡_¡ Ap¡Ry> „ _yL$ip_ \pe s¡ dpV¡$ sL¡$v$pfuê$`¡ g¡hp`pÓ `Ngp_y„ Apep¡S>_ A_¡ kdekf_uMp_Nu rdëL$sp¡_¡ Ap¡Ry> „ _yL$ip_ \pe s¡ dpV¡$ sL¡$v$pfuê$`¡ g¡hp`pÓ `Ngp_y„ Apep¡S>_ A_¡ kdekf_uMp_Nu rdëL$sp¡_¡ Ap¡Ry> „ _yL$ip_ \pe s¡ dpV¡$ sL¡$v$pfuê$`¡ g¡hp`pÓ `Ngp_y„ Apep¡S>_ A_¡ kdekf_uMp_Nu rdëL$sp¡_¡ Ap¡Ry> „ _yL$ip_ \pe s¡ dpV¡$ sL¡$v$pfuê$`¡ g¡hp`pÓ `Ngp_y„ Apep¡S>_ A_¡ kdekf_uMp_Nu rdëL$sp¡_¡ Ap¡Ry> „ _yL$ip_ \pe s¡ dpV¡$ sL¡$v$pfuê$`¡ g¡hp`pÓ `Ngp_y„ Apep¡S>_ A_¡ kdekf_u

L$pe®hplu_u rhQpfZp AÐe„s AphíeL$ R>¡. Ly$v$fsu Apas_p kde¡ dlp“Nf‘prgL$p_p sdpd MpspAp¡L$pe®hplu_u rhQpfZp AÐe„s AphíeL$ R>¡. Ly$v$fsu Apas_p kde¡ dlp“Nf‘prgL$p_p sdpd MpspAp¡L$pe®hplu_u rhQpfZp AÐe„s AphíeL$ R>¡. Ly$v$fsu Apas_p kde¡ dlp“Nf‘prgL$p_p sdpd MpspAp¡L$pe®hplu_u rhQpfZp AÐe„s AphíeL$ R>¡. Ly$v$fsu Apas_p kde¡ dlp“Nf‘prgL$p_p sdpd MpspAp¡L$pe®hplu_u rhQpfZp AÐe„s AphíeL$ R>¡. Ly$v$fsu Apas_p kde¡ dlp“Nf‘prgL$p_p sdpd MpspAp¡

s\p kfL$pfu, A^®kfL$pfu k„õ\pAp¡_p kp^_p¡ A_¡ kyrh^pAp¡_p¡ `|f¡`|fp¡ D`ep¡N g¡hpe A_¡ rhrh^s\p kfL$pfu, A^®kfL$pfu k„õ\pAp¡_p kp^_p¡ A_¡ kyrh^pAp¡_p¡ `|f¡`|fp¡ D`ep¡N g¡hpe A_¡ rhrh^s\p kfL$pfu, A^®kfL$pfu k„õ\pAp¡_p kp^_p¡ A_¡ kyrh^pAp¡_p¡ `|f¡`|fp¡ D`ep¡N g¡hpe A_¡ rhrh^s\p kfL$pfu, A^®kfL$pfu k„õ\pAp¡_p kp^_p¡ A_¡ kyrh^pAp¡_p¡ `|f¡`|fp¡ D`ep¡N g¡hpe A_¡ rhrh^s\p kfL$pfu, A^®kfL$pfu k„õ\pAp¡_p kp^_p¡ A_¡ kyrh^pAp¡_p¡ `|f¡`|fp¡ D`ep¡N g¡hpe A_¡ rhrh^

MpspAp¡A¡ k„L$g_ fpMu_¡ L$fhp_u L$pe®hplu A„N¡_u dpN®v$i®L$ k|Q_pAp¡ A_¡ Q¡shZu r_e„ÓZ A_¡MpspAp¡A¡ k„L$g_ fpMu_¡ L$fhp_u L$pe®hplu A„N¡_u dpN®v$i®L$ k|Q_pAp¡ A_¡ Q¡shZu r_e„ÓZ A_¡MpspAp¡A¡ k„L$g_ fpMu_¡ L$fhp_u L$pe®hplu A„N¡_u dpN®v$i®L$ k|Q_pAp¡ A_¡ Q¡shZu r_e„ÓZ A_¡MpspAp¡A¡ k„L$g_ fpMu_¡ L$fhp_u L$pe®hplu A„N¡_u dpN®v$i®L$ k|Q_pAp¡ A_¡ Q¡shZu r_e„ÓZ A_¡MpspAp¡A¡ k„L$g_ fpMu_¡ L$fhp_u L$pe®hplu A„N¡_u dpN®v$i®L$ k|Q_pAp¡ A_¡ Q¡shZu r_e„ÓZ A_¡

fplsê$` g¡hp_p `NgpAp¡_u rhõs©s _p¢^ s¡dS> L$pe®fs õV$pa_¡ dv$v$ê$` \B iL¡$ s¡hu iL$e sdpdfplsê$` g¡hp_p `NgpAp¡_u rhõs©s _p¢^ s¡dS> L$pe®fs õV$pa_¡ dv$v$ê$` \B iL¡$ s¡hu iL$e sdpdfplsê$` g¡hp_p `NgpAp¡_u rhõs©s _p¢^ s¡dS> L$pe®fs õV$pa_¡ dv$v$ê$` \B iL¡$ s¡hu iL$e sdpdfplsê$` g¡hp_p `NgpAp¡_u rhõs©s _p¢^ s¡dS> L$pe®fs õV$pa_¡ dv$v$ê$` \B iL¡$ s¡hu iL$e sdpdfplsê$` g¡hp_p `NgpAp¡_u rhõs©s _p¢^ s¡dS> L$pe®fs õV$pa_¡ dv$v$ê$` \B iL¡$ s¡hu iL$e sdpd

dprlsu Ap `yrõsL$pdp„ kdph¡i L$fhp e\p\® âeÐ_p¡ L$fhpdp„ Apìep R>¡. Ap `yqõsL$p fplsê$`¡ L$pdNufudprlsu Ap `yrõsL$pdp„ kdph¡i L$fhp e\p\® âeÐ_p¡ L$fhpdp„ Apìep R>¡. Ap `yqõsL$p fplsê$`¡ L$pdNufudprlsu Ap `yrõsL$pdp„ kdph¡i L$fhp e\p\® âeÐ_p¡ L$fhpdp„ Apìep R>¡. Ap `yqõsL$p fplsê$`¡ L$pdNufudprlsu Ap `yrõsL$pdp„ kdph¡i L$fhp e\p\® âeÐ_p¡ L$fhpdp„ Apìep R>¡. Ap `yqõsL$p fplsê$`¡ L$pdNufudprlsu Ap `yrõsL$pdp„ kdph¡i L$fhp e\p\® âeÐ_p¡ L$fhpdp„ Apìep R>¡. Ap `yqõsL$p fplsê$`¡ L$pdNufu

L$fhpdp„ S>ê$f\u dv$v$ê$` \i¡ A¡hy„ ly „ ØY$`Z¡ dp_y„ Ry> „.L$fhpdp„ S>ê$f\u dv$v$ê$` \i¡ A¡hy„ ly „ ØY$`Z¡ dp_y„ Ry> „.L$fhpdp„ S>ê$f\u dv$v$ê$` \i¡ A¡hy„ ly „ ØY$`Z¡ dp_y„ Ry> „.L$fhpdp„ S>ê$f\u dv$v$ê$` \i¡ A¡hy„ ly „ ØY$`Z¡ dp_y„ Ry> „.L$fhpdp„ S>ê$f\u dv$v$ê$` \i¡ A¡hy„ ly „ ØY$`Z¡ dp_y„ Ry> „.

cpf¡ hfkpv$ A_¡ `|f âk„N¡ Ar^L$pfu/ L$d®QpfuAp¡A¡ kv$pkh®v$p Arc_„v$__¡ `pÓ fpls L$pdNufucpf¡ hfkpv$ A_¡ `|f âk„N¡ Ar^L$pfu/ L$d®QpfuAp¡A¡ kv$pkh®v$p Arc_„v$__¡ `pÓ fpls L$pdNufucpf¡ hfkpv$ A_¡ `|f âk„N¡ Ar^L$pfu/ L$d®QpfuAp¡A¡ kv$pkh®v$p Arc_„v$__¡ `pÓ fpls L$pdNufucpf¡ hfkpv$ A_¡ `|f âk„N¡ Ar^L$pfu/ L$d®QpfuAp¡A¡ kv$pkh®v$p Arc_„v$__¡ `pÓ fpls L$pdNufucpf¡ hfkpv$ A_¡ `|f âk„N¡ Ar^L$pfu/ L$d®QpfuAp¡A¡ kv$pkh®v$p Arc_„v$__¡ `pÓ fpls L$pdNufu

L$fu R>¡ s¡_¡ ly „ rbfv$phy„ Ry> „ A_¡ d_¡ A`¡np A_¡> îÙp R>¡ L¡$ crhóedp„ S>epf¡ S>epf¡ spL$uv$_u `qfqõ\rsL$fu R>¡ s¡_¡ ly „ rbfv$phy„ Ry> „ A_¡ d_¡ A`¡np A_¡> îÙp R>¡ L¡$ crhóedp„ S>epf¡ S>epf¡ spL$uv$_u `qfqõ\rsL$fu R>¡ s¡_¡ ly „ rbfv$phy„ Ry> „ A_¡ d_¡ A`¡np A_¡> îÙp R>¡ L¡$ crhóedp„ S>epf¡ S>epf¡ spL$uv$_u `qfqõ\rsL$fu R>¡ s¡_¡ ly „ rbfv$phy„ Ry> „ A_¡ d_¡ A`¡np A_¡> îÙp R>¡ L¡$ crhóedp„ S>epf¡ S>epf¡ spL$uv$_u `qfqõ\rsL$fu R>¡ s¡_¡ ly „ rbfv$phy„ Ry> „ A_¡ d_¡ A`¡np A_¡> îÙp R>¡ L¡$ crhóedp„ S>epf¡ S>epf¡ spL$uv$_u `qfqõ\rs

Dv¹ch¡ Ðepf¡ Ðepf¡ kp¢`¡gu L$pdNufu r_›$p`|h®L$ bÅhi¡. Ap `yqõsL$p s¥epf L$fu ârkÙ L$fhp_uDv¹ch¡ Ðepf¡ Ðepf¡ kp¢`¡gu L$pdNufu r_›$p`|h®L$ bÅhi¡. Ap `yqõsL$p s¥epf L$fu ârkÙ L$fhp_uDv¹ch¡ Ðepf¡ Ðepf¡ kp¢`¡gu L$pdNufu r_›$p`|h®L$ bÅhi¡. Ap `yqõsL$p s¥epf L$fu ârkÙ L$fhp_uDv¹ch¡ Ðepf¡ Ðepf¡ kp¢`¡gu L$pdNufu r_›$p`|h®L$ bÅhi¡. Ap `yqõsL$p s¥epf L$fu ârkÙ L$fhp_uDv¹ch¡ Ðepf¡ Ðepf¡ kp¢`¡gu L$pdNufu r_›$p`|h®L$ bÅhi¡. Ap `yqõsL$p s¥epf L$fu ârkÙ L$fhp_u

L$pe®hpludp„ L$pe®fs sdpd õV$paNZ_p¡ Apcpf dp_y„ Ry> „ Ap `yqõsL$p_u D`ep¡qNsp A„N¡ Ap`_p k|Q_p¡L$pe®hpludp„ L$pe®fs sdpd õV$paNZ_p¡ Apcpf dp_y„ Ry> „ Ap `yqõsL$p_u D`ep¡qNsp A„N¡ Ap`_p k|Q_p¡L$pe®hpludp„ L$pe®fs sdpd õV$paNZ_p¡ Apcpf dp_y„ Ry> „ Ap `yqõsL$p_u D`ep¡qNsp A„N¡ Ap`_p k|Q_p¡L$pe®hpludp„ L$pe®fs sdpd õV$paNZ_p¡ Apcpf dp_y„ Ry> „ Ap `yqõsL$p_u D`ep¡qNsp A„N¡ Ap`_p k|Q_p¡L$pe®hpludp„ L$pe®fs sdpd õV$paNZ_p¡ Apcpf dp_y„ Ry> „ Ap `yqõsL$p_u D`ep¡qNsp A„N¡ Ap`_p k|Q_p¡

AphL$pe® fl¡i¡.AphL$pe® fl¡i¡.AphL$pe® fl¡i¡.AphL$pe® fl¡i¡.AphL$pe® fl¡i¡.

õhê$‘ ‘u ApB. A¡. A¡k.ApB. A¡. A¡k.ApB. A¡. A¡k.ApB. A¡. A¡k.ApB. A¡. A¡k.

çeyr_rk`g L$rdi_f çeyr_rk`g L$rdi_f çeyr_rk`g L$rdi_f çeyr_rk`g L$rdi_f çeyr_rk`g L$rdi_fhX$p ¡v $fphX$p ¡v $fphX$p ¡v $fphX$p ¡v $fphX$p ¡v $fp

hX$p ¡v $fp dlp_Nf‘prgL$phX$p ¡v $fp dlp_Nf‘prgL$phX$p ¡v $fp dlp_Nf‘prgL$phX$p ¡v $fp dlp_Nf‘prgL$phX$p ¡v $fp dlp_Nf‘prgL$pspfuM : 01-06-2021spfuM : 01-06-2021spfuM : 01-06-2021spfuM : 01-06-2021spfuM : 01-06-2021

Page 6: f hX$p¡v$fp dlp Nf‘prgL$p f
Page 7: f hX$p¡v$fp dlp Nf‘prgL$p f

A“yL$drZL$p

A“y¾$dA“y¾$dA“y¾$dA“y¾$dA“y¾$d rhNsrhNsrhNsrhNsrhNs ‘p“ “„.‘p“ “„.‘p“ “„.‘p“ “„.‘p“ “„.“„bf“„bf“„bf“„bf“„bf

1. âp\rdL$ c|rdL$p 1-16

2 `qfriô$ - "b', qfqiô$ -"L$', 17-20

3. kpef_ hNpX$hp_u Ùrs 21-22

4. hX$p¡v$fp dlp_Nf‘prgL$p“p lp¡Ø¡v$pîuAp¡ / Ar^L$pfuîuAp¡ 23-38s¡dS> kcpkv$îuAp¡ hX$p¡v$$fp il¡f_p AÞe ANÐe_p V¡$guap¡__„bf

5. hp¡X®$ rhõspf_p AkfN°õs rhõspfp¡_p AkfN°õs _NfS>_p¡_¡ kgpdsõ\m¡ Mk¡X$hp_p õ\mp¡ v$$ip®hsu epv$u 39-44

6. hrlhV$u hp¡X$p£_p rhõspfp¡dp„ pZu L$B S>NpAp¡A¡ cfpe R>¡ s¡_p 45-58dprlsu ÓL$

7. L$g¡L$V$f L$Q¡fu Üpfp kfL$pfu D`ep¡N dpV¡$ s¥epf L$fhpdp„ Aph¡g 59-71yqõsL$pdp„\u dlp_Nf‘prgL$p_¡ D`ep¡Nu dprlsu M`

|fsp¡ Dspfp¡

8. A¡_¡nf - 2 71

9. R>¡ëgp v$k hj®_u \e¡g hfkpv$_u Ap„L$X$pL$ue dplusu_y„ `ÓL$ 72

10. YYYYYear ear ear ear ear WWWWWise Fise Fise Fise Fise Flood Contrlood Contrlood Contrlood Contrlood Control Leol Leol Leol Leol Levvvvvel Detailsel Detailsel Detailsel Detailsel Details 73

11. AbstrAbstrAbstrAbstrAbstract Collected Fact Collected Fact Collected Fact Collected Fact Collected Frrrrrom om om om om FLFLFLFLFLOOD MEMORANDUM 2001OOD MEMORANDUM 2001OOD MEMORANDUM 2001OOD MEMORANDUM 2001OOD MEMORANDUM 2001

PPPPPububububublished lished lished lished lished By Government of Gujarat 74-87

12. Vadodara City Circle 88-90

Page 8: f hX$p¡v$fp dlp Nf‘prgL$p f
Page 9: f hX$p¡v$fp dlp Nf‘prgL$p f

( 1 )( 1 )( 1 )( 1 )( 1 )

-: âp\rdL$ c|rdL$p :-1.011.011.011.011.01 hX$p¡v$fp il¡f_p rhõspfp¡_u S>du_ kpdpÞe fus¡ kdsg R>¡, s¡d R>sp„ L¡$V$gpL$ rhõspf _uQpZhpmp lp¡BhX$p¡v$fp il¡f_p rhõspfp¡_u S>du_ kpdpÞe fus¡ kdsg R>¡, s¡d R>sp„ L¡$V$gpL$ rhõspf _uQpZhpmp lp¡BhX$p¡v$fp il¡f_p rhõspfp¡_u S>du_ kpdpÞe fus¡ kdsg R>¡, s¡d R>sp„ L¡$V$gpL$ rhõspf _uQpZhpmp lp¡BhX$p¡v$fp il¡f_p rhõspfp¡_u S>du_ kpdpÞe fus¡ kdsg R>¡, s¡d R>sp„ L¡$V$gpL$ rhõspf _uQpZhpmp lp¡BhX$p¡v$fp il¡f_p rhõspfp¡_u S>du_ kpdpÞe fus¡ kdsg R>¡, s¡d R>sp„ L¡$V$gpL$ rhõspf _uQpZhpmp lp¡B

h^y hfkpv$ A\hp rhðprdÓu _v$udp„ `|f Aphhp_p L$pfZ¡ `pZu cfpB Åe R>¡. Aphp AkfN°õsh^y hfkpv$ A\hp rhðprdÓu _v$udp„ `|f Aphhp_p L$pfZ¡ `pZu cfpB Åe R>¡. Aphp AkfN°õsh^y hfkpv$ A\hp rhðprdÓu _v$udp„ `|f Aphhp_p L$pfZ¡ `pZu cfpB Åe R>¡. Aphp AkfN°õsh^y hfkpv$ A\hp rhðprdÓu _v$udp„ `|f Aphhp_p L$pfZ¡ `pZu cfpB Åe R>¡. Aphp AkfN°õsh^y hfkpv$ A\hp rhðprdÓu _v$udp„ `|f Aphhp_p L$pfZ¡ `pZu cfpB Åe R>¡. Aphp AkfN°õsrhõspfdp„ Ap’}L$ fus¡ _bmp hN®_p Ly$Vy „bp¡_¡ Aphp kde¡ spÐL$pguL$ dv$v$ Ap`hu M|b S> AphíeL$ R>¡.rhõspfdp„ Ap’}L$ fus¡ _bmp hN®_p Ly$Vy „bp¡_¡ Aphp kde¡ spÐL$pguL$ dv$v$ Ap`hu M|b S> AphíeL$ R>¡.rhõspfdp„ Ap’}L$ fus¡ _bmp hN®_p Ly$Vy „bp¡_¡ Aphp kde¡ spÐL$pguL$ dv$v$ Ap`hu M|b S> AphíeL$ R>¡.rhõspfdp„ Ap’}L$ fus¡ _bmp hN®_p Ly$Vy „bp¡_¡ Aphp kde¡ spÐL$pguL$ dv$v$ Ap`hu M|b S> AphíeL$ R>¡.rhõspfdp„ Ap’}L$ fus¡ _bmp hN®_p Ly$Vy „bp¡_¡ Aphp kde¡ spÐL$pguL$ dv$v$ Ap`hu M|b S> AphíeL$ R>¡.dlp_Nfdlp_Nfdlp_Nfdlp_Nfdlp_Nf‘prgL$p ‘prgL$p ‘prgL$p ‘prgL$p ‘prgL$p Ap A„N¡ v$f hj£ S>ê$qfeps âdpZ¡ Aphp Ly$V$y „bp¡_¡ spÐL$prgL$ fpls Ap`hp dv$v$$ L$f¡ R>¡.Ap A„N¡ v$f hj£ S>ê$qfeps âdpZ¡ Aphp Ly$V$y „bp¡_¡ spÐL$prgL$ fpls Ap`hp dv$v$$ L$f¡ R>¡.Ap A„N¡ v$f hj£ S>ê$qfeps âdpZ¡ Aphp Ly$V$y „bp¡_¡ spÐL$prgL$ fpls Ap`hp dv$v$$ L$f¡ R>¡.Ap A„N¡ v$f hj£ S>ê$qfeps âdpZ¡ Aphp Ly$V$y „bp¡_¡ spÐL$prgL$ fpls Ap`hp dv$v$$ L$f¡ R>¡.Ap A„N¡ v$f hj£ S>ê$qfeps âdpZ¡ Aphp Ly$V$y „bp¡_¡ spÐL$prgL$ fpls Ap`hp dv$v$$ L$f¡ R>¡.hX$p¡v$fp il¡fdp„ _uQ¡_p b¡ L$pfZp¡_¡ gB_¡ Sy>v$p Sy>v$p _uQpZhpmp cpNp¡dp„ `pZu cfpB Åe R>¡.hX$p¡v$fp il¡fdp„ _uQ¡_p b¡ L$pfZp¡_¡ gB_¡ Sy>v$p Sy>v$p _uQpZhpmp cpNp¡dp„ `pZu cfpB Åe R>¡.hX$p¡v$fp il¡fdp„ _uQ¡_p b¡ L$pfZp¡_¡ gB_¡ Sy>v$p Sy>v$p _uQpZhpmp cpNp¡dp„ `pZu cfpB Åe R>¡.hX$p¡v$fp il¡fdp„ _uQ¡_p b¡ L$pfZp¡_¡ gB_¡ Sy>v$p Sy>v$p _uQpZhpmp cpNp¡dp„ `pZu cfpB Åe R>¡.hX$p¡v$fp il¡fdp„ _uQ¡_p b¡ L$pfZp¡_¡ gB_¡ Sy>v$p Sy>v$p _uQpZhpmp cpNp¡dp„ `pZu cfpB Åe R>¡.(A)(A)(A)(A)(A) kss d|im^pf hfkpv$ `X$hp_¡ L$pfZ¡.kss d|im^pf hfkpv$ `X$hp_¡ L$pfZ¡.kss d|im^pf hfkpv$ `X$hp_¡ L$pfZ¡.kss d|im^pf hfkpv$ `X$hp_¡ L$pfZ¡.kss d|im^pf hfkpv$ `X$hp_¡ L$pfZ¡.(b)(b)(b)(b)(b) kepÆ kfp¡hf_u k„N°l iqL$s_u ndsp\u h^pfp_p `pZu_p r_L$pg L$fhp_p âk„N¡ rhðprdÓukepÆ kfp¡hf_u k„N°l iqL$s_u ndsp\u h^pfp_p `pZu_p r_L$pg L$fhp_p âk„N¡ rhðprdÓukepÆ kfp¡hf_u k„N°l iqL$s_u ndsp\u h^pfp_p `pZu_p r_L$pg L$fhp_p âk„N¡ rhðprdÓukepÆ kfp¡hf_u k„N°l iqL$s_u ndsp\u h^pfp_p `pZu_p r_L$pg L$fhp_p âk„N¡ rhðprdÓukepÆ kfp¡hf_u k„N°l iqL$s_u ndsp\u h^pfp_p `pZu_p r_L$pg L$fhp_p âk„N¡ rhðprdÓu

_v$udp„ `pZu_u k`pV$u KQu Aphhp_p L$pfZ¡._v$udp„ `pZu_u k`pV$u KQu Aphhp_p L$pfZ¡._v$udp„ `pZu_u k`pV$u KQu Aphhp_p L$pfZ¡._v$udp„ `pZu_u k`pV$u KQu Aphhp_p L$pfZ¡._v$udp„ `pZu_u k`pV$u KQu Aphhp_p L$pfZ¡.cpf¡ hfkpv$_p âk„N¡ AkfN°õs rhõspfp¡

1.021.021.021.021.02 kss d|im^pf hfkpv$$ `X$hp_p kde¡ _uQ¡ S>Zph¡gp rhõspfp¡dp„ `pZu cfpB Åe R>¡,kss d|im^pf hfkpv$$ `X$hp_p kde¡ _uQ¡ S>Zph¡gp rhõspfp¡dp„ `pZu cfpB Åe R>¡,kss d|im^pf hfkpv$$ `X$hp_p kde¡ _uQ¡ S>Zph¡gp rhõspfp¡dp„ `pZu cfpB Åe R>¡,kss d|im^pf hfkpv$$ `X$hp_p kde¡ _uQ¡ S>Zph¡gp rhõspfp¡dp„ `pZu cfpB Åe R>¡,kss d|im^pf hfkpv$$ `X$hp_p kde¡ _uQ¡ S>Zph¡gp rhõspfp¡dp„ `pZu cfpB Åe R>¡, k„`|Z® epv$u k„`|Z® epv$u k„`|Z® epv$u k„`|Z® epv$u k„`|Z® epv$u`qfriô$ "A' (`p_„ _„bf : 15) s\p `ÓL$ _„bf : 2 (`p_ _„bf : 47) D`f kpd¡g R¡.`qfriô$ "A' (`p_„ _„bf : 15) s\p `ÓL$ _„bf : 2 (`p_ _„bf : 47) D`f kpd¡g R¡.`qfriô$ "A' (`p_„ _„bf : 15) s\p `ÓL$ _„bf : 2 (`p_ _„bf : 47) D`f kpd¡g R¡.`qfriô$ "A' (`p_„ _„bf : 15) s\p `ÓL$ _„bf : 2 (`p_ _„bf : 47) D`f kpd¡g R¡.`qfriô$ "A' (`p_„ _„bf : 15) s\p `ÓL$ _„bf : 2 (`p_ _„bf : 47) D`f kpd¡g R¡.(A) il¡f rhõspf :- `u. Æ. V¡$nV$pBëk rdg_u `pR>m_p¡ cpN, N„S>Mp_p `p¡guk Qp¡L$u_p¡ `pR>m_p¡ `u. Æ. V¡$nV$pBëk rdg_u `pR>m_p¡ cpN, N„S>Mp_p `p¡guk Qp¡L$u_p¡ `pR>m_p¡ `u. Æ. V¡$nV$pBëk rdg_u `pR>m_p¡ cpN, N„S>Mp_p `p¡guk Qp¡L$u_p¡ `pR>m_p¡ `u. Æ. V¡$nV$pBëk rdg_u `pR>m_p¡ cpN, N„S>Mp_p `p¡guk Qp¡L$u_p¡ `pR>m_p¡ `u. Æ. V¡$nV$pBëk rdg_u `pR>m_p¡ cpN, N„S>Mp_p `p¡guk Qp¡L$u_p¡ `pR>m_p¡

cpN, hpfrkep L$p¡gp¡_u_p¡ rhõspf (_hu_ kp¡kpeV$uAp¡ kl) as¡`yfp, d„Nm¡ðf Tp„`p, lfZu dpN®.cpN, hpfrkep L$p¡gp¡_u_p¡ rhõspf (_hu_ kp¡kpeV$uAp¡ kl) as¡`yfp, d„Nm¡ðf Tp„`p, lfZu dpN®.cpN, hpfrkep L$p¡gp¡_u_p¡ rhõspf (_hu_ kp¡kpeV$uAp¡ kl) as¡`yfp, d„Nm¡ðf Tp„`p, lfZu dpN®.cpN, hpfrkep L$p¡gp¡_u_p¡ rhõspf (_hu_ kp¡kpeV$uAp¡ kl) as¡`yfp, d„Nm¡ðf Tp„`p, lfZu dpN®.cpN, hpfrkep L$p¡gp¡_u_p¡ rhõspf (_hu_ kp¡kpeV$uAp¡ kl) as¡`yfp, d„Nm¡ðf Tp„`p, lfZu dpN®.(b) hpX$u rhõspf :- `pZu v$fhpÅ blpf_p¡ cpN, ApS>hp fp¡X$ A_¡ hpOp¡X$uep fp¡X$ D`f b„^pe¡gu `pZu v$fhpÅ blpf_p¡ cpN, ApS>hp fp¡X$ A_¡ hpOp¡X$uep fp¡X$ D`f b„^pe¡gu `pZu v$fhpÅ blpf_p¡ cpN, ApS>hp fp¡X$ A_¡ hpOp¡X$uep fp¡X$ D`f b„^pe¡gu `pZu v$fhpÅ blpf_p¡ cpN, ApS>hp fp¡X$ A_¡ hpOp¡X$uep fp¡X$ D`f b„^pe¡gu `pZu v$fhpÅ blpf_p¡ cpN, ApS>hp fp¡X$ A_¡ hpOp¡X$uep fp¡X$ D`f b„^pe¡gu

_hu_ kp¡kpeV$uAp¡_p¡ rhõspf, fZdyL$s¡ðf Ly „$cpfhpX$p¡, _hN°l d„qv$f_p¡ `pR>m_p¡ cpN_hu_ kp¡kpeV$uAp¡_p¡ rhõspf, fZdyL$s¡ðf Ly „$cpfhpX$p¡, _hN°l d„qv$f_p¡ `pR>m_p¡ cpN_hu_ kp¡kpeV$uAp¡_p¡ rhõspf, fZdyL$s¡ðf Ly „$cpfhpX$p¡, _hN°l d„qv$f_p¡ `pR>m_p¡ cpN_hu_ kp¡kpeV$uAp¡_p¡ rhõspf, fZdyL$s¡ðf Ly „$cpfhpX$p¡, _hN°l d„qv$f_p¡ `pR>m_p¡ cpN_hu_ kp¡kpeV$uAp¡_p¡ rhõspf, fZdyL$s¡ðf Ly „$cpfhpX$p¡, _hN°l d„qv$f_p¡ `pR>m_p¡ cpN(Mp_Nu dpguL$u_u S>du_p¡) A_¡ dl„dv$$ smph_u v$rnZ sfa_p¡ rhõspf.(Mp_Nu dpguL$u_u S>du_p¡) A_¡ dl„dv$$ smph_u v$rnZ sfa_p¡ rhõspf.(Mp_Nu dpguL$u_u S>du_p¡) A_¡ dl„dv$$ smph_u v$rnZ sfa_p¡ rhõspf.(Mp_Nu dpguL$u_u S>du_p¡) A_¡ dl„dv$$ smph_u v$rnZ sfa_p¡ rhõspf.(Mp_Nu dpguL$u_u S>du_p¡) A_¡ dl„dv$$ smph_u v$rnZ sfa_p¡ rhõspf.

(L$) bpbpÆ`yfp rhõspf :- A¡k. Apf. `u. `pk¡_p¡ L„ y $cpfhpX$p¡, Mp_Nu bL$fphpX$u `pk¡_u A¡k. Apf. `u. `pk¡_p¡ L„ y $cpfhpX$p¡, Mp_Nu bL$fphpX$u `pk¡_u A¡k. Apf. `u. `pk¡_p¡ L„ y $cpfhpX$p¡, Mp_Nu bL$fphpX$u `pk¡_u A¡k. Apf. `u. `pk¡_p¡ L„ y $cpfhpX$p¡, Mp_Nu bL$fphpX$u `pk¡_u A¡k. Apf. `u. `pk¡_p¡ L„ y $cpfhpX$p¡, Mp_Nu bL$fphpX$u `pk¡_ukp¡kpeV$uAp¡, kÐev$¡h L¡$rdL$ëk_u Apk`pk_p¡ cpN, M„X¡$fph d„qv$f_u ApSy>bpSy>_p¡ rhõspf,kp¡kpeV$uAp¡, kÐev$¡h L¡$rdL$ëk_u Apk`pk_p¡ cpN, M„X¡$fph d„qv$f_u ApSy>bpSy>_p¡ rhõspf,kp¡kpeV$uAp¡, kÐev$¡h L¡$rdL$ëk_u Apk`pk_p¡ cpN, M„X¡$fph d„qv$f_u ApSy>bpSy>_p¡ rhõspf,kp¡kpeV$uAp¡, kÐev$¡h L¡$rdL$ëk_u Apk`pk_p¡ cpN, M„X¡$fph d„qv$f_u ApSy>bpSy>_p¡ rhõspf,kp¡kpeV$uAp¡, kÐev$¡h L¡$rdL$ëk_u Apk`pk_p¡ cpN, M„X¡$fph d„qv$f_u ApSy>bpSy>_p¡ rhõspf,_hp`yfp dpmu dlp¡‰p¡, âsp`_Nf f¡ëh¡ ¾$p¡k]N _ÆL$_p Ty„`X$pAp¡, L$piu rhð“p’ d„qv$f“u_hp`yfp dpmu dlp¡‰p¡, âsp`_Nf f¡ëh¡ ¾$p¡k]N _ÆL$_p Ty„`X$pAp¡, L$piu rhð“p’ d„qv$f“u_hp`yfp dpmu dlp¡‰p¡, âsp`_Nf f¡ëh¡ ¾$p¡k]N _ÆL$_p Ty„`X$pAp¡, L$piu rhð“p’ d„qv$f“u_hp`yfp dpmu dlp¡‰p¡, âsp`_Nf f¡ëh¡ ¾$p¡k]N _ÆL$_p Ty„`X$pAp¡, L$piu rhð“p’ d„qv$f“u_hp`yfp dpmu dlp¡‰p¡, âsp`_Nf f¡ëh¡ ¾$p¡k]N _ÆL$_p Ty„`X$pAp¡, L$piu rhð“p’ d„qv$f“ubpSy>dp„ bpSy>dp„ bpSy>dp„ bpSy>dp„ bpSy>dp„ _v$udp„ |f Aphhp_p âk„N¡ AkfN°õs rhõspfp¡

1.031.031.031.031.03 S>epf¡ _v$udp„ `|f Aph¡ Ðepf¡ _uQ¡_p rhõspfp¡dp„ `pZu cfpB Åe R>¡.S>epf¡ _v$udp„ `|f Aph¡ Ðepf¡ _uQ¡_p rhõspfp¡dp„ `pZu cfpB Åe R>¡.S>epf¡ _v$udp„ `|f Aph¡ Ðepf¡ _uQ¡_p rhõspfp¡dp„ `pZu cfpB Åe R>¡.S>epf¡ _v$udp„ `|f Aph¡ Ðepf¡ _uQ¡_p rhõspfp¡dp„ `pZu cfpB Åe R>¡.S>epf¡ _v$udp„ `|f Aph¡ Ðepf¡ _uQ¡_p rhõspfp¡dp„ `pZu cfpB Åe R>¡.(A) kepÆN„S rhõspf :- kepÆN„S> rhõspfdp„ _v$u_p b„_¡ L$p„W$p_p¡ rhõspf, `fiyfpd_p¡ cÌ$p¡, kepÆN„S> rhõspfdp„ _v$u_p b„_¡ L$p„W$p_p¡ rhõspf, `fiyfpd_p¡ cÌ$p¡, kepÆN„S> rhõspfdp„ _v$u_p b„_¡ L$p„W$p_p¡ rhõspf, `fiyfpd_p¡ cÌ$p¡, kepÆN„S> rhõspfdp„ _v$u_p b„_¡ L$p„W$p_p¡ rhõspf, `fiyfpd_p¡ cÌ$p¡, kepÆN„S> rhõspfdp„ _v$u_p b„_¡ L$p„W$p_p¡ rhõspf, `fiyfpd_p¡ cÌ$p¡,

ÅdhpX$u, L$X$L$ bÅf, as¡N„S> L¡$ç`, dy„S>dlºX$p, b°uS>“u X$pbu s¡dS> S>dZu bpSy>“p¡ rhõspfÅdhpX$u, L$X$L$ bÅf, as¡N„S> L¡$ç`, dy„S>dlºX$p, b°uS>“u X$pbu s¡dS> S>dZu bpSy>“p¡ rhõspfÅdhpX$u, L$X$L$ bÅf, as¡N„S> L¡$ç`, dy„S>dlºX$p, b°uS>“u X$pbu s¡dS> S>dZu bpSy>“p¡ rhõspfÅdhpX$u, L$X$L$ bÅf, as¡N„S> L¡$ç`, dy„S>dlºX$p, b°uS>“u X$pbu s¡dS> S>dZu bpSy>“p¡ rhõspfÅdhpX$u, L$X$L$ bÅf, as¡N„S> L¡$ç`, dy„S>dlºX$p, b°uS>“u X$pbu s¡dS> S>dZu bpSy>“p¡ rhõspf(b) fph`yfp rhõspf :- L$pf¡gubpN_p¡ rhõspf, rh_p¡bp cph¡ dpN®, kgpV$hpX$p _hu Ofsu h^y L$pf¡gubpN_p¡ rhõspf, rh_p¡bp cph¡ dpN®, kgpV$hpX$p _hu Ofsu h^y L$pf¡gubpN_p¡ rhõspf, rh_p¡bp cph¡ dpN®, kgpV$hpX$p _hu Ofsu h^y L$pf¡gubpN_p¡ rhõspf, rh_p¡bp cph¡ dpN®, kgpV$hpX$p _hu Ofsu h^y L$pf¡gubpN_p¡ rhõspf, rh_p¡bp cph¡ dpN®, kgpV$hpX$p _hu Ofsu h^y

rhNshpf epv$u A_¡ `|f âk„N¡ AkfN°õsp¡_¡ Mk¡X$hp_p õ\mp¡_u epv$u `ÓL $-1dp„rhNshpf epv$u A_¡ `|f âk„N¡ AkfN°õsp¡_¡ Mk¡X$hp_p õ\mp¡_u epv$u `ÓL $-1dp„rhNshpf epv$u A_¡ `|f âk„N¡ AkfN°õsp¡_¡ Mk¡X$hp_p õ\mp¡_u epv$u `ÓL $-1dp„rhNshpf epv$u A_¡ `|f âk„N¡ AkfN°õsp¡_¡ Mk¡X$hp_p õ\mp¡_u epv$u `ÓL $-1dp„rhNshpf epv$u A_¡ `|f âk„N¡ AkfN°õsp¡_¡ Mk¡X$hp_p õ\mp¡_u epv$u `ÓL $-1dp„Ap`¡gu R>¡. (`p_ _„bf : 41)Ap`¡gu R>¡. (`p_ _„bf : 41)Ap`¡gu R>¡. (`p_ _„bf : 41)Ap`¡gu R>¡. (`p_ _„bf : 41)Ap`¡gu R>¡. (`p_ _„bf : 41)

dÝeõ\ A_¡ ¡V$p |f r_e„ÓZ L¡$ÞÖp¡2.002.002.002.002.00 dy¿e |f r_e„ÓZ L¡$ÞÖ : kuV$u L$dpÞX$ A¡ÞX$ L„$V²$p ¡g k¡ÞV$f, bv$pdX$ubpN, hX$p¡v$fp. kuV$u L$dpÞX$ A¡ÞX$ L„$V²$p ¡g k¡ÞV$f, bv$pdX$ubpN, hX$p¡v$fp. kuV$u L$dpÞX$ A¡ÞX$ L„$V²$p ¡g k¡ÞV$f, bv$pdX$ubpN, hX$p¡v$fp. kuV$u L$dpÞX$ A¡ÞX$ L„$V²$p ¡g k¡ÞV$f, bv$pdX$ubpN, hX$p¡v$fp. kuV$u L$dpÞX$ A¡ÞX$ L„$V²$p ¡g k¡ÞV$f, bv$pdX$ubpN, hX$p¡v$fp.2.012.012.012.012.01 dy¿e Ar‚id_ A_¡ spÐL$prgL$ k¡hpAp¡ : kuV$u L$dpÞX$ A¡ÞX$ L„$V²$p ¡g k¡ÞV$f (dy¿e L„$V²$p ¡g ê$d kuV$u L$dpÞX$ A¡ÞX$ L„$V²$p ¡g k¡ÞV$f (dy¿e L„$V²$p ¡g ê$d kuV$u L$dpÞX$ A¡ÞX$ L„$V²$p ¡g k¡ÞV$f (dy¿e L„$V²$p ¡g ê$d kuV$u L$dpÞX$ A¡ÞX$ L„$V²$p ¡g k¡ÞV$f (dy¿e L„$V²$p ¡g ê$d kuV$u L$dpÞX$ A¡ÞX$ L„$V²$p ¡g k¡ÞV$f (dy¿e L„$V²$p ¡g ê$d

bv$pdX$ubpN) V¡$guap¡“ _„bf : 101, 102, 2474747 bv$pdX$ubpN) V¡$guap¡“ _„bf : 101, 102, 2474747 bv$pdX$ubpN) V¡$guap¡“ _„bf : 101, 102, 2474747 bv$pdX$ubpN) V¡$guap¡“ _„bf : 101, 102, 2474747 bv$pdX$ubpN) V¡$guap¡“ _„bf : 101, 102, 2474747 (CdfS>Þku k¡hpAp¡ dpV¡$) (CdfS>Þku k¡hpAp¡ dpV¡$) (CdfS>Þku k¡hpAp¡ dpV¡$) (CdfS>Þku k¡hpAp¡ dpV¡$) (CdfS>Þku k¡hpAp¡ dpV¡$) 8238023337,8238023337,8238023337,8238023337,8238023337,2426101, 24231012426101, 24231012426101, 24231012426101, 24231012426101, 242310122222(g¡hg“u dprlsu dpV¡$)(g¡hg“u dprlsu dpV¡$)(g¡hg“u dprlsu dpV¡$)(g¡hg“u dprlsu dpV¡$)(g¡hg“u dprlsu dpV¡$)`¡V$p d\L$ `|f r_e„ÓZ : hX$uhpX$u Ar‚id_ A_¡ spÐL$prgL$ k¡hpAp¡ : V¡guap¡“ “„bf : 2343545hX$uhpX$u Ar‚id_ A_¡ spÐL$prgL$ k¡hpAp¡ : V¡guap¡“ “„bf : 2343545hX$uhpX$u Ar‚id_ A_¡ spÐL$prgL$ k¡hpAp¡ : V¡guap¡“ “„bf : 2343545hX$uhpX$u Ar‚id_ A_¡ spÐL$prgL$ k¡hpAp¡ : V¡guap¡“ “„bf : 2343545hX$uhpX$u Ar‚id_ A_¡ spÐL$prgL$ k¡hpAp¡ : V¡guap¡“ “„bf : 2343545rhðprdÓu k`pV$u 26 a|V$ `lp¢ ¡Q¡ Ðepf¡ L$pe®fs b_i¡.rhðprdÓu k`pV$u 26 a|V$ `lp¢ ¡Q¡ Ðepf¡ L$pe®fs b_i¡.rhðprdÓu k`pV$u 26 a|V$ `lp¢ ¡Q¡ Ðepf¡ L$pe®fs b_i¡.rhðprdÓu k`pV$u 26 a|V$ `lp¢ ¡Q¡ Ðepf¡ L$pe®fs b_i¡.rhðprdÓu k`pV$u 26 a|V$ `lp¢ ¡Q¡ Ðepf¡ L$pe®fs b_i¡.Ap dy¿e r_e„ÓZ L¡$ÞÖ `f çeyr_rk`g L$rdi_fîu, X¡$àeyV$u çeyr_rk`g L$rdi_fîu (hluhV$) A_¡Ap dy¿e r_e„ÓZ L¡$ÞÖ `f çeyr_rk`g L$rdi_fîu, X¡$àeyV$u çeyr_rk`g L$rdi_fîu (hluhV$) A_¡Ap dy¿e r_e„ÓZ L¡$ÞÖ `f çeyr_rk`g L$rdi_fîu, X¡$àeyV$u çeyr_rk`g L$rdi_fîu (hluhV$) A_¡Ap dy¿e r_e„ÓZ L¡$ÞÖ `f çeyr_rk`g L$rdi_fîu, X¡$àeyV$u çeyr_rk`g L$rdi_fîu (hluhV$) A_¡Ap dy¿e r_e„ÓZ L¡$ÞÖ `f çeyr_rk`g L$rdi_fîu, X¡$àeyV$u çeyr_rk`g L$rdi_fîu (hluhV$) A_¡kuV$u A¡ÞÆ_uefîu_y„ kss dpN®vi®_ D`gå^ \B iL$i¡. s¡Ap¡ dÝeõ\ L¡$ÞÖ `f kss lpS>f flu_¡kuV$u A¡ÞÆ_uefîu_y„ kss dpN®vi®_ D`gå^ \B iL$i¡. s¡Ap¡ dÝeõ\ L¡$ÞÖ `f kss lpS>f flu_¡kuV$u A¡ÞÆ_uefîu_y„ kss dpN®vi®_ D`gå^ \B iL$i¡. s¡Ap¡ dÝeõ\ L¡$ÞÖ `f kss lpS>f flu_¡kuV$u A¡ÞÆ_uefîu_y„ kss dpN®vi®_ D`gå^ \B iL$i¡. s¡Ap¡ dÝeõ\ L¡$ÞÖ `f kss lpS>f flu_¡kuV$u A¡ÞÆ_uefîu_y„ kss dpN®vi®_ D`gå^ \B iL$i¡. s¡Ap¡ dÝeõ\ L¡$ÞÖ `f kss lpS>f flu_¡fpls L$pdp¡ A_¡ fpls L¡$ÞÖ_u L$pdNufu_y„ ìehqõ\s k„L$g_ L$fi¡.fpls L$pdp¡ A_¡ fpls L¡$ÞÖ_u L$pdNufu_y„ ìehqõ\s k„L$g_ L$fi¡.fpls L$pdp¡ A_¡ fpls L¡$ÞÖ_u L$pdNufu_y„ ìehqõ\s k„L$g_ L$fi¡.fpls L$pdp¡ A_¡ fpls L¡$ÞÖ_u L$pdNufu_y„ ìehqõ\s k„L$g_ L$fi¡.fpls L$pdp¡ A_¡ fpls L¡$ÞÖ_u L$pdNufu_y„ ìehqõ\s k„L$g_ L$fi¡.hX$uhpX$u ¡V$p d\L$ Qp¡dpkp_u iê$Aps\u S> AdyL$ dpgkpdp__p¡ S>Õ\p¡ r_erds fpMhp¡, _v$u_u k`pV$uhX$uhpX$u ¡V$p d\L$ Qp¡dpkp_u iê$Aps\u S> AdyL$ dpgkpdp__p¡ S>Õ\p¡ r_erds fpMhp¡, _v$u_u k`pV$uhX$uhpX$u ¡V$p d\L$ Qp¡dpkp_u iê$Aps\u S> AdyL$ dpgkpdp__p¡ S>Õ\p¡ r_erds fpMhp¡, _v$u_u k`pV$uhX$uhpX$u ¡V$p d\L$ Qp¡dpkp_u iê$Aps\u S> AdyL$ dpgkpdp__p¡ S>Õ\p¡ r_erds fpMhp¡, _v$u_u k`pV$uhX$uhpX$u ¡V$p d\L$ Qp¡dpkp_u iê$Aps\u S> AdyL$ dpgkpdp__p¡ S>Õ\p¡ r_erds fpMhp¡, _v$u_u k`pV$u26' lp¢Q¡ hX$uhpX$u ¡V$p L¡$ÞÖ_¡ L$pep®rÞhs b_phhp¡. hX$uhpX$u ¡V$p L¡$ÞÖ iê$ \e¡ L¡$ÞÖ_p¡ QpS>® X¡$àeyV$u26' lp¢Q¡ hX$uhpX$u ¡V$p L¡$ÞÖ_¡ L$pep®rÞhs b_phhp¡. hX$uhpX$u ¡V$p L¡$ÞÖ iê$ \e¡ L¡$ÞÖ_p¡ QpS>® X¡$àeyV$u26' lp¢Q¡ hX$uhpX$u ¡V$p L¡$ÞÖ_¡ L$pep®rÞhs b_phhp¡. hX$uhpX$u ¡V$p L¡$ÞÖ iê$ \e¡ L¡$ÞÖ_p¡ QpS>® X¡$àeyV$u26' lp¢Q¡ hX$uhpX$u ¡V$p L¡$ÞÖ_¡ L$pep®rÞhs b_phhp¡. hX$uhpX$u ¡V$p L¡$ÞÖ iê$ \e¡ L¡$ÞÖ_p¡ QpS>® X¡$àeyV$u26' lp¢Q¡ hX$uhpX$u ¡V$p L¡$ÞÖ_¡ L$pep®rÞhs b_phhp¡. hX$uhpX$u ¡V$p L¡$ÞÖ iê$ \e¡ L¡$ÞÖ_p¡ QpS>® X¡$àeyV$uçeyr_rk`g L$rdi_f(S>_fg) k„cpmi¡ s¡d_u dv$v$dp„ AprkõV$ÞV$ L$rdi_f (Tp¡_), “pebçeyr_rk`g L$rdi_f(S>_fg) k„cpmi¡ s¡d_u dv$v$dp„ AprkõV$ÞV$ L$rdi_f (Tp¡_), “pebçeyr_rk`g L$rdi_f(S>_fg) k„cpmi¡ s¡d_u dv$v$dp„ AprkõV$ÞV$ L$rdi_f (Tp¡_), “pebçeyr_rk`g L$rdi_f(S>_fg) k„cpmi¡ s¡d_u dv$v$dp„ AprkõV$ÞV$ L$rdi_f (Tp¡_), “pebçeyr_rk`g L$rdi_f(S>_fg) k„cpmi¡ s¡d_u dv$v$dp„ AprkõV$ÞV$ L$rdi_f (Tp¡_), “pebL$pe®‘pgL$ BS>“¡f (hp¡X®$-S>¡) a¡rdrg àgp_]N Ap¡qakf, _peb L$pe®`pgL$ BS>_¡f (õV²$uV$ gpBV$) fl¡i¡.L$pe®‘pgL$ BS>“¡f (hp¡X®$-S>¡) a¡rdrg àgp_]N Ap¡qakf, _peb L$pe®`pgL$ BS>_¡f (õV²$uV$ gpBV$) fl¡i¡.L$pe®‘pgL$ BS>“¡f (hp¡X®$-S>¡) a¡rdrg àgp_]N Ap¡qakf, _peb L$pe®`pgL$ BS>_¡f (õV²$uV$ gpBV$) fl¡i¡.L$pe®‘pgL$ BS>“¡f (hp¡X®$-S>¡) a¡rdrg àgp_]N Ap¡qakf, _peb L$pe®`pgL$ BS>_¡f (õV²$uV$ gpBV$) fl¡i¡.L$pe®‘pgL$ BS>“¡f (hp¡X®$-S>¡) a¡rdrg àgp_]N Ap¡qakf, _peb L$pe®`pgL$ BS>_¡f (õV²$uV$ gpBV$) fl¡i¡.AprkõV$ÞV$ L$rdi_f(Tp¡_¡) õV¡$i_fu kp\¡_p A¡L$ L$pfLy$_ A_¡ b¡ `V$phpmpAp¡ dpV¡$ ìehõ\p L$fhu.AprkõV$ÞV$ L$rdi_f(Tp¡_¡) õV¡$i_fu kp\¡_p A¡L$ L$pfLy$_ A_¡ b¡ `V$phpmpAp¡ dpV¡$ ìehõ\p L$fhu.AprkõV$ÞV$ L$rdi_f(Tp¡_¡) õV¡$i_fu kp\¡_p A¡L$ L$pfLy$_ A_¡ b¡ `V$phpmpAp¡ dpV¡$ ìehõ\p L$fhu.AprkõV$ÞV$ L$rdi_f(Tp¡_¡) õV¡$i_fu kp\¡_p A¡L$ L$pfLy$_ A_¡ b¡ `V$phpmpAp¡ dpV¡$ ìehõ\p L$fhu.AprkõV$ÞV$ L$rdi_f(Tp¡_¡) õV¡$i_fu kp\¡_p A¡L$ L$pfLy$_ A_¡ b¡ `V$phpmpAp¡ dpV¡$ ìehõ\p L$fhu.hX$uhpX$u `¡V$p L¡$ÞÖ¡ fpMhp_u kp^_ kpdN°u_u epv$u 3.02 dp„ kpd¡g R>¡.hX$uhpX$u `¡V$p L¡$ÞÖ¡ fpMhp_u kp^_ kpdN°u_u epv$u 3.02 dp„ kpd¡g R>¡.hX$uhpX$u `¡V$p L¡$ÞÖ¡ fpMhp_u kp^_ kpdN°u_u epv$u 3.02 dp„ kpd¡g R>¡.hX$uhpX$u `¡V$p L¡$ÞÖ¡ fpMhp_u kp^_ kpdN°u_u epv$u 3.02 dp„ kpd¡g R>¡.hX$uhpX$u `¡V$p L¡$ÞÖ¡ fpMhp_u kp^_ kpdN°u_u epv$u 3.02 dp„ kpd¡g R>¡.

Page 10: f hX$p¡v$fp dlp Nf‘prgL$p f

( 2 )( 2 )( 2 )( 2 )( 2 )

k„L$g_ A_¡ |f âk„N ¡ ¡ ¡ ¡ ¡ afÅ¡_u kp¢ Zu2.022.022.022.022.02 X¡àeyV$u çeyr_rk`g L$rdi_fîu (hluhV$) A\hp çeyr_rk`g L$rdi_f r_eyqL$s L$f¡ s¡ Ar^L$pfuA¡,X¡àeyV$u çeyr_rk`g L$rdi_fîu (hluhV$) A\hp çeyr_rk`g L$rdi_f r_eyqL$s L$f¡ s¡ Ar^L$pfuA¡,X¡àeyV$u çeyr_rk`g L$rdi_fîu (hluhV$) A\hp çeyr_rk`g L$rdi_f r_eyqL$s L$f¡ s¡ Ar^L$pfuA¡,X¡àeyV$u çeyr_rk`g L$rdi_fîu (hluhV$) A\hp çeyr_rk`g L$rdi_f r_eyqL$s L$f¡ s¡ Ar^L$pfuA¡,X¡àeyV$u çeyr_rk`g L$rdi_fîu (hluhV$) A\hp çeyr_rk`g L$rdi_f r_eyqL$s L$f¡ s¡ Ar^L$pfuA¡,

rS>‰p L$g¡L$V$fîu kp\¡ s\p buÅ kfL$pfu Ap¡qakf kp\¡ gpe¡T_ L$pdNufu k„cpmhu, A_¡ |f fpls dpV¡$rS>‰p L$g¡L$V$fîu kp\¡ s\p buÅ kfL$pfu Ap¡qakf kp\¡ gpe¡T_ L$pdNufu k„cpmhu, A_¡ |f fpls dpV¡$rS>‰p L$g¡L$V$fîu kp\¡ s\p buÅ kfL$pfu Ap¡qakf kp\¡ gpe¡T_ L$pdNufu k„cpmhu, A_¡ |f fpls dpV¡$rS>‰p L$g¡L$V$fîu kp\¡ s\p buÅ kfL$pfu Ap¡qakf kp\¡ gpe¡T_ L$pdNufu k„cpmhu, A_¡ |f fpls dpV¡$rS>‰p L$g¡L$V$fîu kp\¡ s\p buÅ kfL$pfu Ap¡qakf kp\¡ gpe¡T_ L$pdNufu k„cpmhu, A_¡ |f fpls dpV¡$S>ê$fu dv$v$ d¡mhhu. Apfp¡Áe Ar^L$pfuA¡ dÝeõ\ L¡$ÞÖ `f lpS>f flu_¡ Ål¡f Apfp¡Áe_u bpbsp¡ A„N¡S>ê$fu dv$v$ d¡mhhu. Apfp¡Áe Ar^L$pfuA¡ dÝeõ\ L¡$ÞÖ `f lpS>f flu_¡ Ål¡f Apfp¡Áe_u bpbsp¡ A„N¡S>ê$fu dv$v$ d¡mhhu. Apfp¡Áe Ar^L$pfuA¡ dÝeõ\ L¡$ÞÖ `f lpS>f flu_¡ Ål¡f Apfp¡Áe_u bpbsp¡ A„N¡S>ê$fu dv$v$ d¡mhhu. Apfp¡Áe Ar^L$pfuA¡ dÝeõ\ L¡$ÞÖ `f lpS>f flu_¡ Ål¡f Apfp¡Áe_u bpbsp¡ A„N¡S>ê$fu dv$v$ d¡mhhu. Apfp¡Áe Ar^L$pfuA¡ dÝeõ\ L¡$ÞÖ `f lpS>f flu_¡ Ål¡f Apfp¡Áe_u bpbsp¡ A„N¡kgpl Ap`hu. L$pe®`pgL$ BS>_¡f (õV²$uV$ gpBV$) Ap õ\m¡ lpS>f flu Bg¡L$V²$uL$ Mpsp_p L$pdp¡ A„N¡_ukgpl Ap`hu. L$pe®`pgL$ BS>_¡f (õV²$uV$ gpBV$) Ap õ\m¡ lpS>f flu Bg¡L$V²$uL$ Mpsp_p L$pdp¡ A„N¡_ukgpl Ap`hu. L$pe®`pgL$ BS>_¡f (õV²$uV$ gpBV$) Ap õ\m¡ lpS>f flu Bg¡L$V²$uL$ Mpsp_p L$pdp¡ A„N¡_ukgpl Ap`hu. L$pe®`pgL$ BS>_¡f (õV²$uV$ gpBV$) Ap õ\m¡ lpS>f flu Bg¡L$V²$uL$ Mpsp_p L$pdp¡ A„N¡_ukgpl Ap`hu. L$pe®`pgL$ BS>_¡f (õV²$uV$ gpBV$) Ap õ\m¡ lpS>f flu Bg¡L$V²$uL$ Mpsp_p L$pdp¡ A„N¡_usL¡$v$pfu fpMu s¡d_p lp\ _uQ¡_p Sy>v$p Sy>v$p Ar^L$pfuAp¡_¡ L$pdNufu dpV¡$ k|Q_p Ap`hu. apef rb°N¡X$sL¡$v$pfu fpMu s¡d_p lp\ _uQ¡_p Sy>v$p Sy>v$p Ar^L$pfuAp¡_¡ L$pdNufu dpV¡$ k|Q_p Ap`hu. apef rb°N¡X$sL¡$v$pfu fpMu s¡d_p lp\ _uQ¡_p Sy>v$p Sy>v$p Ar^L$pfuAp¡_¡ L$pdNufu dpV¡$ k|Q_p Ap`hu. apef rb°N¡X$sL¡$v$pfu fpMu s¡d_p lp\ _uQ¡_p Sy>v$p Sy>v$p Ar^L$pfuAp¡_¡ L$pdNufu dpV¡$ k|Q_p Ap`hu. apef rb°N¡X$sL¡$v$pfu fpMu s¡d_p lp\ _uQ¡_p Sy>v$p Sy>v$p Ar^L$pfuAp¡_¡ L$pdNufu dpV¡$ k|Q_p Ap`hu. apef rb°N¡X$dl¡L$d D`fp„s `|f Aphhp_u iL$esp_p âk„N¡ dy¿e d\L¡$ afS> D`f lpS>f \hp_p Ar^L$pfuAp¡_u epv$udl¡L$d D`fp„s `|f Aphhp_u iL$esp_p âk„N¡ dy¿e d\L¡$ afS> D`f lpS>f \hp_p Ar^L$pfuAp¡_u epv$udl¡L$d D`fp„s `|f Aphhp_u iL$esp_p âk„N¡ dy¿e d\L¡$ afS> D`f lpS>f \hp_p Ar^L$pfuAp¡_u epv$udl¡L$d D`fp„s `|f Aphhp_u iL$esp_p âk„N¡ dy¿e d\L¡$ afS> D`f lpS>f \hp_p Ar^L$pfuAp¡_u epv$udl¡L$d D`fp„s `|f Aphhp_u iL$esp_p âk„N¡ dy¿e d\L¡$ afS> D`f lpS>f \hp_p Ar^L$pfuAp¡_u epv$uAp`¡gu R>¡.Ap`¡gu R>¡.Ap`¡gu R>¡.Ap`¡gu R>¡.Ap`¡gu R>¡.

fpS>e kfL$pf_u L$Q¡fuAp¡ kp\¡_p k„L$g_ bpbs2.032.032.032.032.03 X¡$àeyV$u çeyr_rk`g L$rdi_fîu (hluhV$) fpS>e kfL$pf_p _uQ¡_p Ar^L$pfuAp¡ `pk¡\u iL$e s¡V$gu `|fX¡$àeyV$u çeyr_rk`g L$rdi_fîu (hluhV$) fpS>e kfL$pf_p _uQ¡_p Ar^L$pfuAp¡ `pk¡\u iL$e s¡V$gu `|fX¡$àeyV$u çeyr_rk`g L$rdi_fîu (hluhV$) fpS>e kfL$pf_p _uQ¡_p Ar^L$pfuAp¡ `pk¡\u iL$e s¡V$gu `|fX¡$àeyV$u çeyr_rk`g L$rdi_fîu (hluhV$) fpS>e kfL$pf_p _uQ¡_p Ar^L$pfuAp¡ `pk¡\u iL$e s¡V$gu `|fX¡$àeyV$u çeyr_rk`g L$rdi_fîu (hluhV$) fpS>e kfL$pf_p _uQ¡_p Ar^L$pfuAp¡ `pk¡\u iL$e s¡V$gu `|f

r_e„ÓZ A_¡ fpls L$pd dpV¡$ dv$v d¡mhhp âeÐ_ L$fhp¡.r_e„ÓZ A_¡ fpls L$pd dpV¡$ dv$v d¡mhhp âeÐ_ L$fhp¡.r_e„ÓZ A_¡ fpls L$pd dpV¡$ dv$v d¡mhhp âeÐ_ L$fhp¡.r_e„ÓZ A_¡ fpls L$pd dpV¡$ dv$v d¡mhhp âeÐ_ L$fhp¡.r_e„ÓZ A_¡ fpls L$pd dpV¡$ dv$v d¡mhhp âeÐ_ L$fhp¡.1 .1 .1 .1 .1 . rS>‰p L$g¡L$V$fîurS>‰p L$g¡L$V$fîurS>‰p L$g¡L$V$fîurS>‰p L$g¡L$V$fîurS>‰p L$g¡L$V$fîu2 .2 .2 .2 .2 . rS>‰p `p¡guk hX$p, ‘p¡rgk L$rdi“fîurS>‰p `p¡guk hX$p, ‘p¡rgk L$rdi“fîurS>‰p `p¡guk hX$p, ‘p¡rgk L$rdi“fîurS>‰p `p¡guk hX$p, ‘p¡rgk L$rdi“fîurS>‰p `p¡guk hX$p, ‘p¡rgk L$rdi“fîu3 .3 .3 .3 .3 . L$dpÞX$ÞV$ rS>‰p lp¡dNpX®$L$dpÞX$ÞV$ rS>‰p lp¡dNpX®$L$dpÞX$ÞV$ rS>‰p lp¡dNpX®$L$dpÞX$ÞV$ rS>‰p lp¡dNpX®$L$dpÞX$ÞV$ rS>‰p lp¡dNpX®$4 .4 .4 .4 .4 . Apf. V$u. Ap¡.Apf. V$u. Ap¡.Apf. V$u. Ap¡.Apf. V$u. Ap¡.Apf. V$u. Ap¡.5 .5 .5 .5 .5 . S.T. (A¡k. V$u.)(A¡k. V$u.)(A¡k. V$u.)(A¡k. V$u.)(A¡k. V$u.)6 .6 .6 .6 .6 . R & B Dept. (Apf. A“¡ bu. rhcpN) (Apf. A“¡ bu. rhcpN) (Apf. A“¡ bu. rhcpN) (Apf. A“¡ bu. rhcpN) (Apf. A“¡ bu. rhcpN)

2.042.042.042.042.04 Ap D`fp„s dlp_Nf‘prgL$p sfa\u `|f r_e„ÓZ A_¡ fpls L$pep£ dpV¡$ L$fhpdp„ Aph¡gu ìehõ\p_u ÅZAp D`fp„s dlp_Nf‘prgL$p sfa\u `|f r_e„ÓZ A_¡ fpls L$pep£ dpV¡$ L$fhpdp„ Aph¡gu ìehõ\p_u ÅZAp D`fp„s dlp_Nf‘prgL$p sfa\u `|f r_e„ÓZ A_¡ fpls L$pep£ dpV¡$ L$fhpdp„ Aph¡gu ìehõ\p_u ÅZAp D`fp„s dlp_Nf‘prgL$p sfa\u `|f r_e„ÓZ A_¡ fpls L$pep£ dpV¡$ L$fhpdp„ Aph¡gu ìehõ\p_u ÅZAp D`fp„s dlp_Nf‘prgL$p sfa\u `|f r_e„ÓZ A_¡ fpls L$pep£ dpV¡$ L$fhpdp„ Aph¡gu ìehõ\p_u ÅZL$g¡L$V$fîu, `p¡gukhX$p, ‘p¡rgk L$rdi“f, Apf. V$u. Ap¡. A_¡ L$dpÞXÞV$ $(lp¡dNpX®$)_¡ L$fhu.L$g¡L$V$fîu, `p¡gukhX$p, ‘p¡rgk L$rdi“f, Apf. V$u. Ap¡. A_¡ L$dpÞXÞV$ $(lp¡dNpX®$)_¡ L$fhu.L$g¡L$V$fîu, `p¡gukhX$p, ‘p¡rgk L$rdi“f, Apf. V$u. Ap¡. A_¡ L$dpÞXÞV$ $(lp¡dNpX®$)_¡ L$fhu.L$g¡L$V$fîu, `p¡gukhX$p, ‘p¡rgk L$rdi“f, Apf. V$u. Ap¡. A_¡ L$dpÞXÞV$ $(lp¡dNpX®$)_¡ L$fhu.L$g¡L$V$fîu, `p¡gukhX$p, ‘p¡rgk L$rdi“f, Apf. V$u. Ap¡. A_¡ L$dpÞXÞV$ $(lp¡dNpX®$)_¡ L$fhu.

2.0`2.0`2.0`2.0`2.0` L¡$ÞÖ A_¡ fpS>e kfL$pf_p ANÐe_p MpspAp¡_u V¡$rgap¡_ epv$u kpd¡g R>¡. (`p_ _„bf :L¡$ÞÖ A_¡ fpS>e kfL$pf_p ANÐe_p MpspAp¡_u V¡$rgap¡_ epv$u kpd¡g R>¡. (`p_ _„bf :L¡$ÞÖ A_¡ fpS>e kfL$pf_p ANÐe_p MpspAp¡_u V¡$rgap¡_ epv$u kpd¡g R>¡. (`p_ _„bf :L¡$ÞÖ A_¡ fpS>e kfL$pf_p ANÐe_p MpspAp¡_u V¡$rgap¡_ epv$u kpd¡g R>¡. (`p_ _„bf :L¡$ÞÖ A_¡ fpS>e kfL$pf_p ANÐe_p MpspAp¡_u V¡$rgap¡_ epv$u kpd¡g R>¡. (`p_ _„bf :6161616161 ) ) ) ) )kp^_ kpdN°u_u ìehõ\p

2.062.062.062.062.06 dÝeõ\ r_e„ÓZ L¡$ÞÖ D`f _peb L$pe®`pgL$ BS>_¡f (fp¡X$) A¡dZ¡ A¡L$ V²L$ A_¡ Ap¡R>pdp„ Ap¡R>p 10dÝeõ\ r_e„ÓZ L¡$ÞÖ D`f _peb L$pe®`pgL$ BS>_¡f (fp¡X$) A¡dZ¡ A¡L$ V²L$ A_¡ Ap¡R>pdp„ Ap¡R>p 10dÝeõ\ r_e„ÓZ L¡$ÞÖ D`f _peb L$pe®`pgL$ BS>_¡f (fp¡X$) A¡dZ¡ A¡L$ V²L$ A_¡ Ap¡R>pdp„ Ap¡R>p 10dÝeõ\ r_e„ÓZ L¡$ÞÖ D`f _peb L$pe®`pgL$ BS>_¡f (fp¡X$) A¡dZ¡ A¡L$ V²L$ A_¡ Ap¡R>pdp„ Ap¡R>p 10dÝeõ\ r_e„ÓZ L¡$ÞÖ D`f _peb L$pe®`pgL$ BS>_¡f (fp¡X$) A¡dZ¡ A¡L$ V²L$ A_¡ Ap¡R>pdp„ Ap¡R>p 10dS|>fp¡ A_¡ S>ê$fu kp^_ kpdN°uAp¡ kp\¡ kss lpS>f fl¡hy „. s¡Ap¡ sfa\u A¡L$ hMs L$pdNufu s¡d_pdS|>fp¡ A_¡ S>ê$fu kp^_ kpdN°uAp¡ kp\¡ kss lpS>f fl¡hy „. s¡Ap¡ sfa\u A¡L$ hMs L$pdNufu s¡d_pdS|>fp¡ A_¡ S>ê$fu kp^_ kpdN°uAp¡ kp\¡ kss lpS>f fl¡hy „. s¡Ap¡ sfa\u A¡L$ hMs L$pdNufu s¡d_pdS|>fp¡ A_¡ S>ê$fu kp^_ kpdN°uAp¡ kp\¡ kss lpS>f fl¡hy „. s¡Ap¡ sfa\u A¡L$ hMs L$pdNufu s¡d_pdS|>fp¡ A_¡ S>ê$fu kp^_ kpdN°uAp¡ kp\¡ kss lpS>f fl¡hy „. s¡Ap¡ sfa\u A¡L$ hMs L$pdNufu s¡d_pdpZkp¡_¡ kp¢`pB Nep bpv$ s|s® S> s¡Ap¡A¡ dÝeõ\ r_e„ÓZ L¡$ÞÖ D`f fs lpS>f \B S>hy„. Ap D`fp„sdpZkp¡_¡ kp¢`pB Nep bpv$ s|s® S> s¡Ap¡A¡ dÝeõ\ r_e„ÓZ L¡$ÞÖ D`f fs lpS>f \B S>hy„. Ap D`fp„sdpZkp¡_¡ kp¢`pB Nep bpv$ s|s® S> s¡Ap¡A¡ dÝeõ\ r_e„ÓZ L¡$ÞÖ D`f fs lpS>f \B S>hy„. Ap D`fp„sdpZkp¡_¡ kp¢`pB Nep bpv$ s|s® S> s¡Ap¡A¡ dÝeõ\ r_e„ÓZ L¡$ÞÖ D`f fs lpS>f \B S>hy„. Ap D`fp„sdpZkp¡_¡ kp¢`pB Nep bpv$ s|s® S> s¡Ap¡A¡ dÝeõ\ r_e„ÓZ L¡$ÞÖ D`f fs lpS>f \B S>hy„. Ap D`fp„sdÝeõ\ L¡$ÞÖ_p Ar^L$pfuAp¡, buÅ A_¡ ÓuÅ hN®_p Ar^L$pfuAp¡_¡ S>ê$qfeps dyS>b õ\m D`f lpS>fdÝeõ\ L¡$ÞÖ_p Ar^L$pfuAp¡, buÅ A_¡ ÓuÅ hN®_p Ar^L$pfuAp¡_¡ S>ê$qfeps dyS>b õ\m D`f lpS>fdÝeõ\ L¡$ÞÖ_p Ar^L$pfuAp¡, buÅ A_¡ ÓuÅ hN®_p Ar^L$pfuAp¡_¡ S>ê$qfeps dyS>b õ\m D`f lpS>fdÝeõ\ L¡$ÞÖ_p Ar^L$pfuAp¡, buÅ A_¡ ÓuÅ hN®_p Ar^L$pfuAp¡_¡ S>ê$qfeps dyS>b õ\m D`f lpS>fdÝeõ\ L¡$ÞÖ_p Ar^L$pfuAp¡, buÅ A_¡ ÓuÅ hN®_p Ar^L$pfuAp¡_¡ S>ê$qfeps dyS>b õ\m D`f lpS>ffpMhp_u ìehõ\p L$fhu.fpMhp_u ìehõ\p L$fhu.fpMhp_u ìehõ\p L$fhu.fpMhp_u ìehõ\p L$fhu.fpMhp_u ìehõ\p L$fhu.

fpls L¡$ÞÖp¡_u ìehõ\p3.013.013.013.013.01 fpls L¡$ÞÖ (20 fpls L¡$ÞÖp¡)

`|f Aphhp_u iL$esp_p âk„N¡ S>ê$fu A¡hp dl¡L$d A_¡ kp^_ kpdN°u Ap kp\¡ kpd¡g epv$u dyS>b fpls`|f Aphhp_u iL$esp_p âk„N¡ S>ê$fu A¡hp dl¡L$d A_¡ kp^_ kpdN°u Ap kp\¡ kpd¡g epv$u dyS>b fpls`|f Aphhp_u iL$esp_p âk„N¡ S>ê$fu A¡hp dl¡L$d A_¡ kp^_ kpdN°u Ap kp\¡ kpd¡g epv$u dyS>b fpls`|f Aphhp_u iL$esp_p âk„N¡ S>ê$fu A¡hp dl¡L$d A_¡ kp^_ kpdN°u Ap kp\¡ kpd¡g epv$u dyS>b fpls`|f Aphhp_u iL$esp_p âk„N¡ S>ê$fu A¡hp dl¡L$d A_¡ kp^_ kpdN°u Ap kp\¡ kpd¡g epv$u dyS>b fplsL¡$ÞÖ iê$ L$fhp. fpls L¡$ÞÖ hpf dl¡L$d_u epv$u X¡$àeyV$u çeyr_rk`g L$rdi_f (S>), kuV$u A¡qÞS>r_ef,L¡$ÞÖ iê$ L$fhp. fpls L¡$ÞÖ hpf dl¡L$d_u epv$u X¡$àeyV$u çeyr_rk`g L$rdi_f (S>), kuV$u A¡qÞS>r_ef,L¡$ÞÖ iê$ L$fhp. fpls L¡$ÞÖ hpf dl¡L$d_u epv$u X¡$àeyV$u çeyr_rk`g L$rdi_f (S>), kuV$u A¡qÞS>r_ef,L¡$ÞÖ iê$ L$fhp. fpls L¡$ÞÖ hpf dl¡L$d_u epv$u X¡$àeyV$u çeyr_rk`g L$rdi_f (S>), kuV$u A¡qÞS>r_ef,L¡$ÞÖ iê$ L$fhp. fpls L¡$ÞÖ hpf dl¡L$d_u epv$u X¡$àeyV$u çeyr_rk`g L$rdi_f (S>), kuV$u A¡qÞS>r_ef,s\p k„L$g_ Ar^L$pfu A¡dZ¡ 15du d¡ ky^udp„ blpf `pX$hu.s\p k„L$g_ Ar^L$pfu A¡dZ¡ 15du d¡ ky^udp„ blpf `pX$hu.s\p k„L$g_ Ar^L$pfu A¡dZ¡ 15du d¡ ky^udp„ blpf `pX$hu.s\p k„L$g_ Ar^L$pfu A¡dZ¡ 15du d¡ ky^udp„ blpf `pX$hu.s\p k„L$g_ Ar^L$pfu A¡dZ¡ 15du d¡ ky^udp„ blpf `pX$hu.

3.023.023.023.023.02 D5f S>Zph¡g vf¡L$ fpls L¡$ÞÖ D`f _uQ¡ âdpZ¡_u ìehõ\p lp¡hu Å¡BA¡, fpls L¡$ÞÖdp„ fpMhp_p„ kp^_D5f S>Zph¡g vf¡L$ fpls L¡$ÞÖ D`f _uQ¡ âdpZ¡_u ìehõ\p lp¡hu Å¡BA¡, fpls L¡$ÞÖdp„ fpMhp_p„ kp^_D5f S>Zph¡g vf¡L$ fpls L¡$ÞÖ D`f _uQ¡ âdpZ¡_u ìehõ\p lp¡hu Å¡BA¡, fpls L¡$ÞÖdp„ fpMhp_p„ kp^_D5f S>Zph¡g vf¡L$ fpls L¡$ÞÖ D`f _uQ¡ âdpZ¡_u ìehõ\p lp¡hu Å¡BA¡, fpls L¡$ÞÖdp„ fpMhp_p„ kp^_D5f S>Zph¡g vf¡L$ fpls L¡$ÞÖ D`f _uQ¡ âdpZ¡_u ìehõ\p lp¡hu Å¡BA¡, fpls L¡$ÞÖdp„ fpMhp_p„ kp^_kpdN°u A„N¡_u rhNshpf dprlrs Ap kp\¡ Ap`¡gu R>¡.kpdN°u A„N¡_u rhNshpf dprlrs Ap kp\¡ Ap`¡gu R>¡.kpdN°u A„N¡_u rhNshpf dprlrs Ap kp\¡ Ap`¡gu R>¡.kpdN°u A„N¡_u rhNshpf dprlrs Ap kp\¡ Ap`¡gu R>¡.kpdN°u A„N¡_u rhNshpf dprlrs Ap kp\¡ Ap`¡gu R>¡.1.1.1.1.1. â\d hN®_p A\hp s¡ L$np_p Ar^L$pfuâ\d hN®_p A\hp s¡ L$np_p Ar^L$pfuâ\d hN®_p A\hp s¡ L$np_p Ar^L$pfuâ\d hN®_p A\hp s¡ L$np_p Ar^L$pfuâ\d hN®_p A\hp s¡ L$np_p Ar^L$pfu2.2.2.2.2. buÅ hN®_p Ar^L$pfuAp¡buÅ hN®_p Ar^L$pfuAp¡buÅ hN®_p Ar^L$pfuAp¡buÅ hN®_p Ar^L$pfuAp¡buÅ hN®_p Ar^L$pfuAp¡3.3.3.3.3. ÓuÅ hN®_p L$d®QpfuAp¡ÓuÅ hN®_p L$d®QpfuAp¡ÓuÅ hN®_p L$d®QpfuAp¡ÓuÅ hN®_p L$d®QpfuAp¡ÓuÅ hN®_p L$d®QpfuAp¡4.4.4.4.4. hp¡X®$ Ap¡qak_p AÞe L$d®QpfuAp¡ S>¡ lp¡e s¡hp¡X®$ Ap¡qak_p AÞe L$d®QpfuAp¡ S>¡ lp¡e s¡hp¡X®$ Ap¡qak_p AÞe L$d®QpfuAp¡ S>¡ lp¡e s¡hp¡X®$ Ap¡qak_p AÞe L$d®QpfuAp¡ S>¡ lp¡e s¡hp¡X®$ Ap¡qak_p AÞe L$d®QpfuAp¡ S>¡ lp¡e s¡`.`.`.`.`. S>ê$fu dpgkpdp_ kl A¡L$ V²L$ A_¡ 10 b¡gv$pfS>ê$fu dpgkpdp_ kl A¡L$ V²L$ A_¡ 10 b¡gv$pfS>ê$fu dpgkpdp_ kl A¡L$ V²L$ A_¡ 10 b¡gv$pfS>ê$fu dpgkpdp_ kl A¡L$ V²L$ A_¡ 10 b¡gv$pfS>ê$fu dpgkpdp_ kl A¡L$ V²L$ A_¡ 10 b¡gv$pf6.6.6.6.6. Æ` ANf õV¡$i_h¡N_, JQp X$ç‘f, gpBaf]N, gpBa S>¡L¡$V$Æ` ANf õV¡$i_h¡N_, JQp X$ç‘f, gpBaf]N, gpBa S>¡L¡$V$Æ` ANf õV¡$i_h¡N_, JQp X$ç‘f, gpBaf]N, gpBa S>¡L¡$V$Æ` ANf õV¡$i_h¡N_, JQp X$ç‘f, gpBaf]N, gpBa S>¡L¡$V$Æ` ANf õV¡$i_h¡N_, JQp X$ç‘f, gpBaf]N, gpBa S>¡L¡$V$7.7.7.7.7. sfp`p, hp„k, v$p¡qfep, L$p\u, ÓuL$d, sNpfp, phX$p, b¡V$fu, V$p¡Q® gpBV$ rhN¡f¡ S>¡ fp¡X$ ipMpdp„\usfp`p, hp„k, v$p¡qfep, L$p\u, ÓuL$d, sNpfp, phX$p, b¡V$fu, V$p¡Q® gpBV$ rhN¡f¡ S>¡ fp¡X$ ipMpdp„\usfp`p, hp„k, v$p¡qfep, L$p\u, ÓuL$d, sNpfp, phX$p, b¡V$fu, V$p¡Q® gpBV$ rhN¡f¡ S>¡ fp¡X$ ipMpdp„\usfp`p, hp„k, v$p¡qfep, L$p\u, ÓuL$d, sNpfp, phX$p, b¡V$fu, V$p¡Q® gpBV$ rhN¡f¡ S>¡ fp¡X$ ipMpdp„\usfp`p, hp„k, v$p¡qfep, L$p\u, ÓuL$d, sNpfp, phX$p, b¡V$fu, V$p¡Q® gpBV$ rhN¡f¡ S>¡ fp¡X$ ipMpdp„\u

A\hp _ÆL$_u hp¡X®$ L$Q¡fudp„\u d¡mhu g¡hp_p R>¡.A\hp _ÆL$_u hp¡X®$ L$Q¡fudp„\u d¡mhu g¡hp_p R>¡.A\hp _ÆL$_u hp¡X®$ L$Q¡fudp„\u d¡mhu g¡hp_p R>¡.A\hp _ÆL$_u hp¡X®$ L$Q¡fudp„\u d¡mhu g¡hp_p R>¡.A\hp _ÆL$_u hp¡X®$ L$Q¡fudp„\u d¡mhu g¡hp_p R>¡.

Page 11: f hX$p¡v$fp dlp Nf‘prgL$p f

( 3 )( 3 )( 3 )( 3 )( 3 )

8 .8 .8 .8 .8 . aõV®$ A¡BX$ bp¡L$k s\p dp„v$Nu_p kde¡ v$hpAp¡ Apfp¡Áe rhcpN¡ Ap`hp_p R>¡. hp¡X®$ v$uW$ aõV®$aõV®$ A¡BX$ bp¡L$k s\p dp„v$Nu_p kde¡ v$hpAp¡ Apfp¡Áe rhcpN¡ Ap`hp_p R>¡. hp¡X®$ v$uW$ aõV®$aõV®$ A¡BX$ bp¡L$k s\p dp„v$Nu_p kde¡ v$hpAp¡ Apfp¡Áe rhcpN¡ Ap`hp_p R>¡. hp¡X®$ v$uW$ aõV®$aõV®$ A¡BX$ bp¡L$k s\p dp„v$Nu_p kde¡ v$hpAp¡ Apfp¡Áe rhcpN¡ Ap`hp_p R>¡. hp¡X®$ v$uW$ aõV®$aõV®$ A¡BX$ bp¡L$k s\p dp„v$Nu_p kde¡ v$hpAp¡ Apfp¡Áe rhcpN¡ Ap`hp_p R>¡. hp¡X®$ v$uW$ aõV®$A¡BX$_p b¡ bp¡L$k 10 S|>_ ky^udp„ v$f¡L$ hp¡X®$ Ap¡qakf¡ bphQphpX$ v$hpMp_¡\u d¡mhu g¡hp.A¡BX$_p b¡ bp¡L$k 10 S|>_ ky^udp„ v$f¡L$ hp¡X®$ Ap¡qakf¡ bphQphpX$ v$hpMp_¡\u d¡mhu g¡hp.A¡BX$_p b¡ bp¡L$k 10 S|>_ ky^udp„ v$f¡L$ hp¡X®$ Ap¡qakf¡ bphQphpX$ v$hpMp_¡\u d¡mhu g¡hp.A¡BX$_p b¡ bp¡L$k 10 S|>_ ky^udp„ v$f¡L$ hp¡X®$ Ap¡qakf¡ bphQphpX$ v$hpMp_¡\u d¡mhu g¡hp.A¡BX$_p b¡ bp¡L$k 10 S|>_ ky^udp„ v$f¡L$ hp¡X®$ Ap¡qakf¡ bphQphpX$ v$hpMp_¡\u d¡mhu g¡hp.

9.9.9.9.9. fuQpS>£bg V$p¡Q®, l¡ÞX$Ágp¡T, dpõL$fuQpS>£bg V$p¡Q®, l¡ÞX$Ágp¡T, dpõL$fuQpS>£bg V$p¡Q®, l¡ÞX$Ágp¡T, dpõL$fuQpS>£bg V$p¡Q®, l¡ÞX$Ágp¡T, dpõL$fuQpS>£bg V$p¡Q®, l¡ÞX$Ágp¡T, dpõL$h^pfp_p hpl_p¡ A_¡ A¡k. V$u. bkp¡ A„N¡_u ìehõ\p

3.033.033.033.033.03 `|f r_e„ÓZ L$pdNufudp„ hpl_p¡_u W$uL$ W$uL$ âdpZdp„ S>ê$qfeps fl¡su lp¡e R>¡. hX$p¡v$fp`|f r_e„ÓZ L$pdNufudp„ hpl_p¡_u W$uL$ W$uL$ âdpZdp„ S>ê$qfeps fl¡su lp¡e R>¡. hX$p¡v$fp`|f r_e„ÓZ L$pdNufudp„ hpl_p¡_u W$uL$ W$uL$ âdpZdp„ S>ê$qfeps fl¡su lp¡e R>¡. hX$p¡v$fp`|f r_e„ÓZ L$pdNufudp„ hpl_p¡_u W$uL$ W$uL$ âdpZdp„ S>ê$qfeps fl¡su lp¡e R>¡. hX$p¡v$fp`|f r_e„ÓZ L$pdNufudp„ hpl_p¡_u W$uL$ W$uL$ âdpZdp„ S>ê$qfeps fl¡su lp¡e R>¡. hX$p¡v$fp dlp_Nf‘prgL$p dlp_Nf‘prgL$p dlp_Nf‘prgL$p dlp_Nf‘prgL$p dlp_Nf‘prgL$p`pk¡ hpl_p¡_u k„¿ep A`|fsu R>¡, R>sp„ `|f lp¡_pfs S>¡hu, L$V$p¡L$V$u S>¡ `qfqõ\rs Ecu \pe sp¡ `|f`pk¡ hpl_p¡_u k„¿ep A`|fsu R>¡, R>sp„ `|f lp¡_pfs S>¡hu, L$V$p¡L$V$u S>¡ `qfqõ\rs Ecu \pe sp¡ `|f`pk¡ hpl_p¡_u k„¿ep A`|fsu R>¡, R>sp„ `|f lp¡_pfs S>¡hu, L$V$p¡L$V$u S>¡ `qfqõ\rs Ecu \pe sp¡ `|f`pk¡ hpl_p¡_u k„¿ep A`|fsu R>¡, R>sp„ `|f lp¡_pfs S>¡hu, L$V$p¡L$V$u S>¡ `qfqõ\rs Ecu \pe sp¡ `|f`pk¡ hpl_p¡_u k„¿ep A`|fsu R>¡, R>sp„ `|f lp¡_pfs S>¡hu, L$V$p¡L$V$u S>¡ `qfqõ\rs Ecu \pe sp¡ `|fr_e„ÓZdp„ k„L$mpe¡g s„Ó pk¡ s¡ kde¡ hpl_p¡ |fsp„ âdpZdp„ lp¡hp S>ê$fu R>¡. Ap S>ê$fueps_¡ lp¢Qur_e„ÓZdp„ k„L$mpe¡g s„Ó pk¡ s¡ kde¡ hpl_p¡ |fsp„ âdpZdp„ lp¡hp S>ê$fu R>¡. Ap S>ê$fueps_¡ lp¢Qur_e„ÓZdp„ k„L$mpe¡g s„Ó pk¡ s¡ kde¡ hpl_p¡ |fsp„ âdpZdp„ lp¡hp S>ê$fu R>¡. Ap S>ê$fueps_¡ lp¢Qur_e„ÓZdp„ k„L$mpe¡g s„Ó pk¡ s¡ kde¡ hpl_p¡ |fsp„ âdpZdp„ lp¡hp S>ê$fu R>¡. Ap S>ê$fueps_¡ lp¢Qur_e„ÓZdp„ k„L$mpe¡g s„Ó pk¡ s¡ kde¡ hpl_p¡ |fsp„ âdpZdp„ lp¡hp S>ê$fu R>¡. Ap S>ê$fueps_¡ lp¢Quhmhp dpV¡$. X¡$àeyV$u çeyr_rk`g L$rdi_f (h) A¡ 1 S|>_ ky^udp„ Æ`, V²L$, A¡a. ku. S>¡hp hpl_p¡ `|fhmhp dpV¡$. X¡$àeyV$u çeyr_rk`g L$rdi_f (h) A¡ 1 S|>_ ky^udp„ Æ`, V²L$, A¡a. ku. S>¡hp hpl_p¡ `|fhmhp dpV¡$. X¡$àeyV$u çeyr_rk`g L$rdi_f (h) A¡ 1 S|>_ ky^udp„ Æ`, V²L$, A¡a. ku. S>¡hp hpl_p¡ `|fhmhp dpV¡$. X¡$àeyV$u çeyr_rk`g L$rdi_f (h) A¡ 1 S|>_ ky^udp„ Æ`, V²L$, A¡a. ku. S>¡hp hpl_p¡ `|fhmhp dpV¡$. X¡$àeyV$u çeyr_rk`g L$rdi_f (h) A¡ 1 S|>_ ky^udp„ Æ`, V²L$, A¡a. ku. S>¡hp hpl_p¡ `|ffpls dpV¡$ kfL$pfu s„Ó `pk¡\u D`gå^ L$fu iL$pe s¡hp hpl_p¡_u epv$u S>¡ s¡ L$Q¡fu A_¡ X²pBhfp¡_pfpls dpV¡$ kfL$pfu s„Ó `pk¡\u D`gå^ L$fu iL$pe s¡hp hpl_p¡_u epv$u S>¡ s¡ L$Q¡fu A_¡ X²pBhfp¡_pfpls dpV¡$ kfL$pfu s„Ó `pk¡\u D`gå^ L$fu iL$pe s¡hp hpl_p¡_u epv$u S>¡ s¡ L$Q¡fu A_¡ X²pBhfp¡_pfpls dpV¡$ kfL$pfu s„Ó `pk¡\u D`gå^ L$fu iL$pe s¡hp hpl_p¡_u epv$u S>¡ s¡ L$Q¡fu A_¡ X²pBhfp¡_pfpls dpV¡$ kfL$pfu s„Ó `pk¡\u D`gå^ L$fu iL$pe s¡hp hpl_p¡_u epv$u S>¡ s¡ L$Q¡fu A_¡ X²pBhfp¡_p_pd kp\¡ hpl_p¡_u fÆõV²¡$i_ _„bf kp\¡_u epv$u hX$p¡v$fp L$g¡L$V$fîu `pk¡\u d¡mhhp ìehõ\p L$fhu_pd kp\¡ hpl_p¡_u fÆõV²¡$i_ _„bf kp\¡_u epv$u hX$p¡v$fp L$g¡L$V$fîu `pk¡\u d¡mhhp ìehõ\p L$fhu_pd kp\¡ hpl_p¡_u fÆõV²¡$i_ _„bf kp\¡_u epv$u hX$p¡v$fp L$g¡L$V$fîu `pk¡\u d¡mhhp ìehõ\p L$fhu_pd kp\¡ hpl_p¡_u fÆõV²¡$i_ _„bf kp\¡_u epv$u hX$p¡v$fp L$g¡L$V$fîu `pk¡\u d¡mhhp ìehõ\p L$fhu_pd kp\¡ hpl_p¡_u fÆõV²¡$i_ _„bf kp\¡_u epv$u hX$p¡v$fp L$g¡L$V$fîu `pk¡\u d¡mhhp ìehõ\p L$fhu`|f A„N¡ k„b„r^s hpl_p¡ dlp_Nf‘prgL$p_p lhpg¡ d|L$hp L$g¡L$V$fîu k„b„q^s L$Q¡fuAp¡_¡ 10 S|>_ ky^u`|f A„N¡ k„b„r^s hpl_p¡ dlp_Nf‘prgL$p_p lhpg¡ d|L$hp L$g¡L$V$fîu k„b„q^s L$Q¡fuAp¡_¡ 10 S|>_ ky^u`|f A„N¡ k„b„r^s hpl_p¡ dlp_Nf‘prgL$p_p lhpg¡ d|L$hp L$g¡L$V$fîu k„b„q^s L$Q¡fuAp¡_¡ 10 S|>_ ky^u`|f A„N¡ k„b„r^s hpl_p¡ dlp_Nf‘prgL$p_p lhpg¡ d|L$hp L$g¡L$V$fîu k„b„q^s L$Q¡fuAp¡_¡ 10 S|>_ ky^u`|f A„N¡ k„b„r^s hpl_p¡ dlp_Nf‘prgL$p_p lhpg¡ d|L$hp L$g¡L$V$fîu k„b„q^s L$Q¡fuAp¡_¡ 10 S|>_ ky^uApv¡$i `pW$h¡ s¡ `Z X¡$àeyV$u çeyr_qk`g L$rdi_f (hluhV$) L$fi¡. kpdpÞe fus¡ _v$udp„ `|f k`pV$uApv¡$i `pW$h¡ s¡ `Z X¡$àeyV$u çeyr_qk`g L$rdi_f (hluhV$) L$fi¡. kpdpÞe fus¡ _v$udp„ `|f k`pV$uApv¡$i `pW$h¡ s¡ `Z X¡$àeyV$u çeyr_qk`g L$rdi_f (hluhV$) L$fi¡. kpdpÞe fus¡ _v$udp„ `|f k`pV$uApv¡$i `pW$h¡ s¡ `Z X¡$àeyV$u çeyr_qk`g L$rdi_f (hluhV$) L$fi¡. kpdpÞe fus¡ _v$udp„ `|f k`pV$uApv¡$i `pW$h¡ s¡ `Z X¡$àeyV$u çeyr_qk`g L$rdi_f (hluhV$) L$fi¡. kpdpÞe fus¡ _v$udp„ `|f k`pV$us¡_u â\d_u ceS>_L$ k`pV$uA¡ (22 ayV$_u k`pV$uA¡) `lp¢Q¡ L¡$ syfs S> Aphp sdpd hpl_p¡ dy¿es¡_u â\d_u ceS>_L$ k`pV$uA¡ (22 ayV$_u k`pV$uA¡) `lp¢Q¡ L¡$ syfs S> Aphp sdpd hpl_p¡ dy¿es¡_u â\d_u ceS>_L$ k`pV$uA¡ (22 ayV$_u k`pV$uA¡) `lp¢Q¡ L¡$ syfs S> Aphp sdpd hpl_p¡ dy¿es¡_u â\d_u ceS>_L$ k`pV$uA¡ (22 ayV$_u k`pV$uA¡) `lp¢Q¡ L¡$ syfs S> Aphp sdpd hpl_p¡ dy¿es¡_u â\d_u ceS>_L$ k`pV$uA¡ (22 ayV$_u k`pV$uA¡) `lp¢Q¡ L¡$ syfs S> Aphp sdpd hpl_p¡ dy¿efpls L¡$ÞÖ D`f lpS>f L$fphhp.fpls L¡$ÞÖ D`f lpS>f L$fphhp.fpls L¡$ÞÖ D`f lpS>f L$fphhp.fpls L¡$ÞÖ D`f lpS>f L$fphhp.fpls L¡$ÞÖ D`f lpS>f L$fphhp.Aphu S> fus¡ AkfN°õsp¡_¡ Mk¡X$hpdp„ A_¡ buÆ S>ê$qfepsp¡ dpV¡$ `qfqõ\rs_y„ d|ëep„L$_ L$fuAphu S> fus¡ AkfN°õsp¡_¡ Mk¡X$hpdp„ A_¡ buÆ S>ê$qfepsp¡ dpV¡$ `qfqõ\rs_y„ d|ëep„L$_ L$fuAphu S> fus¡ AkfN°õsp¡_¡ Mk¡X$hpdp„ A_¡ buÆ S>ê$qfepsp¡ dpV¡$ `qfqõ\rs_y„ d|ëep„L$_ L$fuAphu S> fus¡ AkfN°õsp¡_¡ Mk¡X$hpdp„ A_¡ buÆ S>ê$qfepsp¡ dpV¡$ `qfqõ\rs_y„ d|ëep„L$_ L$fuAphu S> fus¡ AkfN°õsp¡_¡ Mk¡X$hpdp„ A_¡ buÆ S>ê$qfepsp¡ dpV¡$ `qfqõ\rs_y„ d|ëep„L$_ L$fuS>ê$fueps dyS>b_u k„¿epdp„ A¡k. V$u. s„Ó `pk¡\u bkp¡ d¡mhhp_u S>hpbv$pfu `Z X¡$àeyV$uS>ê$fueps dyS>b_u k„¿epdp„ A¡k. V$u. s„Ó `pk¡\u bkp¡ d¡mhhp_u S>hpbv$pfu `Z X¡$àeyV$uS>ê$fueps dyS>b_u k„¿epdp„ A¡k. V$u. s„Ó `pk¡\u bkp¡ d¡mhhp_u S>hpbv$pfu `Z X¡$àeyV$uS>ê$fueps dyS>b_u k„¿epdp„ A¡k. V$u. s„Ó `pk¡\u bkp¡ d¡mhhp_u S>hpbv$pfu `Z X¡$àeyV$uS>ê$fueps dyS>b_u k„¿epdp„ A¡k. V$u. s„Ó `pk¡\u bkp¡ d¡mhhp_u S>hpbv$pfu `Z X¡$àeyV$uçeyr_rk`g L$rdi_f (hluhV$) A¡ Å¡hy„ Ap hpl_p¡_u S>ê$qfeps Dcu \pe Ðepf¡ s¡d_¡ afS> D`fçeyr_rk`g L$rdi_f (hluhV$) A¡ Å¡hy„ Ap hpl_p¡_u S>ê$qfeps Dcu \pe Ðepf¡ s¡d_¡ afS> D`fçeyr_rk`g L$rdi_f (hluhV$) A¡ Å¡hy„ Ap hpl_p¡_u S>ê$qfeps Dcu \pe Ðepf¡ s¡d_¡ afS> D`fçeyr_rk`g L$rdi_f (hluhV$) A¡ Å¡hy„ Ap hpl_p¡_u S>ê$qfeps Dcu \pe Ðepf¡ s¡d_¡ afS> D`fçeyr_rk`g L$rdi_f (hluhV$) A¡ Å¡hy„ Ap hpl_p¡_u S>ê$qfeps Dcu \pe Ðepf¡ s¡d_¡ afS> D`fbp¡gphhp_u ìehõ\p `Z X¡$àeyV$u çeyr_rk`g L$rdi_f (hluhV$)_u fl¡i¡. A_¡ s¡dZ¡ s¡ dpV¡$ 10bp¡gphhp_u ìehõ\p `Z X¡$àeyV$u çeyr_rk`g L$rdi_f (hluhV$)_u fl¡i¡. A_¡ s¡dZ¡ s¡ dpV¡$ 10bp¡gphhp_u ìehõ\p `Z X¡$àeyV$u çeyr_rk`g L$rdi_f (hluhV$)_u fl¡i¡. A_¡ s¡dZ¡ s¡ dpV¡$ 10bp¡gphhp_u ìehõ\p `Z X¡$àeyV$u çeyr_rk`g L$rdi_f (hluhV$)_u fl¡i¡. A_¡ s¡dZ¡ s¡ dpV¡$ 10bp¡gphhp_u ìehõ\p `Z X¡$àeyV$u çeyr_rk`g L$rdi_f (hluhV$)_u fl¡i¡. A_¡ s¡dZ¡ s¡ dpV¡$ 10S|>_ `l¡gp„ îu X$uhuT_g L„V²$p ¡g A¡k. V$u. kp\¡ k„L$g_ L$fu Ap dpV¡$_u ìehõ\p Np¡W$hu g¡hp_u R>¡.S|>_ `l¡gp„ îu X$uhuT_g L„V²$p ¡g A¡k. V$u. kp\¡ k„L$g_ L$fu Ap dpV¡$_u ìehõ\p Np¡W$hu g¡hp_u R>¡.S|>_ `l¡gp„ îu X$uhuT_g L„V²$p ¡g A¡k. V$u. kp\¡ k„L$g_ L$fu Ap dpV¡$_u ìehõ\p Np¡W$hu g¡hp_u R>¡.S|>_ `l¡gp„ îu X$uhuT_g L„V²$p ¡g A¡k. V$u. kp\¡ k„L$g_ L$fu Ap dpV¡$_u ìehõ\p Np¡W$hu g¡hp_u R>¡.S|>_ `l¡gp„ îu X$uhuT_g L„V²$p ¡g A¡k. V$u. kp\¡ k„L$g_ L$fu Ap dpV¡$_u ìehõ\p Np¡W$hu g¡hp_u R>¡.Ðepfbpv$$ _v$u_u k`pV$u, ÷ph n¡Ó_p¡ hfkpv$, ApS>hp\u R>p¡X$hpdp„ Aphsy„ `pZu rhN¡f¡ bpbsp¡Ðepfbpv$$ _v$u_u k`pV$u, ÷ph n¡Ó_p¡ hfkpv$, ApS>hp\u R>p¡X$hpdp„ Aphsy„ `pZu rhN¡f¡ bpbsp¡Ðepfbpv$$ _v$u_u k`pV$u, ÷ph n¡Ó_p¡ hfkpv$, ApS>hp\u R>p¡X$hpdp„ Aphsy„ `pZu rhN¡f¡ bpbsp¡Ðepfbpv$$ _v$u_u k`pV$u, ÷ph n¡Ó_p¡ hfkpv$, ApS>hp\u R>p¡X$hpdp„ Aphsy„ `pZu rhN¡f¡ bpbsp¡Ðepfbpv$$ _v$u_u k`pV$u, ÷ph n¡Ó_p¡ hfkpv$, ApS>hp\u R>p¡X$hpdp„ Aphsy„ `pZu rhN¡f¡ bpbsp¡Ýep_dp„ fpMu_¡ S>ê$f `X¡$ Ðepf¡ S>ê$fu k„¿epdp„ bkp¡ d¡mhu S>¡ s¡ õ\m¡ dp¡L$ghp_u L$pdNufu `ZÝep_dp„ fpMu_¡ S>ê$f `X¡$ Ðepf¡ S>ê$fu k„¿epdp„ bkp¡ d¡mhu S>¡ s¡ õ\m¡ dp¡L$ghp_u L$pdNufu `ZÝep_dp„ fpMu_¡ S>ê$f `X¡$ Ðepf¡ S>ê$fu k„¿epdp„ bkp¡ d¡mhu S>¡ s¡ õ\m¡ dp¡L$ghp_u L$pdNufu `ZÝep_dp„ fpMu_¡ S>ê$f `X¡$ Ðepf¡ S>ê$fu k„¿epdp„ bkp¡ d¡mhu S>¡ s¡ õ\m¡ dp¡L$ghp_u L$pdNufu `ZÝep_dp„ fpMu_¡ S>ê$f `X¡$ Ðepf¡ S>ê$fu k„¿epdp„ bkp¡ d¡mhu S>¡ s¡ õ\m¡ dp¡L$ghp_u L$pdNufu `ZX¡$àeyV$u çeyr_rk`g L$rdi_f (h)A¡ L$fhp_u fl¡i¡.X¡$àeyV$u çeyr_rk`g L$rdi_f (h)A¡ L$fhp_u fl¡i¡.X¡$àeyV$u çeyr_rk`g L$rdi_f (h)A¡ L$fhp_u fl¡i¡.X¡$àeyV$u çeyr_rk`g L$rdi_f (h)A¡ L$fhp_u fl¡i¡.X¡$àeyV$u çeyr_rk`g L$rdi_f (h)A¡ L$fhp_u fl¡i¡.

4.04.04.04.04.0 |f Apep¡S>_ A_¡ L$pe® Ùrshpefg¡k k¡V$k_u L$pdNufu : dlp_Nf‘prgL$p sfa\u _uQ¡ dyS>b_p õ\m¡ hpefg¡k k¡V$ d|L$hpdp„hpefg¡k k¡V$k_u L$pdNufu : dlp_Nf‘prgL$p sfa\u _uQ¡ dyS>b_p õ\m¡ hpefg¡k k¡V$ d|L$hpdp„hpefg¡k k¡V$k_u L$pdNufu : dlp_Nf‘prgL$p sfa\u _uQ¡ dyS>b_p õ\m¡ hpefg¡k k¡V$ d|L$hpdp„hpefg¡k k¡V$k_u L$pdNufu : dlp_Nf‘prgL$p sfa\u _uQ¡ dyS>b_p õ\m¡ hpefg¡k k¡V$ d|L$hpdp„hpefg¡k k¡V$k_u L$pdNufu : dlp_Nf‘prgL$p sfa\u _uQ¡ dyS>b_p õ\m¡ hpefg¡k k¡V$ d|L$hpdp„Aphi¡.Aphi¡.Aphi¡.Aphi¡.Aphi¡.1.1.1.1.1. ApS>hp, ApS>hp V$phfApS>hp, ApS>hp V$phfApS>hp, ApS>hp V$phfApS>hp, ApS>hp V$phfApS>hp, ApS>hp V$phf2.2.2.2.2. Apkp¡S>Apkp¡S>Apkp¡S>Apkp¡S>Apkp¡S>3.3.3.3.3. âsp``yfpâsp``yfpâsp``yfpâsp``yfpâsp``yfp4.4.4.4.4. dy¿e `|f r_e„ÓZ L¡$ÞÖ, kuV$u L$dpÞX$ A¡ÞX$ L„$V²$p ¡g k¡ÞV$f, bv$pdX$ubpN, hX$p¡v$fp.dy¿e `|f r_e„ÓZ L¡$ÞÖ, kuV$u L$dpÞX$ A¡ÞX$ L„$V²$p ¡g k¡ÞV$f, bv$pdX$ubpN, hX$p¡v$fp.dy¿e `|f r_e„ÓZ L¡$ÞÖ, kuV$u L$dpÞX$ A¡ÞX$ L„$V²$p ¡g k¡ÞV$f, bv$pdX$ubpN, hX$p¡v$fp.dy¿e `|f r_e„ÓZ L¡$ÞÖ, kuV$u L$dpÞX$ A¡ÞX$ L„$V²$p ¡g k¡ÞV$f, bv$pdX$ubpN, hX$p¡v$fp.dy¿e `|f r_e„ÓZ L¡$ÞÖ, kuV$u L$dpÞX$ A¡ÞX$ L„$V²$p ¡g k¡ÞV$f, bv$pdX$ubpN, hX$p¡v$fp.5.5.5.5.5. rhðprdÓu _v$u kyA¡T `„`]N õV¡$i_ L$pgp^p¡X$p `pk¡rhðprdÓu _v$u kyA¡T `„`]N õV¡$i_ L$pgp^p¡X$p `pk¡rhðprdÓu _v$u kyA¡T `„`]N õV¡$i_ L$pgp^p¡X$p `pk¡rhðprdÓu _v$u kyA¡T `„`]N õV¡$i_ L$pgp^p¡X$p `pk¡rhðprdÓu _v$u kyA¡T `„`]N õV¡$i_ L$pgp^p¡X$p `pk¡6.6.6.6.6. M„X¡$fph dpL£$V$ dlp_Nf‘prgL$p hX$p¡v$fp-dÝeõ\ |f r_e„ÓZ L¡$ÞÖ (S>ê$f lp¡e sp¡) 20 S>¡V$guM„X¡$fph dpL£$V$ dlp_Nf‘prgL$p hX$p¡v$fp-dÝeõ\ |f r_e„ÓZ L¡$ÞÖ (S>ê$f lp¡e sp¡) 20 S>¡V$guM„X¡$fph dpL£$V$ dlp_Nf‘prgL$p hX$p¡v$fp-dÝeõ\ |f r_e„ÓZ L¡$ÞÖ (S>ê$f lp¡e sp¡) 20 S>¡V$guM„X¡$fph dpL£$V$ dlp_Nf‘prgL$p hX$p¡v$fp-dÝeõ\ |f r_e„ÓZ L¡$ÞÖ (S>ê$f lp¡e sp¡) 20 S>¡V$guM„X¡$fph dpL£$V$ dlp_Nf‘prgL$p hX$p¡v$fp-dÝeõ\ |f r_e„ÓZ L¡$ÞÖ (S>ê$f lp¡e sp¡) 20 S>¡V$gu

s¥epf fpMhpdp„ Aph¡g R>¡.s¥epf fpMhpdp„ Aph¡g R>¡.s¥epf fpMhpdp„ Aph¡g R>¡.s¥epf fpMhpdp„ Aph¡g R>¡.s¥epf fpMhpdp„ Aph¡g R>¡.7.7.7.7.7. ìluL$g‘ygìluL$g‘ygìluL$g‘ygìluL$g‘ygìluL$g‘yg8.8.8.8.8. apef rb°N¡X$ L„$V²$p ¡gê$dapef rb°N¡X$ L„$V²$p ¡gê$dapef rb°N¡X$ L„$V²$p ¡gê$dapef rb°N¡X$ L„$V²$p ¡gê$dapef rb°N¡X$ L„$V²$p ¡gê$d9.9.9.9.9. fpeL$p, v$p¡X$L$p, ‘p¡CQp, apS>g‘yf A“¡ lfZu V$p„L$ufpeL$p, v$p¡X$L$p, ‘p¡CQp, apS>g‘yf A“¡ lfZu V$p„L$ufpeL$p, v$p¡X$L$p, ‘p¡CQp, apS>g‘yf A“¡ lfZu V$p„L$ufpeL$p, v$p¡X$L$p, ‘p¡CQp, apS>g‘yf A“¡ lfZu V$p„L$ufpeL$p, v$p¡X$L$p, ‘p¡CQp, apS>g‘yf A“¡ lfZu V$p„L$u

|f_u iL$esp_u dplusu_p âkpfZ dpV¡$_u ìehõ\p4.014.014.014.014.01 D`f S>Zph¡g hpefg¡k k¡V$k Üpfp hfkpv$ `X$hp_u dprlsu, smphp¡_u k`pV$u_u dprlsu s\p AÞeD`f S>Zph¡g hpefg¡k k¡V$k Üpfp hfkpv$ `X$hp_u dprlsu, smphp¡_u k`pV$u_u dprlsu s\p AÞeD`f S>Zph¡g hpefg¡k k¡V$k Üpfp hfkpv$ `X$hp_u dprlsu, smphp¡_u k`pV$u_u dprlsu s\p AÞeD`f S>Zph¡g hpefg¡k k¡V$k Üpfp hfkpv$ `X$hp_u dprlsu, smphp¡_u k`pV$u_u dprlsu s\p AÞeD`f S>Zph¡g hpefg¡k k¡V$k Üpfp hfkpv$ `X$hp_u dprlsu, smphp¡_u k`pV$u_u dprlsu s\p AÞe

dprlsu vf L$gpL¡$ k¡ÞV²$g apef õV¡$i_ dpfas¡ agX$ L„V²$p ¡g k¡g `f_p kuV$u A¡qÞS>r_efîu A_¡dprlsu vf L$gpL¡$ k¡ÞV²$g apef õV¡$i_ dpfas¡ agX$ L„V²$p ¡g k¡g `f_p kuV$u A¡qÞS>r_efîu A_¡dprlsu vf L$gpL¡$ k¡ÞV²$g apef õV¡$i_ dpfas¡ agX$ L„V²$p ¡g k¡g `f_p kuV$u A¡qÞS>r_efîu A_¡dprlsu vf L$gpL¡$ k¡ÞV²$g apef õV¡$i_ dpfas¡ agX$ L„V²$p ¡g k¡g `f_p kuV$u A¡qÞS>r_efîu A_¡dprlsu vf L$gpL¡$ k¡ÞV²$g apef õV¡$i_ dpfas¡ agX$ L„V²$p ¡g k¡g `f_p kuV$u A¡qÞS>r_efîu A_¡fpS>e kfL$pfîu_p ap¡Lg$Ap¡qakf_¡ ÅZ L$fhu. s¡ D`f\u NZsfu L$fu k„crhs `|f A„N¡ ÅZfpS>e kfL$pfîu_p ap¡Lg$Ap¡qakf_¡ ÅZ L$fhu. s¡ D`f\u NZsfu L$fu k„crhs `|f A„N¡ ÅZfpS>e kfL$pfîu_p ap¡Lg$Ap¡qakf_¡ ÅZ L$fhu. s¡ D`f\u NZsfu L$fu k„crhs `|f A„N¡ ÅZfpS>e kfL$pfîu_p ap¡Lg$Ap¡qakf_¡ ÅZ L$fhu. s¡ D`f\u NZsfu L$fu k„crhs `|f A„N¡ ÅZfpS>e kfL$pfîu_p ap¡Lg$Ap¡qakf_¡ ÅZ L$fhu. s¡ D`f\u NZsfu L$fu k„crhs `|f A„N¡ ÅZçeyr_rk`g L$rdi_fîu A_¡ rS>‰p L$g¡L$V$fîu_¡ Qua apef Ap¡qakf¡ L$fhu.çeyr_rk`g L$rdi_fîu A_¡ rS>‰p L$g¡L$V$fîu_¡ Qua apef Ap¡qakf¡ L$fhu.çeyr_rk`g L$rdi_fîu A_¡ rS>‰p L$g¡L$V$fîu_¡ Qua apef Ap¡qakf¡ L$fhu.çeyr_rk`g L$rdi_fîu A_¡ rS>‰p L$g¡L$V$fîu_¡ Qua apef Ap¡qakf¡ L$fhu.çeyr_rk`g L$rdi_fîu A_¡ rS>‰p L$g¡L$V$fîu_¡ Qua apef Ap¡qakf¡ L$fhu.Ap D`fp„s kdN° rS>‰p_u `|f r_e„ÓZ_u L$pdNufu_p cpN ê$`¡ kfL$pfîu sfa\u _uQ¡_u `p„QAp D`fp„s kdN° rS>‰p_u `|f r_e„ÓZ_u L$pdNufu_p cpN ê$`¡ kfL$pfîu sfa\u _uQ¡_u `p„QAp D`fp„s kdN° rS>‰p_u `|f r_e„ÓZ_u L$pdNufu_p cpN ê$`¡ kfL$pfîu sfa\u _uQ¡_u `p„QAp D`fp„s kdN° rS>‰p_u `|f r_e„ÓZ_u L$pdNufu_p cpN ê$`¡ kfL$pfîu sfa\u _uQ¡_u `p„QAp D`fp„s kdN° rS>‰p_u `|f r_e„ÓZ_u L$pdNufu_p cpN ê$`¡ kfL$pfîu sfa\u _uQ¡_u `p„QS>ÁepAp¡A¡. hpefg¡k-k¡V$k Np¡W$hhpdp„ Aph¡ R>¡. 1. lpgp¡g, 2. _kfhph, 3. ugp¡g, 4. _p¡fp,S>ÁepAp¡A¡. hpefg¡k-k¡V$k Np¡W$hhpdp„ Aph¡ R>¡. 1. lpgp¡g, 2. _kfhph, 3. ugp¡g, 4. _p¡fp,S>ÁepAp¡A¡. hpefg¡k-k¡V$k Np¡W$hhpdp„ Aph¡ R>¡. 1. lpgp¡g, 2. _kfhph, 3. ugp¡g, 4. _p¡fp,S>ÁepAp¡A¡. hpefg¡k-k¡V$k Np¡W$hhpdp„ Aph¡ R>¡. 1. lpgp¡g, 2. _kfhph, 3. ugp¡g, 4. _p¡fp,S>ÁepAp¡A¡. hpefg¡k-k¡V$k Np¡W$hhpdp„ Aph¡ R>¡. 1. lpgp¡g, 2. _kfhph, 3. ugp¡g, 4. _p¡fp,5. crZepfp S>ep„\u v$f L$gpL¡$ hfkpv$$ A_¡ _ÆL$_p rhõspf_p smphp¡ A_¡ _v$uAp¡_p `pZu_p5. crZepfp S>ep„\u v$f L$gpL¡$ hfkpv$$ A_¡ _ÆL$_p rhõspf_p smphp¡ A_¡ _v$uAp¡_p `pZu_p5. crZepfp S>ep„\u v$f L$gpL¡$ hfkpv$$ A_¡ _ÆL$_p rhõspf_p smphp¡ A_¡ _v$uAp¡_p `pZu_p5. crZepfp S>ep„\u v$f L$gpL¡$ hfkpv$$ A_¡ _ÆL$_p rhõspf_p smphp¡ A_¡ _v$uAp¡_p `pZu_p5. crZepfp S>ep„\u v$f L$gpL¡$ hfkpv$$ A_¡ _ÆL$_p rhõspf_p smphp¡ A_¡ _v$uAp¡_p `pZu_p

Page 12: f hX$p¡v$fp dlp Nf‘prgL$p f

( 4 )( 4 )( 4 )( 4 )( 4 )

g¡hg_u dprlsu dÝeõ\ r_e„ÓZ L¡$ÞÖ_¡ `lp¢QpX$hpdp„ Aph¡ R>¡. ApS>hp dyL$pd¡ dmsu dpqlsu_p¡g¡hg_u dprlsu dÝeõ\ r_e„ÓZ L¡$ÞÖ_¡ `lp¢QpX$hpdp„ Aph¡ R>¡. ApS>hp dyL$pd¡ dmsu dpqlsu_p¡g¡hg_u dprlsu dÝeõ\ r_e„ÓZ L¡$ÞÖ_¡ `lp¢QpX$hpdp„ Aph¡ R>¡. ApS>hp dyL$pd¡ dmsu dpqlsu_p¡g¡hg_u dprlsu dÝeõ\ r_e„ÓZ L¡$ÞÖ_¡ `lp¢QpX$hpdp„ Aph¡ R>¡. ApS>hp dyL$pd¡ dmsu dpqlsu_p¡g¡hg_u dprlsu dÝeõ\ r_e„ÓZ L¡$ÞÖ_¡ `lp¢QpX$hpdp„ Aph¡ R>¡. ApS>hp dyL$pd¡ dmsu dpqlsu_p¡km„N f¡L$p¡X®$ v$f L$gpL¡$ fMpe s¡_u L$pe®`pgL$ BS>_¡f (5pZu `yfhW$p) A¡dZ¡ sL¡$v$pfu fpMhu.km„N f¡L$p¡X®$ v$f L$gpL¡$ fMpe s¡_u L$pe®`pgL$ BS>_¡f (5pZu `yfhW$p) A¡dZ¡ sL¡$v$pfu fpMhu.km„N f¡L$p¡X®$ v$f L$gpL¡$ fMpe s¡_u L$pe®`pgL$ BS>_¡f (5pZu `yfhW$p) A¡dZ¡ sL¡$v$pfu fpMhu.km„N f¡L$p¡X®$ v$f L$gpL¡$ fMpe s¡_u L$pe®`pgL$ BS>_¡f (5pZu `yfhW$p) A¡dZ¡ sL¡$v$pfu fpMhu.km„N f¡L$p¡X®$ v$f L$gpL¡$ fMpe s¡_u L$pe®`pgL$ BS>_¡f (5pZu `yfhW$p) A¡dZ¡ sL¡$v$pfu fpMhu.

|f A„N¡ Q¡shZu Ap`hp_u ìehõ\p4.024.024.024.024.02 rhðprdÓu _v$udp„ `|f_p `pZu h^u füp li¡ Ðepf¡ il¡f_p _uQpZhpmp rhõspfp¡dp„rhðprdÓu _v$udp„ `|f_p `pZu h^u füp li¡ Ðepf¡ il¡f_p _uQpZhpmp rhõspfp¡dp„rhðprdÓu _v$udp„ `|f_p `pZu h^u füp li¡ Ðepf¡ il¡f_p _uQpZhpmp rhõspfp¡dp„rhðprdÓu _v$udp„ `|f_p `pZu h^u füp li¡ Ðepf¡ il¡f_p _uQpZhpmp rhõspfp¡dp„rhðprdÓu _v$udp„ `|f_p `pZu h^u füp li¡ Ðepf¡ il¡f_p _uQpZhpmp rhõspfp¡dp„

fl¡sp _pNqfL$p¡_¡ Q¡shZu s¡dS> kgpds õ\m¡ Mku S>hp _uQ¡ S>Zpìep âdpZ¡ kpef_ hNpX$hpdp„fl¡sp _pNqfL$p¡_¡ Q¡shZu s¡dS> kgpds õ\m¡ Mku S>hp _uQ¡ S>Zpìep âdpZ¡ kpef_ hNpX$hpdp„fl¡sp _pNqfL$p¡_¡ Q¡shZu s¡dS> kgpds õ\m¡ Mku S>hp _uQ¡ S>Zpìep âdpZ¡ kpef_ hNpX$hpdp„fl¡sp _pNqfL$p¡_¡ Q¡shZu s¡dS> kgpds õ\m¡ Mku S>hp _uQ¡ S>Zpìep âdpZ¡ kpef_ hNpX$hpdp„fl¡sp _pNqfL$p¡_¡ Q¡shZu s¡dS> kgpds õ\m¡ Mku S>hp _uQ¡ S>Zpìep âdpZ¡ kpef_ hNpX$hpdp„Aphi¡. Ap kpef_p¡ `¥L$u S>¡ kpef_p¡ kuhug X$ua¡Þk lõsL$ R>¡ s¡hp kpef_p¡ L„V²$p¡gf Ap¡a kuhug X$ua¡ÞkAphi¡. Ap kpef_p¡ `¥L$u S>¡ kpef_p¡ kuhug X$ua¡Þk lõsL$ R>¡ s¡hp kpef_p¡ L„V²$p¡gf Ap¡a kuhug X$ua¡ÞkAphi¡. Ap kpef_p¡ `¥L$u S>¡ kpef_p¡ kuhug X$ua¡Þk lõsL$ R>¡ s¡hp kpef_p¡ L„V²$p¡gf Ap¡a kuhug X$ua¡ÞkAphi¡. Ap kpef_p¡ `¥L$u S>¡ kpef_p¡ kuhug X$ua¡Þk lõsL$ R>¡ s¡hp kpef_p¡ L„V²$p¡gf Ap¡a kuhug X$ua¡ÞkAphi¡. Ap kpef_p¡ `¥L$u S>¡ kpef_p¡ kuhug X$ua¡Þk lõsL$ R>¡ s¡hp kpef_p¡ L„V²$p¡gf Ap¡a kuhug X$ua¡ÞkhNpX$hp_u ìehõ\p L$fi¡. A_¡ hX$p¡v$fp dlp_NfhNpX$hp_u ìehõ\p L$fi¡. A_¡ hX$p¡v$fp dlp_NfhNpX$hp_u ìehõ\p L$fi¡. A_¡ hX$p¡v$fp dlp_NfhNpX$hp_u ìehõ\p L$fi¡. A_¡ hX$p¡v$fp dlp_NfhNpX$hp_u ìehõ\p L$fi¡. A_¡ hX$p¡v$fp dlp_Nf‘prgL$p‘prgL$p‘prgL$p‘prgL$p‘prgL$p lõsL$ d|L¡$gp kpef_p¡ Qua apef Ap¡qakf lõsL$ d|L¡$gp kpef_p¡ Qua apef Ap¡qakf lõsL$ d|L¡$gp kpef_p¡ Qua apef Ap¡qakf lõsL$ d|L¡$gp kpef_p¡ Qua apef Ap¡qakf lõsL$ d|L¡$gp kpef_p¡ Qua apef Ap¡qakfhNpX$hp_u ìehõ\p L$fi¡.hNpX$hp_u ìehõ\p L$fi¡.hNpX$hp_u ìehõ\p L$fi¡.hNpX$hp_u ìehõ\p L$fi¡.hNpX$hp_u ìehõ\p L$fi¡.kpef_p¡ d|L$hpdp„ Aph¡gp õ\mp¡_p _pd1.1.1.1.1. àg¡_¡V¡$qfed kepÆbpNàg¡_¡V¡$qfed kepÆbpNàg¡_¡V¡$qfed kepÆbpNàg¡_¡V¡$qfed kepÆbpNàg¡_¡V¡$qfed kepÆbpN2.2.2.2.2. _heyN rh^pge, as¡N„S> (hX$p¡v$fp dlp_Nf‘prgL$p)_heyN rh^pge, as¡N„S> (hX$p¡v$fp dlp_Nf‘prgL$p)_heyN rh^pge, as¡N„S> (hX$p¡v$fp dlp_Nf‘prgL$p)_heyN rh^pge, as¡N„S> (hX$p¡v$fp dlp_Nf‘prgL$p)_heyN rh^pge, as¡N„S> (hX$p¡v$fp dlp_Nf‘prgL$p)3.3.3.3.3. AL$p¡Vp Bg¡. kbõV¡$i_ (hX$p¡v$fp dlp_Nf‘prgL$p)AL$p¡Vp Bg¡. kbõV¡$i_ (hX$p¡v$fp dlp_Nf‘prgL$p)AL$p¡Vp Bg¡. kbõV¡$i_ (hX$p¡v$fp dlp_Nf‘prgL$p)AL$p¡Vp Bg¡. kbõV¡$i_ (hX$p¡v$fp dlp_Nf‘prgL$p)AL$p¡Vp Bg¡. kbõV¡$i_ (hX$p¡v$fp dlp_Nf‘prgL$p)4.4.4.4.4. hX$kf kyA¡T ‘„‘]N õV¡$i“ (hX$p¡v$fp dlp_Nf‘prgL$p)hX$kf kyA¡T ‘„‘]N õV¡$i“ (hX$p¡v$fp dlp_Nf‘prgL$p)hX$kf kyA¡T ‘„‘]N õV¡$i“ (hX$p¡v$fp dlp_Nf‘prgL$p)hX$kf kyA¡T ‘„‘]N õV¡$i“ (hX$p¡v$fp dlp_Nf‘prgL$p)hX$kf kyA¡T ‘„‘]N õV¡$i“ (hX$p¡v$fp dlp_Nf‘prgL$p)5.5.5.5.5. gpgp gS>`sfpe õL|$g lfZugpgp gS>`sfpe õL|$g lfZugpgp gS>`sfpe õL|$g lfZugpgp gS>`sfpe õL|$g lfZugpgp gS>`sfpe õL|$g lfZu6.6.6.6.6. L$p¡W$u L$Q¡fuL$p¡W$u L$Q¡fuL$p¡W$u L$Q¡fuL$p¡W$u L$Q¡fuL$p¡W$u L$Q¡fu7.7.7.7.7. dp„X$hu v$fhpÅdp„X$hu v$fhpÅdp„X$hu v$fhpÅdp„X$hu v$fhpÅdp„X$hu v$fhpÅ8.8.8.8.8. kepÆN„S> `p¡guk õV¡$i_kepÆN„S> `p¡guk õV¡$i_kepÆN„S> `p¡guk õV¡$i_kepÆN„S> `p¡guk õV¡$i_kepÆN„S> `p¡guk õV¡$i_9.9.9.9.9. gpgbpN `p¡rgk V²$ ¡r_„N õL|$ggpgbpN `p¡rgk V²$ ¡r_„N õL|$ggpgbpN `p¡rgk V²$ ¡r_„N õL|$ggpgbpN `p¡rgk V²$ ¡r_„N õL|$ggpgbpN `p¡rgk V²$ ¡r_„N õL|$g10.10.10.10.10. cÖ L$Q¡fu `pZuN¡V$cÖ L$Q¡fu `pZuN¡V$cÖ L$Q¡fu `pZuN¡V$cÖ L$Q¡fu `pZuN¡V$cÖ L$Q¡fu `pZuN¡V$11.11.11.11.11. bfp¡X$p X¡$fu, dL$f`yfp fp¡X$bfp¡X$p X¡$fu, dL$f`yfp fp¡X$bfp¡X$p X¡$fu, dL$f`yfp fp¡X$bfp¡X$p X¡$fu, dL$f`yfp fp¡X$bfp¡X$p X¡$fu, dL$f`yfp fp¡X$12.12.12.12.12. rh^ys ch_ f¡kL$$p¡k®rh^ys ch_ f¡kL$$p¡k®rh^ys ch_ f¡kL$$p¡k®rh^ys ch_ f¡kL$$p¡k®rh^ys ch_ f¡kL$$p¡k®13.13.13.13.13. X²$N g¡bp¡f¡V$fu `p¡guV¡$L$_uL$ `pk¡X²$N g¡bp¡f¡V$fu `p¡guV¡$L$_uL$ `pk¡X²$N g¡bp¡f¡V$fu `p¡guV¡$L$_uL$ `pk¡X²$N g¡bp¡f¡V$fu `p¡guV¡$L$_uL$ `pk¡X²$N g¡bp¡f¡V$fu `p¡guV¡$L$_uL$ `pk¡14.14.14.14.14. hpX$u V$phfhpX$u V$phfhpX$u V$phfhpX$u V$phfhpX$u V$phf15.15.15.15.15. `pZuN¡V$ Ap¡hfl¡X$ V¡$ÞL$`pZuN¡V$ Ap¡hfl¡X$ V¡$ÞL$`pZuN¡V$ Ap¡hfl¡X$ V¡$ÞL$`pZuN¡V$ Ap¡hfl¡X$ V¡$ÞL$`pZuN¡V$ Ap¡hfl¡X$ V¡$ÞL$16.16.16.16.16. Np„^u_Nf N©lNp„^u_Nf N©lNp„^u_Nf N©lNp„^u_Nf N©lNp„^u_Nf N©l17.17.17.17.17. hX$uhpX$u hp¡V$f V¡$ÞL$hX$uhpX$u hp¡V$f V¡$ÞL$hX$uhpX$u hp¡V$f V¡$ÞL$hX$uhpX$u hp¡V$f V¡$ÞL$hX$uhpX$u hp¡V$f V¡$ÞL$18.18.18.18.18. Ar‚id_ A_¡ spÐL$prgL$ k¡hpAp¡, v$p„X$uep bÅf Ar‚id_ A_¡ spÐL$prgL$ k¡hpAp¡, v$p„X$uep bÅf Ar‚id_ A_¡ spÐL$prgL$ k¡hpAp¡, v$p„X$uep bÅf Ar‚id_ A_¡ spÐL$prgL$ k¡hpAp¡, v$p„X$uep bÅf Ar‚id_ A_¡ spÐL$prgL$ k¡hpAp¡, v$p„X$uep bÅf (hX$p¡v$fp dlp_Nf‘prgL$p)(hX$p¡v$fp dlp_Nf‘prgL$p)(hX$p¡v$fp dlp_Nf‘prgL$p)(hX$p¡v$fp dlp_Nf‘prgL$p)(hX$p¡v$fp dlp_Nf‘prgL$p)19.19.19.19.19. hX$p¡v$fp dlp_Nf‘prgL$p, M„X¡$fph dpL£$V$, hX$p¡v$fp.hX$p¡v$fp dlp_Nf‘prgL$p, M„X¡$fph dpL£$V$, hX$p¡v$fp.hX$p¡v$fp dlp_Nf‘prgL$p, M„X¡$fph dpL£$V$, hX$p¡v$fp.hX$p¡v$fp dlp_Nf‘prgL$p, M„X¡$fph dpL£$V$, hX$p¡v$fp.hX$p¡v$fp dlp_Nf‘prgL$p, M„X¡$fph dpL£$V$, hX$p¡v$fp.20.20.20.20.20. rhS>e_Nf, lfZu L$p¡çey_uV$u lpµg (hX$p¡v$fp dlp_Nf‘prgL$p)rhS>e_Nf, lfZu L$p¡çey_uV$u lpµg (hX$p¡v$fp dlp_Nf‘prgL$p)rhS>e_Nf, lfZu L$p¡çey_uV$u lpµg (hX$p¡v$fp dlp_Nf‘prgL$p)rhS>e_Nf, lfZu L$p¡çey_uV$u lpµg (hX$p¡v$fp dlp_Nf‘prgL$p)rhS>e_Nf, lfZu L$p¡çey_uV$u lpµg (hX$p¡v$fp dlp_Nf‘prgL$p)

dy¿e `|f r_e„ÓZ kuV$u L$dpÞX$ A¡ÞX$ L„$V²$p ¡g k¡ÞV$f Ar‚id_ A_¡ spÐL$prgL$ k¡hpAp¡ rhcpNdy¿e `|f r_e„ÓZ kuV$u L$dpÞX$ A¡ÞX$ L„$V²$p ¡g k¡ÞV$f Ar‚id_ A_¡ spÐL$prgL$ k¡hpAp¡ rhcpNdy¿e `|f r_e„ÓZ kuV$u L$dpÞX$ A¡ÞX$ L„$V²$p ¡g k¡ÞV$f Ar‚id_ A_¡ spÐL$prgL$ k¡hpAp¡ rhcpNdy¿e `|f r_e„ÓZ kuV$u L$dpÞX$ A¡ÞX$ L„$V²$p ¡g k¡ÞV$f Ar‚id_ A_¡ spÐL$prgL$ k¡hpAp¡ rhcpNdy¿e `|f r_e„ÓZ kuV$u L$dpÞX$ A¡ÞX$ L„$V²$p ¡g k¡ÞV$f Ar‚id_ A_¡ spÐL$prgL$ k¡hpAp¡ rhcpNAAAAA v$f hj£ 1 S|>_ \u iê$ L$fhpdp„ Aph¡ R>¡.v$f hj£ 1 S|>_ \u iê$ L$fhpdp„ Aph¡ R>¡.v$f hj£ 1 S|>_ \u iê$ L$fhpdp„ Aph¡ R>¡.v$f hj£ 1 S|>_ \u iê$ L$fhpdp„ Aph¡ R>¡.v$f hj£ 1 S|>_ \u iê$ L$fhpdp„ Aph¡ R>¡.AAAAA kpdpÞe hluhV$ rhcpN sfa\u hpefg¡k Ap¡`f¡V$fp¡, rk`pCAp¡, s\p r_c®esp_u L$pdNufu dpV¡$ A¡qÞS>r_efp¡_ukpdpÞe hluhV$ rhcpN sfa\u hpefg¡k Ap¡`f¡V$fp¡, rk`pCAp¡, s\p r_c®esp_u L$pdNufu dpV¡$ A¡qÞS>r_efp¡_ukpdpÞe hluhV$ rhcpN sfa\u hpefg¡k Ap¡`f¡V$fp¡, rk`pCAp¡, s\p r_c®esp_u L$pdNufu dpV¡$ A¡qÞS>r_efp¡_ukpdpÞe hluhV$ rhcpN sfa\u hpefg¡k Ap¡`f¡V$fp¡, rk`pCAp¡, s\p r_c®esp_u L$pdNufu dpV¡$ A¡qÞS>r_efp¡_ukpdpÞe hluhV$ rhcpN sfa\u hpefg¡k Ap¡`f¡V$fp¡, rk`pCAp¡, s\p r_c®esp_u L$pdNufu dpV¡$ A¡qÞS>r_efp¡_u

r_dZ|„L$ L$fhpdp„ Aph¡ R>¡.r_dZ|„L$ L$fhpdp„ Aph¡ R>¡.r_dZ|„L$ L$fhpdp„ Aph¡ R>¡.r_dZ|„L$ L$fhpdp„ Aph¡ R>¡.r_dZ|„L$ L$fhpdp„ Aph¡ R>¡.AAAAA Qua Ap¡qakf (apef) îu_p klL$pf A_¡ dv$v$$ dpV¡$ dlp_Nf k¡hp kv$__p b¡ DÃQ Ar^L$pfuîuAp¡_uQua Ap¡qakf (apef) îu_p klL$pf A_¡ dv$v$$ dpV¡$ dlp_Nf k¡hp kv$__p b¡ DÃQ Ar^L$pfuîuAp¡_uQua Ap¡qakf (apef) îu_p klL$pf A_¡ dv$v$$ dpV¡$ dlp_Nf k¡hp kv$__p b¡ DÃQ Ar^L$pfuîuAp¡_uQua Ap¡qakf (apef) îu_p klL$pf A_¡ dv$v$$ dpV¡$ dlp_Nf k¡hp kv$__p b¡ DÃQ Ar^L$pfuîuAp¡_uQua Ap¡qakf (apef) îu_p klL$pf A_¡ dv$v$$ dpV¡$ dlp_Nf k¡hp kv$__p b¡ DÃQ Ar^L$pfuîuAp¡_u

r_dZ|„L$$ L$fhpdp„ Aph¡ R>¡.r_dZ|„L$$ L$fhpdp„ Aph¡ R>¡.r_dZ|„L$$ L$fhpdp„ Aph¡ R>¡.r_dZ|„L$$ L$fhpdp„ Aph¡ R>¡.r_dZ|„L$$ L$fhpdp„ Aph¡ R>¡.AAAAA rhðprdÓu _v$u_y„ g¡hg 24 a|V$ \pe A\hp S>ê$f S>Zpe sp¡ L$pmp Op¡X$p rhðprdÓu b°uS> `pk¡ ku¼eyfuV$urhðprdÓu _v$u_y„ g¡hg 24 a|V$ \pe A\hp S>ê$f S>Zpe sp¡ L$pmp Op¡X$p rhðprdÓu b°uS> `pk¡ ku¼eyfuV$urhðprdÓu _v$u_y„ g¡hg 24 a|V$ \pe A\hp S>ê$f S>Zpe sp¡ L$pmp Op¡X$p rhðprdÓu b°uS> `pk¡ ku¼eyfuV$urhðprdÓu _v$u_y„ g¡hg 24 a|V$ \pe A\hp S>ê$f S>Zpe sp¡ L$pmp Op¡X$p rhðprdÓu b°uS> `pk¡ ku¼eyfuV$urhðprdÓu _v$u_y„ g¡hg 24 a|V$ \pe A\hp S>ê$f S>Zpe sp¡ L$pmp Op¡X$p rhðprdÓu b°uS> `pk¡ ku¼eyfuV$u

õV$pa_u ìehõ\p ku¼eyfuV$u Ap¡qakf Üpfp b„v$p¡bõs Np¡W$hhpdp„ Aph¡ R>¡.õV$pa_u ìehõ\p ku¼eyfuV$u Ap¡qakf Üpfp b„v$p¡bõs Np¡W$hhpdp„ Aph¡ R>¡.õV$pa_u ìehõ\p ku¼eyfuV$u Ap¡qakf Üpfp b„v$p¡bõs Np¡W$hhpdp„ Aph¡ R>¡.õV$pa_u ìehõ\p ku¼eyfuV$u Ap¡qakf Üpfp b„v$p¡bõs Np¡W$hhpdp„ Aph¡ R>¡.õV$pa_u ìehõ\p ku¼eyfuV$u Ap¡qakf Üpfp b„v$p¡bõs Np¡W$hhpdp„ Aph¡ R>¡.AAAAA ApS>hp, âsp``yfp,hN¡f¡_p `pZu_p g¡hgp¡ Ðep„_p X¡$àeyV$u A¡qÞS>r_efîu kdekf kuV$u A¡qÞS>r_efîu s\pApS>hp, âsp``yfp,hN¡f¡_p `pZu_p g¡hgp¡ Ðep„_p X¡$àeyV$u A¡qÞS>r_efîu kdekf kuV$u A¡qÞS>r_efîu s\pApS>hp, âsp``yfp,hN¡f¡_p `pZu_p g¡hgp¡ Ðep„_p X¡$àeyV$u A¡qÞS>r_efîu kdekf kuV$u A¡qÞS>r_efîu s\pApS>hp, âsp``yfp,hN¡f¡_p `pZu_p g¡hgp¡ Ðep„_p X¡$àeyV$u A¡qÞS>r_efîu kdekf kuV$u A¡qÞS>r_efîu s\pApS>hp, âsp``yfp,hN¡f¡_p `pZu_p g¡hgp¡ Ðep„_p X¡$àeyV$u A¡qÞS>r_efîu kdekf kuV$u A¡qÞS>r_efîu s\p

L$pe®`pgL$ CS>_¡f (`pZu `yfhW$p)_¡ v$ffp¡S> kde¡ kde¡ Ap`hp_p fl¡i¡.L$pe®`pgL$ CS>_¡f (`pZu `yfhW$p)_¡ v$ffp¡S> kde¡ kde¡ Ap`hp_p fl¡i¡.L$pe®`pgL$ CS>_¡f (`pZu `yfhW$p)_¡ v$ffp¡S> kde¡ kde¡ Ap`hp_p fl¡i¡.L$pe®`pgL$ CS>_¡f (`pZu `yfhW$p)_¡ v$ffp¡S> kde¡ kde¡ Ap`hp_p fl¡i¡.L$pe®`pgL$ CS>_¡f (`pZu `yfhW$p)_¡ v$ffp¡S> kde¡ kde¡ Ap`hp_p fl¡i¡.AAAAA rhðprdÓu _v$u_y„ g¡hg dp`hp dpV¡$ L$pe®`pgL$ CS>_¡f (Cg¡L$V²$uL$-duL¡$_uL$) sfa\u Ap¡`f¡V$fp¡ d|L$hpdp„ Aph¡ R>¡.rhðprdÓu _v$u_y„ g¡hg dp`hp dpV¡$ L$pe®`pgL$ CS>_¡f (Cg¡L$V²$uL$-duL¡$_uL$) sfa\u Ap¡`f¡V$fp¡ d|L$hpdp„ Aph¡ R>¡.rhðprdÓu _v$u_y„ g¡hg dp`hp dpV¡$ L$pe®`pgL$ CS>_¡f (Cg¡L$V²$uL$-duL¡$_uL$) sfa\u Ap¡`f¡V$fp¡ d|L$hpdp„ Aph¡ R>¡.rhðprdÓu _v$u_y„ g¡hg dp`hp dpV¡$ L$pe®`pgL$ CS>_¡f (Cg¡L$V²$uL$-duL¡$_uL$) sfa\u Ap¡`f¡V$fp¡ d|L$hpdp„ Aph¡ R>¡.rhðprdÓu _v$u_y„ g¡hg dp`hp dpV¡$ L$pe®`pgL$ CS>_¡f (Cg¡L$V²$uL$-duL¡$_uL$) sfa\u Ap¡`f¡V$fp¡ d|L$hpdp„ Aph¡ R>¡.AAAAA Qp¡dpkpdp„ s\p cpf¡ hfkpv$$ L¡$ ‘|f hMs¡ S>ê$fueps âdpZ¡ hpl_p¡ Ap`hp_u ìehõ\p ìluL$g`yg d¡_¡S>fîuQp¡dpkpdp„ s\p cpf¡ hfkpv$$ L¡$ ‘|f hMs¡ S>ê$fueps âdpZ¡ hpl_p¡ Ap`hp_u ìehõ\p ìluL$g`yg d¡_¡S>fîuQp¡dpkpdp„ s\p cpf¡ hfkpv$$ L¡$ ‘|f hMs¡ S>ê$fueps âdpZ¡ hpl_p¡ Ap`hp_u ìehõ\p ìluL$g`yg d¡_¡S>fîuQp¡dpkpdp„ s\p cpf¡ hfkpv$$ L¡$ ‘|f hMs¡ S>ê$fueps âdpZ¡ hpl_p¡ Ap`hp_u ìehõ\p ìluL$g`yg d¡_¡S>fîuQp¡dpkpdp„ s\p cpf¡ hfkpv$$ L¡$ ‘|f hMs¡ S>ê$fueps âdpZ¡ hpl_p¡ Ap`hp_u ìehõ\p ìluL$g`yg d¡_¡S>fîu

s\p L$pe®`pgL$ CS>_¡fîu (ep„rÓL$) L$f¡ R>¡.s\p L$pe®`pgL$ CS>_¡fîu (ep„rÓL$) L$f¡ R>¡.s\p L$pe®`pgL$ CS>_¡fîu (ep„rÓL$) L$f¡ R>¡.s\p L$pe®`pgL$ CS>_¡fîu (ep„rÓL$) L$f¡ R>¡.s\p L$pe®`pgL$ CS>_¡fîu (ep„rÓL$) L$f¡ R>¡.

Page 13: f hX$p¡v$fp dlp Nf‘prgL$p f

( 5 )( 5 )( 5 )( 5 )( 5 )

-: Ùrs :-4.034.034.034.034.03 |f_u k„crhs Q¡shZu dpV¡$.

1.1.1.1.1. kpef_ kss 2pp rdr_V$_p Npmp dpV¡$ km„N hpNi¡ (fuhf b¡X$ g¡hg 24 a|V$ k`pV$uA¡)kpef_ kss 2pp rdr_V$_p Npmp dpV¡$ km„N hpNi¡ (fuhf b¡X$ g¡hg 24 a|V$ k`pV$uA¡)kpef_ kss 2pp rdr_V$_p Npmp dpV¡$ km„N hpNi¡ (fuhf b¡X$ g¡hg 24 a|V$ k`pV$uA¡)kpef_ kss 2pp rdr_V$_p Npmp dpV¡$ km„N hpNi¡ (fuhf b¡X$ g¡hg 24 a|V$ k`pV$uA¡)kpef_ kss 2pp rdr_V$_p Npmp dpV¡$ km„N hpNi¡ (fuhf b¡X$ g¡hg 24 a|V$ k`pV$uA¡)

2.2.2.2.2. _pNqfL$p¡_¡ õ\mp„sf_u Q¡shZu Ap`hp dpV¡$_pNqfL$p¡_¡ õ\mp„sf_u Q¡shZu Ap`hp dpV¡$_pNqfL$p¡_¡ õ\mp„sf_u Q¡shZu Ap`hp dpV¡$_pNqfL$p¡_¡ õ\mp„sf_u Q¡shZu Ap`hp dpV¡$_pNqfL$p¡_¡ õ\mp„sf_u Q¡shZu Ap`hp dpV¡$

kpef_ 30 k¡L$ÞX$ Qpgy A_¡ 30 k¡L$ÞX$ b„^ A¡ fus¡ R> hMs hpNi¡ A¡V$g¡ L¡$ Ly$g 5pp (kpX$pkpef_ 30 k¡L$ÞX$ Qpgy A_¡ 30 k¡L$ÞX$ b„^ A¡ fus¡ R> hMs hpNi¡ A¡V$g¡ L¡$ Ly$g 5pp (kpX$pkpef_ 30 k¡L$ÞX$ Qpgy A_¡ 30 k¡L$ÞX$ b„^ A¡ fus¡ R> hMs hpNi¡ A¡V$g¡ L¡$ Ly$g 5pp (kpX$pkpef_ 30 k¡L$ÞX$ Qpgy A_¡ 30 k¡L$ÞX$ b„^ A¡ fus¡ R> hMs hpNi¡ A¡V$g¡ L¡$ Ly$g 5pp (kpX$pkpef_ 30 k¡L$ÞX$ Qpgy A_¡ 30 k¡L$ÞX$ b„^ A¡ fus¡ R> hMs hpNi¡ A¡V$g¡ L¡$ Ly$g 5pp (kpX$p`p„Q) rdr_V$_p Npmpdp„ hpNi¡ (fuhf b¡X$ g¡hg\u 26 a|V$ k`pV$uA¡)`p„Q) rdr_V$_p Npmpdp„ hpNi¡ (fuhf b¡X$ g¡hg\u 26 a|V$ k`pV$uA¡)`p„Q) rdr_V$_p Npmpdp„ hpNi¡ (fuhf b¡X$ g¡hg\u 26 a|V$ k`pV$uA¡)`p„Q) rdr_V$_p Npmpdp„ hpNi¡ (fuhf b¡X$ g¡hg\u 26 a|V$ k`pV$uA¡)`p„Q) rdr_V$_p Npmpdp„ hpNi¡ (fuhf b¡X$ g¡hg\u 26 a|V$ k`pV$uA¡)

Ap âdpZ¡_p¡ kpef__p¡ AhpS> kp„cmu AkfN°õs rhõspfdp„ fl¡gp gp¡L$p¡A¡ p¡sp_u Ås¡ kgpdsAp âdpZ¡_p¡ kpef__p¡ AhpS> kp„cmu AkfN°õs rhõspfdp„ fl¡gp gp¡L$p¡A¡ p¡sp_u Ås¡ kgpdsAp âdpZ¡_p¡ kpef__p¡ AhpS> kp„cmu AkfN°õs rhõspfdp„ fl¡gp gp¡L$p¡A¡ p¡sp_u Ås¡ kgpdsAp âdpZ¡_p¡ kpef__p¡ AhpS> kp„cmu AkfN°õs rhõspfdp„ fl¡gp gp¡L$p¡A¡ p¡sp_u Ås¡ kgpdsAp âdpZ¡_p¡ kpef__p¡ AhpS> kp„cmu AkfN°õs rhõspfdp„ fl¡gp gp¡L$p¡A¡ p¡sp_u Ås¡ kgpdsS>ÁepA¡ õ\mp„sf dpV¡$ S>ê$fu `Ngp„ g¡hp.S>ÁepA¡ õ\mp„sf dpV¡$ S>ê$fu `Ngp„ g¡hp.S>ÁepA¡ õ\mp„sf dpV¡$ S>ê$fu `Ngp„ g¡hp.S>ÁepA¡ õ\mp„sf dpV¡$ S>ê$fu `Ngp„ g¡hp.S>ÁepA¡ õ\mp„sf dpV¡$ S>ê$fu `Ngp„ g¡hp.

|f A„N¡ dprlsu dmsp„ S> g¡hpsp„ Ngp„

4.044.044.044.044.04 S>epf¡ rhðprdÓu _v$udp„ `pZu_y„ g¡hg fuhf b¡X$ g¡hg\u 22 ayV$ JQpB D`f `lp¢Q¡ Ðepf¡ QuaS>epf¡ rhðprdÓu _v$udp„ `pZu_y„ g¡hg fuhf b¡X$ g¡hg\u 22 ayV$ JQpB D`f `lp¢Q¡ Ðepf¡ QuaS>epf¡ rhðprdÓu _v$udp„ `pZu_y„ g¡hg fuhf b¡X$ g¡hg\u 22 ayV$ JQpB D`f `lp¢Q¡ Ðepf¡ QuaS>epf¡ rhðprdÓu _v$udp„ `pZu_y„ g¡hg fuhf b¡X$ g¡hg\u 22 ayV$ JQpB D`f `lp¢Q¡ Ðepf¡ QuaS>epf¡ rhðprdÓu _v$udp„ `pZu_y„ g¡hg fuhf b¡X$ g¡hg\u 22 ayV$ JQpB D`f `lp¢Q¡ Ðepf¡ QuaAp¡qakf apef Ap g¡hgdp„ \sp„ h^pfp_u dprlsu rhðprdÓu D`f_p hpefg¡k Ap¡`f¡V$f\u dÝeõ\Ap¡qakf apef Ap g¡hgdp„ \sp„ h^pfp_u dprlsu rhðprdÓu D`f_p hpefg¡k Ap¡`f¡V$f\u dÝeõ\Ap¡qakf apef Ap g¡hgdp„ \sp„ h^pfp_u dprlsu rhðprdÓu D`f_p hpefg¡k Ap¡`f¡V$f\u dÝeõ\Ap¡qakf apef Ap g¡hgdp„ \sp„ h^pfp_u dprlsu rhðprdÓu D`f_p hpefg¡k Ap¡`f¡V$f\u dÝeõ\Ap¡qakf apef Ap g¡hgdp„ \sp„ h^pfp_u dprlsu rhðprdÓu D`f_p hpefg¡k Ap¡`f¡V$f\u dÝeõ\r_e„ÓZ L$¡ÞÖ D`f dmi¡. A_¡ s¡_u ÅZ çeyr_rk`g L$rdi_fîu, X¡$àeyV$u çeyr_rk`g L$rdi_fîur_e„ÓZ L$¡ÞÖ D`f dmi¡. A_¡ s¡_u ÅZ çeyr_rk`g L$rdi_fîu, X¡$àeyV$u çeyr_rk`g L$rdi_fîur_e„ÓZ L$¡ÞÖ D`f dmi¡. A_¡ s¡_u ÅZ çeyr_rk`g L$rdi_fîu, X¡$àeyV$u çeyr_rk`g L$rdi_fîur_e„ÓZ L$¡ÞÖ D`f dmi¡. A_¡ s¡_u ÅZ çeyr_rk`g L$rdi_fîu, X¡$àeyV$u çeyr_rk`g L$rdi_fîur_e„ÓZ L$¡ÞÖ D`f dmi¡. A_¡ s¡_u ÅZ çeyr_rk`g L$rdi_fîu, X¡$àeyV$u çeyr_rk`g L$rdi_fîuA_¡ kuV$u A¡qÞS>r_efîu A_¡ A¡X$ui“g kuV$u A¡qÞS>r_efîu_¡ L$fi¡. hp¡X®$ “„bf -4 _y„ fpls L¡$ÞÖA_¡ kuV$u A¡qÞS>r_efîu A_¡ A¡X$ui“g kuV$u A¡qÞS>r_efîu_¡ L$fi¡. hp¡X®$ “„bf -4 _y„ fpls L¡$ÞÖA_¡ kuV$u A¡qÞS>r_efîu A_¡ A¡X$ui“g kuV$u A¡qÞS>r_efîu_¡ L$fi¡. hp¡X®$ “„bf -4 _y„ fpls L¡$ÞÖA_¡ kuV$u A¡qÞS>r_efîu A_¡ A¡X$ui“g kuV$u A¡qÞS>r_efîu_¡ L$fi¡. hp¡X®$ “„bf -4 _y„ fpls L¡$ÞÖA_¡ kuV$u A¡qÞS>r_efîu A_¡ A¡X$ui“g kuV$u A¡qÞS>r_efîu_¡ L$fi¡. hp¡X®$ “„bf -4 _y„ fpls L¡$ÞÖAp g¡hg¡ iê$ L$fhp_y„ R>¡. Ap A„N¡_u dprlsu îu Qua Ap¡qakf (apef) s¡Ap¡îuA¡ hp¡X®$ _„bf- 4 L¡$ÞÖAp g¡hg¡ iê$ L$fhp_y„ R>¡. Ap A„N¡_u dprlsu îu Qua Ap¡qakf (apef) s¡Ap¡îuA¡ hp¡X®$ _„bf- 4 L¡$ÞÖAp g¡hg¡ iê$ L$fhp_y„ R>¡. Ap A„N¡_u dprlsu îu Qua Ap¡qakf (apef) s¡Ap¡îuA¡ hp¡X®$ _„bf- 4 L¡$ÞÖAp g¡hg¡ iê$ L$fhp_y„ R>¡. Ap A„N¡_u dprlsu îu Qua Ap¡qakf (apef) s¡Ap¡îuA¡ hp¡X®$ _„bf- 4 L¡$ÞÖAp g¡hg¡ iê$ L$fhp_y„ R>¡. Ap A„N¡_u dprlsu îu Qua Ap¡qakf (apef) s¡Ap¡îuA¡ hp¡X®$ _„bf- 4 L¡$ÞÖD`f S>Zphhp ìehõ\p L$fi¡. Å¡ `pZu_u k`pV$u h^su Å¡hpdp„ Aph¡ sp¡ fuhf b¡X$ g¡hg\u 24 azV$D`f S>Zphhp ìehõ\p L$fi¡. Å¡ `pZu_u k`pV$u h^su Å¡hpdp„ Aph¡ sp¡ fuhf b¡X$ g¡hg\u 24 azV$D`f S>Zphhp ìehõ\p L$fi¡. Å¡ `pZu_u k`pV$u h^su Å¡hpdp„ Aph¡ sp¡ fuhf b¡X$ g¡hg\u 24 azV$D`f S>Zphhp ìehõ\p L$fi¡. Å¡ `pZu_u k`pV$u h^su Å¡hpdp„ Aph¡ sp¡ fuhf b¡X$ g¡hg\u 24 azV$D`f S>Zphhp ìehõ\p L$fi¡. Å¡ `pZu_u k`pV$u h^su Å¡hpdp„ Aph¡ sp¡ fuhf b¡X$ g¡hg\u 24 azV$D„QpB `pZu Aphhp_u kp\¡ S> fpls L¡$ÞÖp¡ dpV¡$ r_eyL$s â\d hN®_p Ar^L$pfuAp¡A¡ `p¡sp_p r_esD„QpB `pZu Aphhp_u kp\¡ S> fpls L¡$ÞÖp¡ dpV¡$ r_eyL$s â\d hN®_p Ar^L$pfuAp¡A¡ `p¡sp_p r_esD„QpB `pZu Aphhp_u kp\¡ S> fpls L¡$ÞÖp¡ dpV¡$ r_eyL$s â\d hN®_p Ar^L$pfuAp¡A¡ `p¡sp_p r_esD„QpB `pZu Aphhp_u kp\¡ S> fpls L¡$ÞÖp¡ dpV¡$ r_eyL$s â\d hN®_p Ar^L$pfuAp¡A¡ `p¡sp_p r_esD„QpB `pZu Aphhp_u kp\¡ S> fpls L¡$ÞÖp¡ dpV¡$ r_eyL$s â\d hN®_p Ar^L$pfuAp¡A¡ `p¡sp_p r_esL$f¡gp L¡$ÞÖ D`f lpS>f \B `p¡sp_p spbp l¡W$m_p buÅ A_¡ ÓuÅ hN®_p L$d®QpfuAp¡A¡ lpS>f fl¡hp_uL$f¡gp L¡$ÞÖ D`f lpS>f \B `p¡sp_p spbp l¡W$m_p buÅ A_¡ ÓuÅ hN®_p L$d®QpfuAp¡A¡ lpS>f fl¡hp_uL$f¡gp L¡$ÞÖ D`f lpS>f \B `p¡sp_p spbp l¡W$m_p buÅ A_¡ ÓuÅ hN®_p L$d®QpfuAp¡A¡ lpS>f fl¡hp_uL$f¡gp L¡$ÞÖ D`f lpS>f \B `p¡sp_p spbp l¡W$m_p buÅ A_¡ ÓuÅ hN®_p L$d®QpfuAp¡A¡ lpS>f fl¡hp_uL$f¡gp L¡$ÞÖ D`f lpS>f \B `p¡sp_p spbp l¡W$m_p buÅ A_¡ ÓuÅ hN®_p L$d®QpfuAp¡A¡ lpS>f fl¡hp_uÅZ L$fhu. fpls L¡$ÞÖ `f_p â\d L$np_p Ar^L$pfuAp¡ `Z `pZu_u k`pV$u fuhf b¡X$ g¡hg\u 24ÅZ L$fhu. fpls L¡$ÞÖ `f_p â\d L$np_p Ar^L$pfuAp¡ `Z `pZu_u k`pV$u fuhf b¡X$ g¡hg\u 24ÅZ L$fhu. fpls L¡$ÞÖ `f_p â\d L$np_p Ar^L$pfuAp¡ `Z `pZu_u k`pV$u fuhf b¡X$ g¡hg\u 24ÅZ L$fhu. fpls L¡$ÞÖ `f_p â\d L$np_p Ar^L$pfuAp¡ `Z `pZu_u k`pV$u fuhf b¡X$ g¡hg\u 24ÅZ L$fhu. fpls L¡$ÞÖ `f_p â\d L$np_p Ar^L$pfuAp¡ `Z `pZu_u k`pV$u fuhf b¡X$ g¡hg\u 24a}V$ JQpB `f `lp¢Q¡ Ðepf¡ fpls L¡$ÞÖ `f lpS>f \hp S>hpbv$pf R>¡. dÝ$eõ\ r_e„ÓZ L¡$ÞÖ_pa}V$ JQpB `f `lp¢Q¡ Ðepf¡ fpls L¡$ÞÖ `f lpS>f \hp S>hpbv$pf R>¡. dÝ$eõ\ r_e„ÓZ L¡$ÞÖ_pa}V$ JQpB `f `lp¢Q¡ Ðepf¡ fpls L¡$ÞÖ `f lpS>f \hp S>hpbv$pf R>¡. dÝ$eõ\ r_e„ÓZ L¡$ÞÖ_pa}V$ JQpB `f `lp¢Q¡ Ðepf¡ fpls L¡$ÞÖ `f lpS>f \hp S>hpbv$pf R>¡. dÝ$eõ\ r_e„ÓZ L¡$ÞÖ_pa}V$ JQpB `f `lp¢Q¡ Ðepf¡ fpls L¡$ÞÖ `f lpS>f \hp S>hpbv$pf R>¡. dÝ$eõ\ r_e„ÓZ L¡$ÞÖ_pS>hpbv$pf Ar^L$pfuAp¡ fuhf b¡X$ g¡hg\u 24 a}V$ JQpB g¡hg \sp„ lpS>f fl¡i¡. S>¡ s¡ fpls L¡$ÞÖS>hpbv$pf Ar^L$pfuAp¡ fuhf b¡X$ g¡hg\u 24 a}V$ JQpB g¡hg \sp„ lpS>f fl¡i¡. S>¡ s¡ fpls L¡$ÞÖS>hpbv$pf Ar^L$pfuAp¡ fuhf b¡X$ g¡hg\u 24 a}V$ JQpB g¡hg \sp„ lpS>f fl¡i¡. S>¡ s¡ fpls L¡$ÞÖS>hpbv$pf Ar^L$pfuAp¡ fuhf b¡X$ g¡hg\u 24 a}V$ JQpB g¡hg \sp„ lpS>f fl¡i¡. S>¡ s¡ fpls L¡$ÞÖS>hpbv$pf Ar^L$pfuAp¡ fuhf b¡X$ g¡hg\u 24 a}V$ JQpB g¡hg \sp„ lpS>f fl¡i¡. S>¡ s¡ fpls L¡$ÞÖD`f Ar^L$pfuAp¡ / L$d®QpfuAp¡ lpS>f \pe L¡$ s|s® S> s¡ A„N¡_u ÅZ dÝeõ\ r_e„ÓZ L¡$ÞÖ D`fD`f Ar^L$pfuAp¡ / L$d®QpfuAp¡ lpS>f \pe L¡$ s|s® S> s¡ A„N¡_u ÅZ dÝeõ\ r_e„ÓZ L¡$ÞÖ D`fD`f Ar^L$pfuAp¡ / L$d®QpfuAp¡ lpS>f \pe L¡$ s|s® S> s¡ A„N¡_u ÅZ dÝeõ\ r_e„ÓZ L¡$ÞÖ D`fD`f Ar^L$pfuAp¡ / L$d®QpfuAp¡ lpS>f \pe L¡$ s|s® S> s¡ A„N¡_u ÅZ dÝeõ\ r_e„ÓZ L¡$ÞÖ D`fD`f Ar^L$pfuAp¡ / L$d®QpfuAp¡ lpS>f \pe L¡$ s|s® S> s¡ A„N¡_u ÅZ dÝeõ\ r_e„ÓZ L¡$ÞÖ D`fçeyr_rk`g L$rdi_fîu, X¡àeyV$u$ çeyr_rk`g L$rdi_fîu, kuV$u A¡qÞS>r_ef îu agX$ k¡g (apefçeyr_rk`g L$rdi_fîu, X¡àeyV$u$ çeyr_rk`g L$rdi_fîu, kuV$u A¡qÞS>r_ef îu agX$ k¡g (apefçeyr_rk`g L$rdi_fîu, X¡àeyV$u$ çeyr_rk`g L$rdi_fîu, kuV$u A¡qÞS>r_ef îu agX$ k¡g (apefçeyr_rk`g L$rdi_fîu, X¡àeyV$u$ çeyr_rk`g L$rdi_fîu, kuV$u A¡qÞS>r_ef îu agX$ k¡g (apefçeyr_rk`g L$rdi_fîu, X¡àeyV$u$ çeyr_rk`g L$rdi_fîu, kuV$u A¡qÞS>r_ef îu agX$ k¡g (apefrb°N¡X$ v$p„X$uep bÅf) _¡ L$fi¡. L¡$ÞÖhpf dlp“Nf k¡hp kv$“_p hpl_p¡_u apmhZu_p hMs¡ S>hpbv$pfurb°N¡X$ v$p„X$uep bÅf) _¡ L$fi¡. L¡$ÞÖhpf dlp“Nf k¡hp kv$“_p hpl_p¡_u apmhZu_p hMs¡ S>hpbv$pfurb°N¡X$ v$p„X$uep bÅf) _¡ L$fi¡. L¡$ÞÖhpf dlp“Nf k¡hp kv$“_p hpl_p¡_u apmhZu_p hMs¡ S>hpbv$pfurb°N¡X$ v$p„X$uep bÅf) _¡ L$fi¡. L¡$ÞÖhpf dlp“Nf k¡hp kv$“_p hpl_p¡_u apmhZu_p hMs¡ S>hpbv$pfurb°N¡X$ v$p„X$uep bÅf) _¡ L$fi¡. L¡$ÞÖhpf dlp“Nf k¡hp kv$“_p hpl_p¡_u apmhZu_p hMs¡ S>hpbv$pfurdL¡$_uL$g BS>_¡f_u fl¡i¡. S>epf¡ L$g¡L$V$fîu `pk¡\u d¡mhpe¡gp kfL$pfu hpl_p¡_u apmhZu L¡$ÞÖ_prdL¡$_uL$g BS>_¡f_u fl¡i¡. S>epf¡ L$g¡L$V$fîu `pk¡\u d¡mhpe¡gp kfL$pfu hpl_p¡_u apmhZu L¡$ÞÖ_prdL¡$_uL$g BS>_¡f_u fl¡i¡. S>epf¡ L$g¡L$V$fîu `pk¡\u d¡mhpe¡gp kfL$pfu hpl_p¡_u apmhZu L¡$ÞÖ_prdL¡$_uL$g BS>_¡f_u fl¡i¡. S>epf¡ L$g¡L$V$fîu `pk¡\u d¡mhpe¡gp kfL$pfu hpl_p¡_u apmhZu L¡$ÞÖ_prdL¡$_uL$g BS>_¡f_u fl¡i¡. S>epf¡ L$g¡L$V$fîu `pk¡\u d¡mhpe¡gp kfL$pfu hpl_p¡_u apmhZu L¡$ÞÖ_pAr^L$pfu_p X$udpÞX$ D`f X¡$àeyV$u çeyr_rk`g L$rdi_fîu (S>_fg) L$fi¡. Å¡ `pZu_y„ g¡hg M|bAr^L$pfu_p X$udpÞX$ D`f X¡$àeyV$u çeyr_rk`g L$rdi_fîu (S>_fg) L$fi¡. Å¡ `pZu_y„ g¡hg M|bAr^L$pfu_p X$udpÞX$ D`f X¡$àeyV$u çeyr_rk`g L$rdi_fîu (S>_fg) L$fi¡. Å¡ `pZu_y„ g¡hg M|bAr^L$pfu_p X$udpÞX$ D`f X¡$àeyV$u çeyr_rk`g L$rdi_fîu (S>_fg) L$fi¡. Å¡ `pZu_y„ g¡hg M|bAr^L$pfu_p X$udpÞX$ D`f X¡$àeyV$u çeyr_rk`g L$rdi_fîu (S>_fg) L$fi¡. Å¡ `pZu_y„ g¡hg M|bS> TX$`\u h^sy„ lp¡e sp¡ dÝeõ\ r_e„ÓZ L¡$ÞÖ D`f\u v$f¡L$ fpls L¡$ÞÖ_¡ s¡ bpbs_u ÅZ L$fhu.S> TX$`\u h^sy„ lp¡e sp¡ dÝeõ\ r_e„ÓZ L¡$ÞÖ D`f\u v$f¡L$ fpls L¡$ÞÖ_¡ s¡ bpbs_u ÅZ L$fhu.S> TX$`\u h^sy„ lp¡e sp¡ dÝeõ\ r_e„ÓZ L¡$ÞÖ D`f\u v$f¡L$ fpls L¡$ÞÖ_¡ s¡ bpbs_u ÅZ L$fhu.S> TX$`\u h^sy„ lp¡e sp¡ dÝeõ\ r_e„ÓZ L¡$ÞÖ D`f\u v$f¡L$ fpls L¡$ÞÖ_¡ s¡ bpbs_u ÅZ L$fhu.S> TX$`\u h^sy„ lp¡e sp¡ dÝeõ\ r_e„ÓZ L¡$ÞÖ D`f\u v$f¡L$ fpls L¡$ÞÖ_¡ s¡ bpbs_u ÅZ L$fhu.fpls L¡$ÞÖ_p Ar^L$pfu _uQpZhpmp cpNp¡dp„ `pZu afu hmhp_u iL$esp lp¡e s¡hp cpNp¡dp„ fplsfpls L¡$ÞÖ_p Ar^L$pfu _uQpZhpmp cpNp¡dp„ `pZu afu hmhp_u iL$esp lp¡e s¡hp cpNp¡dp„ fplsfpls L¡$ÞÖ_p Ar^L$pfu _uQpZhpmp cpNp¡dp„ `pZu afu hmhp_u iL$esp lp¡e s¡hp cpNp¡dp„ fplsfpls L¡$ÞÖ_p Ar^L$pfu _uQpZhpmp cpNp¡dp„ `pZu afu hmhp_u iL$esp lp¡e s¡hp cpNp¡dp„ fplsfpls L¡$ÞÖ_p Ar^L$pfu _uQpZhpmp cpNp¡dp„ `pZu afu hmhp_u iL$esp lp¡e s¡hp cpNp¡dp„ fplsAp`hp s¡dS> s¡ rhõspfp¡dp„ Ly$Vy „ $bp¡_¡ kyfrns õ\m¡ Mk¡X$hp_u L$pdNufu `ÓL$-1 dp„ S>Zpìep âdpZ¡Ap`hp s¡dS> s¡ rhõspfp¡dp„ Ly$Vy „ $bp¡_¡ kyfrns õ\m¡ Mk¡X$hp_u L$pdNufu `ÓL$-1 dp„ S>Zpìep âdpZ¡Ap`hp s¡dS> s¡ rhõspfp¡dp„ Ly$Vy „ $bp¡_¡ kyfrns õ\m¡ Mk¡X$hp_u L$pdNufu `ÓL$-1 dp„ S>Zpìep âdpZ¡Ap`hp s¡dS> s¡ rhõspfp¡dp„ Ly$Vy „ $bp¡_¡ kyfrns õ\m¡ Mk¡X$hp_u L$pdNufu `ÓL$-1 dp„ S>Zpìep âdpZ¡Ap`hp s¡dS> s¡ rhõspfp¡dp„ Ly$Vy „ $bp¡_¡ kyfrns õ\m¡ Mk¡X$hp_u L$pdNufu `ÓL$-1 dp„ S>Zpìep âdpZ¡iê$ L$fi¡. kp\¡ dÝeõ\ r_e„ÓZ L¡$ÞÖ sfa\u Qua Ap¡qakf (apef) Aphp rhõspfp¡dp„ fl¡sp LyVy „bp¡_¡iê$ L$fi¡. kp\¡ dÝeõ\ r_e„ÓZ L¡$ÞÖ sfa\u Qua Ap¡qakf (apef) Aphp rhõspfp¡dp„ fl¡sp LyVy „bp¡_¡iê$ L$fi¡. kp\¡ dÝeõ\ r_e„ÓZ L¡$ÞÖ sfa\u Qua Ap¡qakf (apef) Aphp rhõspfp¡dp„ fl¡sp LyVy „bp¡_¡iê$ L$fi¡. kp\¡ dÝeõ\ r_e„ÓZ L¡$ÞÖ sfa\u Qua Ap¡qakf (apef) Aphp rhõspfp¡dp„ fl¡sp LyVy „bp¡_¡iê$ L$fi¡. kp\¡ dÝeõ\ r_e„ÓZ L¡$ÞÖ sfa\u Qua Ap¡qakf (apef) Aphp rhõspfp¡dp„ fl¡sp LyVy „bp¡_¡Mku S>hp_u gpDX$ õ`uL$f, rh^ys kpef_ rhN¡f¡ dpfas¡ Q¡shZu Ap`i¡. fpS>e kfL$pf¡ hX$p¡v$fpMku S>hp_u gpDX$ õ`uL$f, rh^ys kpef_ rhN¡f¡ dpfas¡ Q¡shZu Ap`i¡. fpS>e kfL$pf¡ hX$p¡v$fpMku S>hp_u gpDX$ õ`uL$f, rh^ys kpef_ rhN¡f¡ dpfas¡ Q¡shZu Ap`i¡. fpS>e kfL$pf¡ hX$p¡v$fpMku S>hp_u gpDX$ õ`uL$f, rh^ys kpef_ rhN¡f¡ dpfas¡ Q¡shZu Ap`i¡. fpS>e kfL$pf¡ hX$p¡v$fpMku S>hp_u gpDX$ õ`uL$f, rh^ys kpef_ rhN¡f¡ dpfas¡ Q¡shZu Ap`i¡. fpS>e kfL$pf¡ hX$p¡v$fpdyL$pd¡ õ\`pe¡gp dyL$pd¡ õ\`pe¡gp dyL$pd¡ õ\`pe¡gp dyL$pd¡ õ\`pe¡gp dyL$pd¡ õ\`pe¡gp ""`|f ApNplu L¡$ÞÖ '' _p Arcâpe dyS>b rS>‰p kdplsp®îu ApL$pihpZu dpfas¡ `|f _p Arcâpe dyS>b rS>‰p kdplsp®îu ApL$pihpZu dpfas¡ `|f _p Arcâpe dyS>b rS>‰p kdplsp®îu ApL$pihpZu dpfas¡ `|f _p Arcâpe dyS>b rS>‰p kdplsp®îu ApL$pihpZu dpfas¡ `|f _p Arcâpe dyS>b rS>‰p kdplsp®îu ApL$pihpZu dpfas¡ `|fA„N¡_u Q¡shZu âkpqfs L$fi¡. Ap D`fp„s ApL$pihpZu Öpfp âkpqfs \su /\_pf Q¡shZu_uA„N¡_u Q¡shZu âkpqfs L$fi¡. Ap D`fp„s ApL$pihpZu Öpfp âkpqfs \su /\_pf Q¡shZu_uA„N¡_u Q¡shZu âkpqfs L$fi¡. Ap D`fp„s ApL$pihpZu Öpfp âkpqfs \su /\_pf Q¡shZu_uA„N¡_u Q¡shZu âkpqfs L$fi¡. Ap D`fp„s ApL$pihpZu Öpfp âkpqfs \su /\_pf Q¡shZu_uA„N¡_u Q¡shZu âkpqfs L$fi¡. Ap D`fp„s ApL$pihpZu Öpfp âkpqfs \su /\_pf Q¡shZu_udprlsu rS>‰p L$g¡L$V$fîu, çeyr_rk`g L$rdi_fîu_¡ dÝeõ\ L¡$ÞÖ_¡ `|fu `pX¡$ s¡hu fus¡ ìehõ\pdprlsu rS>‰p L$g¡L$V$fîu, çeyr_rk`g L$rdi_fîu_¡ dÝeõ\ L¡$ÞÖ_¡ `|fu `pX¡$ s¡hu fus¡ ìehõ\pdprlsu rS>‰p L$g¡L$V$fîu, çeyr_rk`g L$rdi_fîu_¡ dÝeõ\ L¡$ÞÖ_¡ `|fu `pX¡$ s¡hu fus¡ ìehõ\pdprlsu rS>‰p L$g¡L$V$fîu, çeyr_rk`g L$rdi_fîu_¡ dÝeõ\ L¡$ÞÖ_¡ `|fu `pX¡$ s¡hu fus¡ ìehõ\pdprlsu rS>‰p L$g¡L$V$fîu, çeyr_rk`g L$rdi_fîu_¡ dÝeõ\ L¡$ÞÖ_¡ `|fu `pX¡$ s¡hu fus¡ ìehõ\pX¡$àeyV$u çeyr_rk`g L$rdi_fîu (h)A¡ L$fhu.X¡$àeyV$u çeyr_rk`g L$rdi_fîu (h)A¡ L$fhu.X¡$àeyV$u çeyr_rk`g L$rdi_fîu (h)A¡ L$fhu.X¡$àeyV$u çeyr_rk`g L$rdi_fîu (h)A¡ L$fhu.X¡$àeyV$u çeyr_rk`g L$rdi_fîu (h)A¡ L$fhu.

4.054.054.054.054.05 _v$u_p `pZu_u k`pV$u fuhf b¡X$ g¡hg\u 26 ayV$\u h^¡ Ðepf¡ il¡f_p DÑf cpN S>¡hp L¡$ fph`yfp,_v$u_p `pZu_u k`pV$u fuhf b¡X$ g¡hg\u 26 ayV$\u h^¡ Ðepf¡ il¡f_p DÑf cpN S>¡hp L¡$ fph`yfp,_v$u_p `pZu_u k`pV$u fuhf b¡X$ g¡hg\u 26 ayV$\u h^¡ Ðepf¡ il¡f_p DÑf cpN S>¡hp L¡$ fph`yfp,_v$u_p `pZu_u k`pV$u fuhf b¡X$ g¡hg\u 26 ayV$\u h^¡ Ðepf¡ il¡f_p DÑf cpN S>¡hp L¡$ fph`yfp,_v$u_p `pZu_u k`pV$u fuhf b¡X$ g¡hg\u 26 ayV$\u h^¡ Ðepf¡ il¡f_p DÑf cpN S>¡hp L¡$ fph`yfp,kgpVhpX$p, kgpV$hpX$p_p¡ DÑf cpN s¡dS> kepÆbpN rhõspf A_¡ s¡_p `|h® sfa_p v$fhpÅ\ukgpVhpX$p, kgpV$hpX$p_p¡ DÑf cpN s¡dS> kepÆbpN rhõspf A_¡ s¡_p `|h® sfa_p v$fhpÅ\ukgpVhpX$p, kgpV$hpX$p_p¡ DÑf cpN s¡dS> kepÆbpN rhõspf A_¡ s¡_p `|h® sfa_p v$fhpÅ\ukgpVhpX$p, kgpV$hpX$p_p¡ DÑf cpN s¡dS> kepÆbpN rhõspf A_¡ s¡_p `|h® sfa_p v$fhpÅ\ukgpVhpX$p, kgpV$hpX$p_p¡ DÑf cpN s¡dS> kepÆbpN rhõspf A_¡ s¡_p `|h® sfa_p v$fhpÅ\u`„rX$s ApÐdpfpd dpN® f Aph¡gu DÑf sfa_u kp¡kpeV$uAp¡_¡ _v$u_p pZu QY$u füp R>¡ s¡hp kdpQpf`„rX$s ApÐdpfpd dpN® f Aph¡gu DÑf sfa_u kp¡kpeV$uAp¡_¡ _v$u_p pZu QY$u füp R>¡ s¡hp kdpQpf`„rX$s ApÐdpfpd dpN® f Aph¡gu DÑf sfa_u kp¡kpeV$uAp¡_¡ _v$u_p pZu QY$u füp R>¡ s¡hp kdpQpf`„rX$s ApÐdpfpd dpN® f Aph¡gu DÑf sfa_u kp¡kpeV$uAp¡_¡ _v$u_p pZu QY$u füp R>¡ s¡hp kdpQpf`„rX$s ApÐdpfpd dpN® f Aph¡gu DÑf sfa_u kp¡kpeV$uAp¡_¡ _v$u_p pZu QY$u füp R>¡ s¡hp kdpQpfAp`hp dpV¡$ Qua Ap¡qakf apef ìehõ\p L$fi¡. A_¡ Qua Ap¡qakf(apef) s¡Ap¡_¡ kyfrns õ\m¡ MkuAp`hp dpV¡$ Qua Ap¡qakf apef ìehõ\p L$fi¡. A_¡ Qua Ap¡qakf(apef) s¡Ap¡_¡ kyfrns õ\m¡ MkuAp`hp dpV¡$ Qua Ap¡qakf apef ìehõ\p L$fi¡. A_¡ Qua Ap¡qakf(apef) s¡Ap¡_¡ kyfrns õ\m¡ MkuAp`hp dpV¡$ Qua Ap¡qakf apef ìehõ\p L$fi¡. A_¡ Qua Ap¡qakf(apef) s¡Ap¡_¡ kyfrns õ\m¡ MkuAp`hp dpV¡$ Qua Ap¡qakf apef ìehõ\p L$fi¡. A_¡ Qua Ap¡qakf(apef) s¡Ap¡_¡ kyfrns õ\m¡ Mku

Page 14: f hX$p¡v$fp dlp Nf‘prgL$p f

( 6 )( 6 )( 6 )( 6 )( 6 )

S>hp Q¡shZu Ap`i¡. s¡dS> fpls L¡$ÞÖ `f_p Ar^L$pfuAp¡ Ap rhõspf Mpgu L$fphhp ìehõ\p L$fi¡.S>hp Q¡shZu Ap`i¡. s¡dS> fpls L¡$ÞÖ `f_p Ar^L$pfuAp¡ Ap rhõspf Mpgu L$fphhp ìehõ\p L$fi¡.S>hp Q¡shZu Ap`i¡. s¡dS> fpls L¡$ÞÖ `f_p Ar^L$pfuAp¡ Ap rhõspf Mpgu L$fphhp ìehõ\p L$fi¡.S>hp Q¡shZu Ap`i¡. s¡dS> fpls L¡$ÞÖ `f_p Ar^L$pfuAp¡ Ap rhõspf Mpgu L$fphhp ìehõ\p L$fi¡.S>hp Q¡shZu Ap`i¡. s¡dS> fpls L¡$ÞÖ `f_p Ar^L$pfuAp¡ Ap rhõspf Mpgu L$fphhp ìehõ\p L$fi¡.as¡`yfp rhõspfdp„ sygkuhpX$u_p _pmp `pk¡ lfZu dpN® D`f Aph¡gu kp¡kpeV$uAp¡_¡ `|f A„N¡_uas¡`yfp rhõspfdp„ sygkuhpX$u_p _pmp `pk¡ lfZu dpN® D`f Aph¡gu kp¡kpeV$uAp¡_¡ `|f A„N¡_uas¡`yfp rhõspfdp„ sygkuhpX$u_p _pmp `pk¡ lfZu dpN® D`f Aph¡gu kp¡kpeV$uAp¡_¡ `|f A„N¡_uas¡`yfp rhõspfdp„ sygkuhpX$u_p _pmp `pk¡ lfZu dpN® D`f Aph¡gu kp¡kpeV$uAp¡_¡ `|f A„N¡_uas¡`yfp rhõspfdp„ sygkuhpX$u_p _pmp `pk¡ lfZu dpN® D`f Aph¡gu kp¡kpeV$uAp¡_¡ `|f A„N¡_uQ¡shZu Ap`i¡. s¡dS> kyfrns õ\m¡ Mk¡X$hp_u ìehõ\p L$fi¡. `pZu v$fhpÅ blpf_uQ¡shZu Ap`i¡. s¡dS> kyfrns õ\m¡ Mk¡X$hp_u ìehõ\p L$fi¡. `pZu v$fhpÅ blpf_uQ¡shZu Ap`i¡. s¡dS> kyfrns õ\m¡ Mk¡X$hp_u ìehõ\p L$fi¡. `pZu v$fhpÅ blpf_uQ¡shZu Ap`i¡. s¡dS> kyfrns õ\m¡ Mk¡X$hp_u ìehõ\p L$fi¡. `pZu v$fhpÅ blpf_uQ¡shZu Ap`i¡. s¡dS> kyfrns õ\m¡ Mk¡X$hp_u ìehõ\p L$fi¡. `pZu v$fhpÅ blpf_ukp¡kpeV$uAp¡pdp„ AkfN°õs rhõspf_¡ s¡dS> hpX$u fZdyL$s¡ðf Ly„cpfhpX$p NyS>fps lpDk]N bp¡X®$ L$p¡gp¡_ukp¡kpeV$uAp¡pdp„ AkfN°õs rhõspf_¡ s¡dS> hpX$u fZdyL$s¡ðf Ly„cpfhpX$p NyS>fps lpDk]N bp¡X®$ L$p¡gp¡_ukp¡kpeV$uAp¡pdp„ AkfN°õs rhõspf_¡ s¡dS> hpX$u fZdyL$s¡ðf Ly„cpfhpX$p NyS>fps lpDk]N bp¡X®$ L$p¡gp¡_ukp¡kpeV$uAp¡pdp„ AkfN°õs rhõspf_¡ s¡dS> hpX$u fZdyL$s¡ðf Ly„cpfhpX$p NyS>fps lpDk]N bp¡X®$ L$p¡gp¡_ukp¡kpeV$uAp¡pdp„ AkfN°õs rhõspf_¡ s¡dS> hpX$u fZdyL$s¡ðf Ly„cpfhpX$p NyS>fps lpDk]N bp¡X®$ L$p¡gp¡_uA_¡ _hN°l d„qv$f `pk¡_u S>_sp_¡ kyfrns õ\m¡ Mk¡X$hp_u ìehõ\p fpls L¡$ÞÖ_p dy¿e Ar^L$pfuA_¡ _hN°l d„qv$f `pk¡_u S>_sp_¡ kyfrns õ\m¡ Mk¡X$hp_u ìehõ\p fpls L¡$ÞÖ_p dy¿e Ar^L$pfuA_¡ _hN°l d„qv$f `pk¡_u S>_sp_¡ kyfrns õ\m¡ Mk¡X$hp_u ìehõ\p fpls L¡$ÞÖ_p dy¿e Ar^L$pfuA_¡ _hN°l d„qv$f `pk¡_u S>_sp_¡ kyfrns õ\m¡ Mk¡X$hp_u ìehõ\p fpls L¡$ÞÖ_p dy¿e Ar^L$pfuA_¡ _hN°l d„qv$f `pk¡_u S>_sp_¡ kyfrns õ\m¡ Mk¡X$hp_u ìehõ\p fpls L¡$ÞÖ_p dy¿e Ar^L$pfuL$fi¡.L$fi¡.L$fi¡.L$fi¡.L$fi¡.

fpls L¡$ÞÖ D`f fpMhp_u kpdN°u |f âk„N¡ L$Q¡fuAp¡ Qpgy fpMhp bpbs

5 .5 .5 .5 .5 . v$f¡L$ fpls L¡$ÞÖ D`f S>ê$fu kp^_p¡ fpMhpdp„ Aphi¡ s¡_u rhNs 3.02 dp„ R>¡. D`fp„s dp¡V$f, V²$L$,v$f¡L$ fpls L¡$ÞÖ D`f S>ê$fu kp^_p¡ fpMhpdp„ Aphi¡ s¡_u rhNs 3.02 dp„ R>¡. D`fp„s dp¡V$f, V²$L$,v$f¡L$ fpls L¡$ÞÖ D`f S>ê$fu kp^_p¡ fpMhpdp„ Aphi¡ s¡_u rhNs 3.02 dp„ R>¡. D`fp„s dp¡V$f, V²$L$,v$f¡L$ fpls L¡$ÞÖ D`f S>ê$fu kp^_p¡ fpMhpdp„ Aphi¡ s¡_u rhNs 3.02 dp„ R>¡. D`fp„s dp¡V$f, V²$L$,v$f¡L$ fpls L¡$ÞÖ D`f S>ê$fu kp^_p¡ fpMhpdp„ Aphi¡ s¡_u rhNs 3.02 dp„ R>¡. D`fp„s dp¡V$f, V²$L$,sfp`p, Bsf hpl_p¡, dÝeõ\ r_e„ÓZ L¡$ÞÖ `f lpS>f fpMhpdp„ Aphi¡.sfp`p, Bsf hpl_p¡, dÝeõ\ r_e„ÓZ L¡$ÞÖ `f lpS>f fpMhpdp„ Aphi¡.sfp`p, Bsf hpl_p¡, dÝeõ\ r_e„ÓZ L¡$ÞÖ `f lpS>f fpMhpdp„ Aphi¡.sfp`p, Bsf hpl_p¡, dÝeõ\ r_e„ÓZ L¡$ÞÖ `f lpS>f fpMhpdp„ Aphi¡.sfp`p, Bsf hpl_p¡, dÝeõ\ r_e„ÓZ L¡$ÞÖ `f lpS>f fpMhpdp„ Aphi¡.

6.6.6.6.6. `|f_p qv$hkp¡dp„ _uQ¡_u L$Q¡fuAp¡ frhhpf s¡dS fÅ_p qv$hkp¡dp„ `Z 24 L$gpL$ Qpgy fl¡i¡.`|f_p qv$hkp¡dp„ _uQ¡_u L$Q¡fuAp¡ frhhpf s¡dS fÅ_p qv$hkp¡dp„ `Z 24 L$gpL$ Qpgy fl¡i¡.`|f_p qv$hkp¡dp„ _uQ¡_u L$Q¡fuAp¡ frhhpf s¡dS fÅ_p qv$hkp¡dp„ `Z 24 L$gpL$ Qpgy fl¡i¡.`|f_p qv$hkp¡dp„ _uQ¡_u L$Q¡fuAp¡ frhhpf s¡dS fÅ_p qv$hkp¡dp„ `Z 24 L$gpL$ Qpgy fl¡i¡.`|f_p qv$hkp¡dp„ _uQ¡_u L$Q¡fuAp¡ frhhpf s¡dS fÅ_p qv$hkp¡dp„ `Z 24 L$gpL$ Qpgy fl¡i¡.

ap¡_ _„bfap¡_ _„bfap¡_ _„bfap¡_ _„bfap¡_ _„bf

A.A.A.A.A. ìluL$g `ygìluL$g `ygìluL$g `ygìluL$g `ygìluL$g `yg 74050832557405083255740508325574050832557405083255

b.b.b.b.b. hL®$ip¡`hL®$ip¡`hL®$ip¡`hL®$ip¡`hL®$ip¡` 24111682411168241116824111682411168

L $ .L $ .L $ .L $ .L $ . fp¡X$ õV$p¡f/lfZu lp¡V$ dun àgpÞV$fp¡X$ õV$p¡f/lfZu lp¡V$ dun àgpÞV$fp¡X$ õV$p¡f/lfZu lp¡V$ dun àgpÞV$fp¡X$ õV$p¡f/lfZu lp¡V$ dun àgpÞV$fp¡X$ õV$p¡f/lfZu lp¡V$ dun àgpÞV$ 2411057, 25416862411057, 25416862411057, 25416862411057, 25416862411057, 2541686

X$.X $ .X $ .X $ .X $ . rkL$ep¡fuV$u b°pÞQrkL$ep¡fuV$u b°pÞQrkL$ep¡fuV$u b°pÞQrkL$ep¡fuV$u b°pÞQrkL$ep¡fuV$u b°pÞQ 2433116, 24333882433116, 24333882433116, 24333882433116, 24333882433116, 2433388

B.B.B.B.B. k¡ÞV²$g õV$p¡k®k¡ÞV²$g õV$p¡k®k¡ÞV²$g õV$p¡k®k¡ÞV²$g õV$p¡k®k¡ÞV²$g õV$p¡k® 24317412431741243174124317412431741

kepÆ kfp¡hf âsp` yfp rhNf¡_p¡ hluhV$

1.031.031.031.031.03 S>epf¡ _v$udp„ `|f Aph¡ Ðepf¡ _uQ¡_p rhõspfp¡dp„ `pZu cfpB Åe R>¡.S>epf¡ _v$udp„ `|f Aph¡ Ðepf¡ _uQ¡_p rhõspfp¡dp„ `pZu cfpB Åe R>¡.S>epf¡ _v$udp„ `|f Aph¡ Ðepf¡ _uQ¡_p rhõspfp¡dp„ `pZu cfpB Åe R>¡.S>epf¡ _v$udp„ `|f Aph¡ Ðepf¡ _uQ¡_p rhõspfp¡dp„ `pZu cfpB Åe R>¡.S>epf¡ _v$udp„ `|f Aph¡ Ðepf¡ _uQ¡_p rhõspfp¡dp„ `pZu cfpB Åe R>¡.

7 .017.017.017.017.01 `|f_p kde¡ kepÆ kfp¡hf A_¡ auX$f Q¡_g_u `qfqõ\su D`f S>ê$fu r_e„ÓZ fpMu iL$pe A¡ dpV¡$ s¡`|f_p kde¡ kepÆ kfp¡hf A_¡ auX$f Q¡_g_u `qfqõ\su D`f S>ê$fu r_e„ÓZ fpMu iL$pe A¡ dpV¡$ s¡`|f_p kde¡ kepÆ kfp¡hf A_¡ auX$f Q¡_g_u `qfqõ\su D`f S>ê$fu r_e„ÓZ fpMu iL$pe A¡ dpV¡$ s¡`|f_p kde¡ kepÆ kfp¡hf A_¡ auX$f Q¡_g_u `qfqõ\su D`f S>ê$fu r_e„ÓZ fpMu iL$pe A¡ dpV¡$ s¡`|f_p kde¡ kepÆ kfp¡hf A_¡ auX$f Q¡_g_u `qfqõ\su D`f S>ê$fu r_e„ÓZ fpMu iL$pe A¡ dpV¡$ s¡rhõspfp¡ L$pe®5p$gL$ BS>_¡fîu (`pZu `yfhW$p) _u ku^u v$¡Mf¡M l¡W$m fl¡i¡. kepÆ kfp¡hf A_¡rhõspfp¡ L$pe®5p$gL$ BS>_¡fîu (`pZu `yfhW$p) _u ku^u v$¡Mf¡M l¡W$m fl¡i¡. kepÆ kfp¡hf A_¡rhõspfp¡ L$pe®5p$gL$ BS>_¡fîu (`pZu `yfhW$p) _u ku^u v$¡Mf¡M l¡W$m fl¡i¡. kepÆ kfp¡hf A_¡rhõspfp¡ L$pe®5p$gL$ BS>_¡fîu (`pZu `yfhW$p) _u ku^u v$¡Mf¡M l¡W$m fl¡i¡. kepÆ kfp¡hf A_¡rhõspfp¡ L$pe®5p$gL$ BS>_¡fîu (`pZu `yfhW$p) _u ku^u v$¡Mf¡M l¡W$m fl¡i¡. kepÆ kfp¡hf A_¡Apkp¡$S> d\L$ Mps¡ `|f r_e„ÓZ_u L$pdNufu dpV¡$ 1gu S|>_\u d|L$hpdp„ Aph_pf _peb L$pe®`pgL$Apkp¡$S> d\L$ Mps¡ `|f r_e„ÓZ_u L$pdNufu dpV¡$ 1gu S|>_\u d|L$hpdp„ Aph_pf _peb L$pe®`pgL$Apkp¡$S> d\L$ Mps¡ `|f r_e„ÓZ_u L$pdNufu dpV¡$ 1gu S|>_\u d|L$hpdp„ Aph_pf _peb L$pe®`pgL$Apkp¡$S> d\L$ Mps¡ `|f r_e„ÓZ_u L$pdNufu dpV¡$ 1gu S|>_\u d|L$hpdp„ Aph_pf _peb L$pe®`pgL$Apkp¡$S> d\L$ Mps¡ `|f r_e„ÓZ_u L$pdNufu dpV¡$ 1gu S|>_\u d|L$hpdp„ Aph_pf _peb L$pe®`pgL$BS>_¡fp¡ s¡dS> s¡ d\L$p¡ Mps¡_p¡ kOmp¡ õV$pa L$pe®`pgL$ BS>_¡fîu (`pZu `yfhW$p)_u ku^u v$¡Mf¡MBS>_¡fp¡ s¡dS> s¡ d\L$p¡ Mps¡_p¡ kOmp¡ õV$pa L$pe®`pgL$ BS>_¡fîu (`pZu `yfhW$p)_u ku^u v$¡Mf¡MBS>_¡fp¡ s¡dS> s¡ d\L$p¡ Mps¡_p¡ kOmp¡ õV$pa L$pe®`pgL$ BS>_¡fîu (`pZu `yfhW$p)_u ku^u v$¡Mf¡MBS>_¡fp¡ s¡dS> s¡ d\L$p¡ Mps¡_p¡ kOmp¡ õV$pa L$pe®`pgL$ BS>_¡fîu (`pZu `yfhW$p)_u ku^u v$¡Mf¡MBS>_¡fp¡ s¡dS> s¡ d\L$p¡ Mps¡_p¡ kOmp¡ õV$pa L$pe®`pgL$ BS>_¡fîu (`pZu `yfhW$p)_u ku^u v$¡Mf¡Ml¡W$m fl¡i¡. kepÆ kfp¡hf_p h¡õV$ huef_p v$fhpÅ Mp¡ghp A_¡ b„^ L$fhp A„N¡_p¡ r_Z®e kfp¡hf_pl¡W$m fl¡i¡. kepÆ kfp¡hf_p h¡õV$ huef_p v$fhpÅ Mp¡ghp A_¡ b„^ L$fhp A„N¡_p¡ r_Z®e kfp¡hf_pl¡W$m fl¡i¡. kepÆ kfp¡hf_p h¡õV$ huef_p v$fhpÅ Mp¡ghp A_¡ b„^ L$fhp A„N¡_p¡ r_Z®e kfp¡hf_pl¡W$m fl¡i¡. kepÆ kfp¡hf_p h¡õV$ huef_p v$fhpÅ Mp¡ghp A_¡ b„^ L$fhp A„N¡_p¡ r_Z®e kfp¡hf_pl¡W$m fl¡i¡. kepÆ kfp¡hf_p h¡õV$ huef_p v$fhpÅ Mp¡ghp A_¡ b„^ L$fhp A„N¡_p¡ r_Z®e kfp¡hf_p`pZu_u k`pV$u s¡dp„ \sp¡ h^pfp_p¡ v$f R>¡‰p R> \u ApW$ L$gpL$ v$frdep_ kfp¡hf_p ÷ph rhõspfdp„`pZu_u k`pV$u s¡dp„ \sp¡ h^pfp_p¡ v$f R>¡‰p R> \u ApW$ L$gpL$ v$frdep_ kfp¡hf_p ÷ph rhõspfdp„`pZu_u k`pV$u s¡dp„ \sp¡ h^pfp_p¡ v$f R>¡‰p R> \u ApW$ L$gpL$ v$frdep_ kfp¡hf_p ÷ph rhõspfdp„`pZu_u k`pV$u s¡dp„ \sp¡ h^pfp_p¡ v$f R>¡‰p R> \u ApW$ L$gpL$ v$frdep_ kfp¡hf_p ÷ph rhõspfdp„`pZu_u k`pV$u s¡dp„ \sp¡ h^pfp_p¡ v$f R>¡‰p R> \u ApW$ L$gpL$ v$frdep_ kfp¡hf_p ÷ph rhõspfdp„\e¡gp¡ hfkpv$ auX$f Q¡_gdp„\u `pZu_u AphL$ rhN¡f¡ dyØpAp¡_¡ Ýep_dp„ fpMu_¡ kepÆ kfp¡hf Mps¡\e¡gp¡ hfkpv$ auX$f Q¡_gdp„\u `pZu_u AphL$ rhN¡f¡ dyØpAp¡_¡ Ýep_dp„ fpMu_¡ kepÆ kfp¡hf Mps¡\e¡gp¡ hfkpv$ auX$f Q¡_gdp„\u `pZu_u AphL$ rhN¡f¡ dyØpAp¡_¡ Ýep_dp„ fpMu_¡ kepÆ kfp¡hf Mps¡\e¡gp¡ hfkpv$ auX$f Q¡_gdp„\u `pZu_u AphL$ rhN¡f¡ dyØpAp¡_¡ Ýep_dp„ fpMu_¡ kepÆ kfp¡hf Mps¡\e¡gp¡ hfkpv$ auX$f Q¡_gdp„\u `pZu_u AphL$ rhN¡f¡ dyØpAp¡_¡ Ýep_dp„ fpMu_¡ kepÆ kfp¡hf Mps¡afS> f_p _peb L$pe®`pgL$ BS>_¡f g¡i¡. A_¡ s¡ q_Z®e A_ykpf S>ê$fu L$pe®hplu L$fphi¡. 15 Ap¡NõV$afS> f_p _peb L$pe®`pgL$ BS>_¡f g¡i¡. A_¡ s¡ q_Z®e A_ykpf S>ê$fu L$pe®hplu L$fphi¡. 15 Ap¡NõV$afS> f_p _peb L$pe®`pgL$ BS>_¡f g¡i¡. A_¡ s¡ q_Z®e A_ykpf S>ê$fu L$pe®hplu L$fphi¡. 15 Ap¡NõV$afS> f_p _peb L$pe®`pgL$ BS>_¡f g¡i¡. A_¡ s¡ q_Z®e A_ykpf S>ê$fu L$pe®hplu L$fphi¡. 15 Ap¡NõV$afS> f_p _peb L$pe®`pgL$ BS>_¡f g¡i¡. A_¡ s¡ q_Z®e A_ykpf S>ê$fu L$pe®hplu L$fphi¡. 15 Ap¡NõV$ky^u kfp¡hf_y„ g¡hg 211 a|V$ A_¡ 31 Ap¡NõV$ ky^u 212 a|V$\u h^hp v¡h„ y _rl. Ðepfbpv hfkpv$_p¡ky^u kfp¡hf_y„ g¡hg 211 a|V$ A_¡ 31 Ap¡NõV$ ky^u 212 a|V$\u h^hp v¡h„ y _rl. Ðepfbpv hfkpv$_p¡ky^u kfp¡hf_y„ g¡hg 211 a|V$ A_¡ 31 Ap¡NõV$ ky^u 212 a|V$\u h^hp v¡h„ y _rl. Ðepfbpv hfkpv$_p¡ky^u kfp¡hf_y„ g¡hg 211 a|V$ A_¡ 31 Ap¡NõV$ ky^u 212 a|V$\u h^hp v¡h„ y _rl. Ðepfbpv hfkpv$_p¡ky^u kfp¡hf_y„ g¡hg 211 a|V$ A_¡ 31 Ap¡NõV$ ky^u 212 a|V$\u h^hp v¡h„ y _rl. Ðepfbpv hfkpv$_p¡Tp¡L$ rhN¡f¡ Å¡B hMsp¡ hMs r_Z®e g¡hp_p¡ fl¡i¡.Tp¡L$ rhN¡f¡ Å¡B hMsp¡ hMs r_Z®e g¡hp_p¡ fl¡i¡.Tp¡L$ rhN¡f¡ Å¡B hMsp¡ hMs r_Z®e g¡hp_p¡ fl¡i¡.Tp¡L$ rhN¡f¡ Å¡B hMsp¡ hMs r_Z®e g¡hp_p¡ fl¡i¡.Tp¡L$ rhN¡f¡ Å¡B hMsp¡ hMs r_Z®e g¡hp_p¡ fl¡i¡.

7.027.027.027.027.02 âsp`tkl kfp¡hfdp„\u rhðprdÓudp„ R>p¡X$hp dpV¡$_p v$fhpÅAp¡, auX$f Q¡_g D`f_p v$fhpÅAp¡ s¡dS>âsp`tkl kfp¡hfdp„\u rhðprdÓudp„ R>p¡X$hp dpV¡$_p v$fhpÅAp¡, auX$f Q¡_g D`f_p v$fhpÅAp¡ s¡dS>âsp`tkl kfp¡hfdp„\u rhðprdÓudp„ R>p¡X$hp dpV¡$_p v$fhpÅAp¡, auX$f Q¡_g D`f_p v$fhpÅAp¡ s¡dS>âsp`tkl kfp¡hfdp„\u rhðprdÓudp„ R>p¡X$hp dpV¡$_p v$fhpÅAp¡, auX$f Q¡_g D`f_p v$fhpÅAp¡ s¡dS>âsp`tkl kfp¡hfdp„\u rhðprdÓudp„ R>p¡X$hp dpV¡$_p v$fhpÅAp¡, auX$f Q¡_g D`f_p v$fhpÅAp¡ s¡dS>Tp¡qfep A_¡ DS>¡V$u _pmpAp¡ D`f_p v$fhpÅ Mp¡ghp s¡dS> b„^ L$fhp A„N¡_p¡ r_Z®e âsp``yfpTp¡qfep A_¡ DS>¡V$u _pmpAp¡ D`f_p v$fhpÅ Mp¡ghp s¡dS> b„^ L$fhp A„N¡_p¡ r_Z®e âsp``yfpTp¡qfep A_¡ DS>¡V$u _pmpAp¡ D`f_p v$fhpÅ Mp¡ghp s¡dS> b„^ L$fhp A„N¡_p¡ r_Z®e âsp``yfpTp¡qfep A_¡ DS>¡V$u _pmpAp¡ D`f_p v$fhpÅ Mp¡ghp s¡dS> b„^ L$fhp A„N¡_p¡ r_Z®e âsp``yfpTp¡qfep A_¡ DS>¡V$u _pmpAp¡ D`f_p v$fhpÅ Mp¡ghp s¡dS> b„^ L$fhp A„N¡_p¡ r_Z®e âsp``yfpkfp¡hfdp„ `pZu_u k`pV$u s¡dp„ \sp¡ h^pfp_p¡ v$f, R>¡‰p R> \u ApW$ L$gpL$ v$frdep_ kfp¡hf_p A_¡kfp¡hfdp„ `pZu_u k`pV$u s¡dp„ \sp¡ h^pfp_p¡ v$f, R>¡‰p R> \u ApW$ L$gpL$ v$frdep_ kfp¡hf_p A_¡kfp¡hfdp„ `pZu_u k`pV$u s¡dp„ \sp¡ h^pfp_p¡ v$f, R>¡‰p R> \u ApW$ L$gpL$ v$frdep_ kfp¡hf_p A_¡kfp¡hfdp„ `pZu_u k`pV$u s¡dp„ \sp¡ h^pfp_p¡ v$f, R>¡‰p R> \u ApW$ L$gpL$ v$frdep_ kfp¡hf_p A_¡kfp¡hfdp„ `pZu_u k`pV$u s¡dp„ \sp¡ h^pfp_p¡ v$f, R>¡‰p R> \u ApW$ L$gpL$ v$frdep_ kfp¡hf_p A_¡auX$f Q¡_gdp„ \sp„ `pZu_p k„N°l rhNf¡ dyØpAp¡_¡ Ýep_dp„ fpMu_¡ Apkp¡S> d\L$ Mps¡_p _pebauX$f Q¡_gdp„ \sp„ `pZu_p k„N°l rhNf¡ dyØpAp¡_¡ Ýep_dp„ fpMu_¡ Apkp¡S> d\L$ Mps¡_p _pebauX$f Q¡_gdp„ \sp„ `pZu_p k„N°l rhNf¡ dyØpAp¡_¡ Ýep_dp„ fpMu_¡ Apkp¡S> d\L$ Mps¡_p _pebauX$f Q¡_gdp„ \sp„ `pZu_p k„N°l rhNf¡ dyØpAp¡_¡ Ýep_dp„ fpMu_¡ Apkp¡S> d\L$ Mps¡_p _pebauX$f Q¡_gdp„ \sp„ `pZu_p k„N°l rhNf¡ dyØpAp¡_¡ Ýep_dp„ fpMu_¡ Apkp¡S> d\L$ Mps¡_p _pebL$pe®`pgL$ BS>_¡f r_Z®e g¡i¡. A_¡ s¡ r_Z®e A_ykpf S>ê$fu L$pe®hplu L$fphi¡. Ap A„N¡_p õ`ô$L$pe®`pgL$ BS>_¡f r_Z®e g¡i¡. A_¡ s¡ r_Z®e A_ykpf S>ê$fu L$pe®hplu L$fphi¡. Ap A„N¡_p õ`ô$L$pe®`pgL$ BS>_¡f r_Z®e g¡i¡. A_¡ s¡ r_Z®e A_ykpf S>ê$fu L$pe®hplu L$fphi¡. Ap A„N¡_p õ`ô$L$pe®`pgL$ BS>_¡f r_Z®e g¡i¡. A_¡ s¡ r_Z®e A_ykpf S>ê$fu L$pe®hplu L$fphi¡. Ap A„N¡_p õ`ô$L$pe®`pgL$ BS>_¡f r_Z®e g¡i¡. A_¡ s¡ r_Z®e A_ykpf S>ê$fu L$pe®hplu L$fphi¡. Ap A„N¡_p õ`ô$rhNshpf lyL$dp¡ L$pe®`pgL$ BS>_¡f (`pZu `yfhW$p) A¡dZ¡ 1gu S|>_ ky^u Ap`u v$¡hp.rhNshpf lyL$dp¡ L$pe®`pgL$ BS>_¡f (`pZu `yfhW$p) A¡dZ¡ 1gu S|>_ ky^u Ap`u v$¡hp.rhNshpf lyL$dp¡ L$pe®`pgL$ BS>_¡f (`pZu `yfhW$p) A¡dZ¡ 1gu S|>_ ky^u Ap`u v$¡hp.rhNshpf lyL$dp¡ L$pe®`pgL$ BS>_¡f (`pZu `yfhW$p) A¡dZ¡ 1gu S|>_ ky^u Ap`u v$¡hp.rhNshpf lyL$dp¡ L$pe®`pgL$ BS>_¡f (`pZu `yfhW$p) A¡dZ¡ 1gu S|>_ ky^u Ap`u v$¡hp.

7.037.037.037.037.03 kepÆ kfp¡hf A_¡ Apkp¡S> A¡ b„_¡ d\L$p¡ Mps¡_p _peb L$pe®`pgL$ BS>_¡f `p¡s¡ S>¡ r_Z®e g¡ s¡kepÆ kfp¡hf A_¡ Apkp¡S> A¡ b„_¡ d\L$p¡ Mps¡_p _peb L$pe®`pgL$ BS>_¡f `p¡s¡ S>¡ r_Z®e g¡ s¡kepÆ kfp¡hf A_¡ Apkp¡S> A¡ b„_¡ d\L$p¡ Mps¡_p _peb L$pe®`pgL$ BS>_¡f `p¡s¡ S>¡ r_Z®e g¡ s¡kepÆ kfp¡hf A_¡ Apkp¡S> A¡ b„_¡ d\L$p¡ Mps¡_p _peb L$pe®`pgL$ BS>_¡f `p¡s¡ S>¡ r_Z®e g¡ s¡kepÆ kfp¡hf A_¡ Apkp¡S> A¡ b„_¡ d\L$p¡ Mps¡_p _peb L$pe®`pgL$ BS>_¡f `p¡s¡ S>¡ r_Z®e g¡ s¡A_ykpf S>¡ L$pe®hplu L$fph¡ s¡_u ÅZ iL$e s¡$iL$pe s¡V$gu TX$`¡ dy¿e `|f r_e„ÓZ L¡$ÞÖ, hX$p¡v$fpA_ykpf S>¡ L$pe®hplu L$fph¡ s¡_u ÅZ iL$e s¡$iL$pe s¡V$gu TX$`¡ dy¿e `|f r_e„ÓZ L¡$ÞÖ, hX$p¡v$fpA_ykpf S>¡ L$pe®hplu L$fph¡ s¡_u ÅZ iL$e s¡$iL$pe s¡V$gu TX$`¡ dy¿e `|f r_e„ÓZ L¡$ÞÖ, hX$p¡v$fpA_ykpf S>¡ L$pe®hplu L$fph¡ s¡_u ÅZ iL$e s¡$iL$pe s¡V$gu TX$`¡ dy¿e `|f r_e„ÓZ L¡$ÞÖ, hX$p¡v$fpA_ykpf S>¡ L$pe®hplu L$fph¡ s¡_u ÅZ iL$e s¡$iL$pe s¡V$gu TX$`¡ dy¿e `|f r_e„ÓZ L¡$ÞÖ, hX$p¡v$fpk¡ÞV²$g apef rb°N¡X$ õV¡$i_ Mps¡, kuV$u A¡qÞS>r_efîu_¡ L$fi¡.k¡ÞV²$g apef rb°N¡X$ õV¡$i_ Mps¡, kuV$u A¡qÞS>r_efîu_¡ L$fi¡.k¡ÞV²$g apef rb°N¡X$ õV¡$i_ Mps¡, kuV$u A¡qÞS>r_efîu_¡ L$fi¡.k¡ÞV²$g apef rb°N¡X$ õV¡$i_ Mps¡, kuV$u A¡qÞS>r_efîu_¡ L$fi¡.k¡ÞV²$g apef rb°N¡X$ õV¡$i_ Mps¡, kuV$u A¡qÞS>r_efîu_¡ L$fi¡.

Page 15: f hX$p¡v$fp dlp Nf‘prgL$p f

( 7 )( 7 )( 7 )( 7 )( 7 )

S>m k„N°l õ\mp¡_p hluhV$ A„N¡ fpMhp_u g¡rMs _p¡„

7.047.047.047.047.04 D`fp„s S>¡ s¡ dprlsu_u ÅZ L$pe®`pgL$ BS>_¡fîu (`pZu `yfhW$p) _¡ syfs L$fi¡. S>¡Ap¡ kuV$uD`fp„s S>¡ s¡ dprlsu_u ÅZ L$pe®`pgL$ BS>_¡fîu (`pZu `yfhW$p) _¡ syfs L$fi¡. S>¡Ap¡ kuV$uD`fp„s S>¡ s¡ dprlsu_u ÅZ L$pe®`pgL$ BS>_¡fîu (`pZu `yfhW$p) _¡ syfs L$fi¡. S>¡Ap¡ kuV$uD`fp„s S>¡ s¡ dprlsu_u ÅZ L$pe®`pgL$ BS>_¡fîu (`pZu `yfhW$p) _¡ syfs L$fi¡. S>¡Ap¡ kuV$uD`fp„s S>¡ s¡ dprlsu_u ÅZ L$pe®`pgL$ BS>_¡fîu (`pZu `yfhW$p) _¡ syfs L$fi¡. S>¡Ap¡ kuV$uA¡qÞS>r_efîu_p¡ k„`L®$ kp^u S>ê$fu r_Z®e A„N¡ k|Q_p g¡i¡. kuV$u A¡qÞS>r_efîu_¡ \e¡gu L$pe®hpludp„A¡qÞS>r_efîu_p¡ k„`L®$ kp^u S>ê$fu r_Z®e A„N¡ k|Q_p g¡i¡. kuV$u A¡qÞS>r_efîu_¡ \e¡gu L$pe®hpludp„A¡qÞS>r_efîu_p¡ k„`L®$ kp^u S>ê$fu r_Z®e A„N¡ k|Q_p g¡i¡. kuV$u A¡qÞS>r_efîu_¡ \e¡gu L$pe®hpludp„A¡qÞS>r_efîu_p¡ k„`L®$ kp^u S>ê$fu r_Z®e A„N¡ k|Q_p g¡i¡. kuV$u A¡qÞS>r_efîu_¡ \e¡gu L$pe®hpludp„A¡qÞS>r_efîu_p¡ k„`L®$ kp^u S>ê$fu r_Z®e A„N¡ k|Q_p g¡i¡. kuV$u A¡qÞS>r_efîu_¡ \e¡gu L$pe®hpludp„L$p ¡B a¡fapf L$fhp_u S>ê$f S>Zpi¡ sp¡ s¡Ap¡ s¡ dsgb_u k|Q_p s¡Ap¡îu kb„^L$sp® L$pe®5p$gL$ BS>_¡f_¡L$p¡B a¡fapf L$fhp_u S>ê$f S>Zpi¡ sp¡ s¡Ap¡ s¡ dsgb_u k|Q_p s¡Ap¡îu kb„^L$sp® L$pe®5p$gL$ BS>_¡f_¡L$p¡B a¡fapf L$fhp_u S>ê$f S>Zpi¡ sp¡ s¡Ap¡ s¡ dsgb_u k|Q_p s¡Ap¡îu kb„^L$sp® L$pe®5p$gL$ BS>_¡f_¡L$p¡B a¡fapf L$fhp_u S>ê$f S>Zpi¡ sp¡ s¡Ap¡ s¡ dsgb_u k|Q_p s¡Ap¡îu kb„^L$sp® L$pe®5p$gL$ BS>_¡f_¡L$p¡B a¡fapf L$fhp_u S>ê$f S>Zpi¡ sp¡ s¡Ap¡ s¡ dsgb_u k|Q_p s¡Ap¡îu kb„^L$sp® L$pe®5p$gL$ BS>_¡f_¡Ap`i¡. _peb L$pe®`pgL$ BS>_¡f s¡ k|Q_pAp¡_p¡ Adg L$ep£ R>¡ s¡ bpbs_u ÅZ kuV$u A¡rÞS>r_efîuAp`i¡. _peb L$pe®`pgL$ BS>_¡f s¡ k|Q_pAp¡_p¡ Adg L$ep£ R>¡ s¡ bpbs_u ÅZ kuV$u A¡rÞS>r_efîuAp`i¡. _peb L$pe®`pgL$ BS>_¡f s¡ k|Q_pAp¡_p¡ Adg L$ep£ R>¡ s¡ bpbs_u ÅZ kuV$u A¡rÞS>r_efîuAp`i¡. _peb L$pe®`pgL$ BS>_¡f s¡ k|Q_pAp¡_p¡ Adg L$ep£ R>¡ s¡ bpbs_u ÅZ kuV$u A¡rÞS>r_efîuAp`i¡. _peb L$pe®`pgL$ BS>_¡f s¡ k|Q_pAp¡_p¡ Adg L$ep£ R>¡ s¡ bpbs_u ÅZ kuV$u A¡rÞS>r_efîus¡dS> L$pe®`pgL$ BS>_¡fîu_¡ spÐL$prgL$ L$fi¡. Ap ìehõ\p kb„^u gpNsp hmNsp sdpds¡dS> L$pe®`pgL$ BS>_¡fîu_¡ spÐL$prgL$ L$fi¡. Ap ìehõ\p kb„^u gpNsp hmNsp sdpds¡dS> L$pe®`pgL$ BS>_¡fîu_¡ spÐL$prgL$ L$fi¡. Ap ìehõ\p kb„^u gpNsp hmNsp sdpds¡dS> L$pe®`pgL$ BS>_¡fîu_¡ spÐL$prgL$ L$fi¡. Ap ìehõ\p kb„^u gpNsp hmNsp sdpds¡dS> L$pe®`pgL$ BS>_¡fîu_¡ spÐL$prgL$ L$fi¡. Ap ìehõ\p kb„^u gpNsp hmNsp sdpdAr^L$pfuAp¡A¡ `p¡s¡ gu^¡g r_Z®e Ap`¡g / d¡mh¡g k|Q_p L¡$ L$f¡g AÞe L$pe®hplu_u km„N g¡rMsAr^L$pfuAp¡A¡ `p¡s¡ gu^¡g r_Z®e Ap`¡g / d¡mh¡g k|Q_p L¡$ L$f¡g AÞe L$pe®hplu_u km„N g¡rMsAr^L$pfuAp¡A¡ `p¡s¡ gu^¡g r_Z®e Ap`¡g / d¡mh¡g k|Q_p L¡$ L$f¡g AÞe L$pe®hplu_u km„N g¡rMsAr^L$pfuAp¡A¡ `p¡s¡ gu^¡g r_Z®e Ap`¡g / d¡mh¡g k|Q_p L¡$ L$f¡g AÞe L$pe®hplu_u km„N g¡rMsAr^L$pfuAp¡A¡ `p¡s¡ gu^¡g r_Z®e Ap`¡g / d¡mh¡g k|Q_p L¡$ L$f¡g AÞe L$pe®hplu_u km„N g¡rMs_p¢^ fpMhu._p¢^ fpMhu._p¢^ fpMhu._p¢^ fpMhu._p¢^ fpMhu.

7.057.057.057.057.05 âsp``yfp\u ApS>hp ky^u_p ApX$b„^_y„ r_qfnZ L$pe®`pgL$ BS>_¡fîu(`pZu `yfhW$p) h^y hfkpv$_pâsp``yfp\u ApS>hp ky^u_p ApX$b„^_y„ r_qfnZ L$pe®`pgL$ BS>_¡fîu(`pZu `yfhW$p) h^y hfkpv$_pâsp``yfp\u ApS>hp ky^u_p ApX$b„^_y„ r_qfnZ L$pe®`pgL$ BS>_¡fîu(`pZu `yfhW$p) h^y hfkpv$_pâsp``yfp\u ApS>hp ky^u_p ApX$b„^_y„ r_qfnZ L$pe®`pgL$ BS>_¡fîu(`pZu `yfhW$p) h^y hfkpv$_pâsp``yfp\u ApS>hp ky^u_p ApX$b„^_y„ r_qfnZ L$pe®`pgL$ BS>_¡fîu(`pZu `yfhW$p) h^y hfkpv$_pkdedp„ Ås¡ v$f AW$hpqX$e¡ q_v$p_ A¡L$ hMs L$fi¡ s¡dZ¡ S>ê$fu L$pdNufu spÐL$prgL$ eyÙ_p ^p¡fZ¡kdedp„ Ås¡ v$f AW$hpqX$e¡ q_v$p_ A¡L$ hMs L$fi¡ s¡dZ¡ S>ê$fu L$pdNufu spÐL$prgL$ eyÙ_p ^p¡fZ¡kdedp„ Ås¡ v$f AW$hpqX$e¡ q_v$p_ A¡L$ hMs L$fi¡ s¡dZ¡ S>ê$fu L$pdNufu spÐL$prgL$ eyÙ_p ^p¡fZ¡kdedp„ Ås¡ v$f AW$hpqX$e¡ q_v$p_ A¡L$ hMs L$fi¡ s¡dZ¡ S>ê$fu L$pdNufu spÐL$prgL$ eyÙ_p ^p¡fZ¡kdedp„ Ås¡ v$f AW$hpqX$e¡ q_v$p_ A¡L$ hMs L$fi¡ s¡dZ¡ S>ê$fu L$pdNufu spÐL$prgL$ eyÙ_p ^p¡fZ¡L$fphu g¡hu. _peb L$pe®`p$gL BS>_¡fîu (`pZu `yfhW$p) _u k|Q_p dyS>b kv$f ApX$b„^_y„ r_qfnZL$fphu g¡hu. _peb L$pe®`p$gL BS>_¡fîu (`pZu `yfhW$p) _u k|Q_p dyS>b kv$f ApX$b„^_y„ r_qfnZL$fphu g¡hu. _peb L$pe®`p$gL BS>_¡fîu (`pZu `yfhW$p) _u k|Q_p dyS>b kv$f ApX$b„^_y„ r_qfnZL$fphu g¡hu. _peb L$pe®`p$gL BS>_¡fîu (`pZu `yfhW$p) _u k|Q_p dyS>b kv$f ApX$b„^_y„ r_qfnZL$fphu g¡hu. _peb L$pe®`p$gL BS>_¡fîu (`pZu `yfhW$p) _u k|Q_p dyS>b kv$f ApX$b„^_y„ r_qfnZL$fu AW$hpqX$L$ g¡rMs r_h¡v$_ L$fi¡. ApX$b„^ bpSy> d|L$hp dpV¡$_p k¡ÞX$ b¡N_u sdpd ìehõ\p 1guL$fu AW$hpqX$L$ g¡rMs r_h¡v$_ L$fi¡. ApX$b„^ bpSy> d|L$hp dpV¡$_p k¡ÞX$ b¡N_u sdpd ìehõ\p 1guL$fu AW$hpqX$L$ g¡rMs r_h¡v$_ L$fi¡. ApX$b„^ bpSy> d|L$hp dpV¡$_p k¡ÞX$ b¡N_u sdpd ìehõ\p 1guL$fu AW$hpqX$L$ g¡rMs r_h¡v$_ L$fi¡. ApX$b„^ bpSy> d|L$hp dpV¡$_p k¡ÞX$ b¡N_u sdpd ìehõ\p 1guL$fu AW$hpqX$L$ g¡rMs r_h¡v$_ L$fi¡. ApX$b„^ bpSy> d|L$hp dpV¡$_p k¡ÞX$ b¡N_u sdpd ìehõ\p 1guS|>_ ky^u `|fu L$fhu.S|>_ ky^u `|fu L$fhu.S|>_ ky^u `|fu L$fhu.S|>_ ky^u `|fu L$fhu.S|>_ ky^u `|fu L$fhu.

7.067.067.067.067.06 ApS>hp, âsp``yfp A_¡ Apkp¡S> auX$f D`f gNph¡gp v$fhpÅ hN¡f¡_u kpak|au-Ap¡Bg-N°uk gNphuApS>hp, âsp``yfp A_¡ Apkp¡S> auX$f D`f gNph¡gp v$fhpÅ hN¡f¡_u kpak|au-Ap¡Bg-N°uk gNphuApS>hp, âsp``yfp A_¡ Apkp¡S> auX$f D`f gNph¡gp v$fhpÅ hN¡f¡_u kpak|au-Ap¡Bg-N°uk gNphuApS>hp, âsp``yfp A_¡ Apkp¡S> auX$f D`f gNph¡gp v$fhpÅ hN¡f¡_u kpak|au-Ap¡Bg-N°uk gNphuApS>hp, âsp``yfp A_¡ Apkp¡S> auX$f D`f gNph¡gp v$fhpÅ hN¡f¡_u kpak|au-Ap¡Bg-N°uk gNphubfpbf Qpg¡ R>¡ L¡$ L¡$d s¡_u âÐen s`pkZu _peb BS>_¡fîu A_¡ L$pe®`pgL$ BS>_¡fîu (`pZubfpbf Qpg¡ R>¡ L¡$ L¡$d s¡_u âÐen s`pkZu _peb BS>_¡fîu A_¡ L$pe®`pgL$ BS>_¡fîu (`pZubfpbf Qpg¡ R>¡ L¡$ L¡$d s¡_u âÐen s`pkZu _peb BS>_¡fîu A_¡ L$pe®`pgL$ BS>_¡fîu (`pZubfpbf Qpg¡ R>¡ L¡$ L¡$d s¡_u âÐen s`pkZu _peb BS>_¡fîu A_¡ L$pe®`pgL$ BS>_¡fîu (`pZubfpbf Qpg¡ R>¡ L¡$ L¡$d s¡_u âÐen s`pkZu _peb BS>_¡fîu A_¡ L$pe®`pgL$ BS>_¡fîu (`pZu`yfhW$p) spfuM 1gu S|>_ l¡gp„ A\hp S>¡ s¡ hj£ L$fhpdp„ Aph¡ s¡ Mpk k|Q_p dyS>b L$fu s¡_y„ "g¡Mus'`yfhW$p) spfuM 1gu S|>_ l¡gp„ A\hp S>¡ s¡ hj£ L$fhpdp„ Aph¡ s¡ Mpk k|Q_p dyS>b L$fu s¡_y„ "g¡Mus'`yfhW$p) spfuM 1gu S|>_ l¡gp„ A\hp S>¡ s¡ hj£ L$fhpdp„ Aph¡ s¡ Mpk k|Q_p dyS>b L$fu s¡_y„ "g¡Mus'`yfhW$p) spfuM 1gu S|>_ l¡gp„ A\hp S>¡ s¡ hj£ L$fhpdp„ Aph¡ s¡ Mpk k|Q_p dyS>b L$fu s¡_y„ "g¡Mus'`yfhW$p) spfuM 1gu S|>_ l¡gp„ A\hp S>¡ s¡ hj£ L$fhpdp„ Aph¡ s¡ Mpk k|Q_p dyS>b L$fu s¡_y„ "g¡Mus'r_h¡v_ kuV$u A¡qÞS>r_efîu_¡ L$fhy„. Qp¡dpkp v$fçep_ Ahpf_hpf D`fp¡L$s L$pdNufu_y„ r_funZr_h¡v_ kuV$u A¡qÞS>r_efîu_¡ L$fhy„. Qp¡dpkp v$fçep_ Ahpf_hpf D`fp¡L$s L$pdNufu_y„ r_funZr_h¡v_ kuV$u A¡qÞS>r_efîu_¡ L$fhy„. Qp¡dpkp v$fçep_ Ahpf_hpf D`fp¡L$s L$pdNufu_y„ r_funZr_h¡v_ kuV$u A¡qÞS>r_efîu_¡ L$fhy„. Qp¡dpkp v$fçep_ Ahpf_hpf D`fp¡L$s L$pdNufu_y„ r_funZr_h¡v_ kuV$u A¡qÞS>r_efîu_¡ L$fhy„. Qp¡dpkp v$fçep_ Ahpf_hpf D`fp¡L$s L$pdNufu_y„ r_funZL$pe®`pgL$ BS>_¡fîu (`pZu `yfhW$p) s\p kuV$u A¡qÞS>r_efîuA¡ L$fhy„.L$pe®`pgL$ BS>_¡fîu (`pZu `yfhW$p) s\p kuV$u A¡qÞS>r_efîuA¡ L$fhy„.L$pe®`pgL$ BS>_¡fîu (`pZu `yfhW$p) s\p kuV$u A¡qÞS>r_efîuA¡ L$fhy„.L$pe®`pgL$ BS>_¡fîu (`pZu `yfhW$p) s\p kuV$u A¡qÞS>r_efîuA¡ L$fhy„.L$pe®`pgL$ BS>_¡fîu (`pZu `yfhW$p) s\p kuV$u A¡qÞS>r_efîuA¡ L$fhy„.

rrrrrhðprdÓu yg D`f_u ìehõ\p

8.008.008.008.008.00 rhðprdÓu dy¿e `yg _ÆL$ L¡$ Sep„\u rhðprdÓu _v$u_p `pZu_u k`pV$u r_erds ê$`¡ Ap`hpdp„rhðprdÓu dy¿e `yg _ÆL$ L¡$ Sep„\u rhðprdÓu _v$u_p `pZu_u k`pV$u r_erds ê$`¡ Ap`hpdp„rhðprdÓu dy¿e `yg _ÆL$ L¡$ Sep„\u rhðprdÓu _v$u_p `pZu_u k`pV$u r_erds ê$`¡ Ap`hpdp„rhðprdÓu dy¿e `yg _ÆL$ L¡$ Sep„\u rhðprdÓu _v$u_p `pZu_u k`pV$u r_erds ê$`¡ Ap`hpdp„rhðprdÓu dy¿e `yg _ÆL$ L¡$ Sep„\u rhðprdÓu _v$u_p `pZu_u k`pV$u r_erds ê$`¡ Ap`hpdp„Aph¡ R>¡ s¡ õ\m D`f bp„^L$pd Mpsp_p A¡L$ A¡qX$i_g Aprk. A¡rÞS>r_ef v$f ApW$ L$gpL$_p kdeAph¡ R>¡ s¡ õ\m D`f bp„^L$pd Mpsp_p A¡L$ A¡qX$i_g Aprk. A¡rÞS>r_ef v$f ApW$ L$gpL$_p kdeAph¡ R>¡ s¡ õ\m D`f bp„^L$pd Mpsp_p A¡L$ A¡qX$i_g Aprk. A¡rÞS>r_ef v$f ApW$ L$gpL$_p kdeAph¡ R>¡ s¡ õ\m D`f bp„^L$pd Mpsp_p A¡L$ A¡qX$i_g Aprk. A¡rÞS>r_ef v$f ApW$ L$gpL$_p kdeAph¡ R>¡ s¡ õ\m D`f bp„^L$pd Mpsp_p A¡L$ A¡qX$i_g Aprk. A¡rÞS>r_ef v$f ApW$ L$gpL$_p kdedpV¡$ lpS>f fpMhp. v$f A¡L$ L$gpL¡$ `pZu_u k`pV$u A„N¡_u dprlsu ap¡_ Üpfp hpefg¡k\u dÝeõ\dpV¡$ lpS>f fpMhp. v$f A¡L$ L$gpL¡$ `pZu_u k`pV$u A„N¡_u dprlsu ap¡_ Üpfp hpefg¡k\u dÝeõ\dpV¡$ lpS>f fpMhp. v$f A¡L$ L$gpL¡$ `pZu_u k`pV$u A„N¡_u dprlsu ap¡_ Üpfp hpefg¡k\u dÝeõ\dpV¡$ lpS>f fpMhp. v$f A¡L$ L$gpL¡$ `pZu_u k`pV$u A„N¡_u dprlsu ap¡_ Üpfp hpefg¡k\u dÝeõ\dpV¡$ lpS>f fpMhp. v$f A¡L$ L$gpL¡$ `pZu_u k`pV$u A„N¡_u dprlsu ap¡_ Üpfp hpefg¡k\u dÝeõ\r_e„ÓZ L¡$ÞÖ D`f s¡dZ¡ Ap`hu. Å¡ k`pV$u TX$`\u h^su lp¡e sp¡ k`pV$u A„N¡_u dprlsu v$f 10r_e„ÓZ L¡$ÞÖ D`f s¡dZ¡ Ap`hu. Å¡ k`pV$u TX$`\u h^su lp¡e sp¡ k`pV$u A„N¡_u dprlsu v$f 10r_e„ÓZ L¡$ÞÖ D`f s¡dZ¡ Ap`hu. Å¡ k`pV$u TX$`\u h^su lp¡e sp¡ k`pV$u A„N¡_u dprlsu v$f 10r_e„ÓZ L¡$ÞÖ D`f s¡dZ¡ Ap`hu. Å¡ k`pV$u TX$`\u h^su lp¡e sp¡ k`pV$u A„N¡_u dprlsu v$f 10r_e„ÓZ L¡$ÞÖ D`f s¡dZ¡ Ap`hu. Å¡ k`pV$u TX$`\u h^su lp¡e sp¡ k`pV$u A„N¡_u dprlsu v$f 10rdr_V¡$ Ap`hp_u fl¡i¡. Ap A„N¡ kuV$u A¡rÞS>r_efîu r_Z®e g¡i¡. Ap A„N¡_p lyL$dp¡ kuV$urdr_V¡$ Ap`hp_u fl¡i¡. Ap A„N¡ kuV$u A¡rÞS>r_efîu r_Z®e g¡i¡. Ap A„N¡_p lyL$dp¡ kuV$urdr_V¡$ Ap`hp_u fl¡i¡. Ap A„N¡ kuV$u A¡rÞS>r_efîu r_Z®e g¡i¡. Ap A„N¡_p lyL$dp¡ kuV$urdr_V¡$ Ap`hp_u fl¡i¡. Ap A„N¡ kuV$u A¡rÞS>r_efîu r_Z®e g¡i¡. Ap A„N¡_p lyL$dp¡ kuV$urdr_V¡$ Ap`hp_u fl¡i¡. Ap A„N¡ kuV$u A¡rÞS>r_efîu r_Z®e g¡i¡. Ap A„N¡_p lyL$dp¡ kuV$uA¡rÞS>r_efîuA¡ `l¡gu S|>_ ky^u blpf `pX$hp.A¡rÞS>r_efîuA¡ `l¡gu S|>_ ky^u blpf `pX$hp.A¡rÞS>r_efîuA¡ `l¡gu S|>_ ky^u blpf `pX$hp.A¡rÞS>r_efîuA¡ `l¡gu S|>_ ky^u blpf `pX$hp.A¡rÞS>r_efîuA¡ `l¡gu S|>_ ky^u blpf `pX$hp.

kyfkpNf A_¡ AÞe smphp¡_p k„Qpg_ bpbs

9.019.019.019.019.01 `|f_p kde kyfkpNf smphdp„\u rhðprdÓu _v$udp„ `pZu R>p¡X$hp_p¡ hpëh kuV$u`|f_p kde kyfkpNf smphdp„\u rhðprdÓu _v$udp„ `pZu R>p¡X$hp_p¡ hpëh kuV$u`|f_p kde kyfkpNf smphdp„\u rhðprdÓu _v$udp„ `pZu R>p¡X$hp_p¡ hpëh kuV$u`|f_p kde kyfkpNf smphdp„\u rhðprdÓu _v$udp„ `pZu R>p¡X$hp_p¡ hpëh kuV$u`|f_p kde kyfkpNf smphdp„\u rhðprdÓu _v$udp„ `pZu R>p¡X$hp_p¡ hpëh kuV$u

A¡rÞS>r_efîu_u k|Q_ A_ykpf DOpX$hp L¡$ b„^ L$fhp_u L$pdNufu _peb L$pe®`pgL$ BS>_¡fîu `pZuA¡rÞS>r_efîu_u k|Q_ A_ykpf DOpX$hp L¡$ b„^ L$fhp_u L$pdNufu _peb L$pe®`pgL$ BS>_¡fîu `pZuA¡rÞS>r_efîu_u k|Q_ A_ykpf DOpX$hp L¡$ b„^ L$fhp_u L$pdNufu _peb L$pe®`pgL$ BS>_¡fîu `pZuA¡rÞS>r_efîu_u k|Q_ A_ykpf DOpX$hp L¡$ b„^ L$fhp_u L$pdNufu _peb L$pe®`pgL$ BS>_¡fîu `pZuA¡rÞS>r_efîu_u k|Q_ A_ykpf DOpX$hp L¡$ b„^ L$fhp_u L$pdNufu _peb L$pe®`pgL$ BS>_¡fîu `pZu`yfhW$p_p L$d®QpfuAp¡ dpfas L$fhp_u R>¡. kuV$u A¡rÞS>r_efîu_u k|Q_p dyS>b hpëh DOpX$hp L¡$ b„^`yfhW$p_p L$d®QpfuAp¡ dpfas L$fhp_u R>¡. kuV$u A¡rÞS>r_efîu_u k|Q_p dyS>b hpëh DOpX$hp L¡$ b„^`yfhW$p_p L$d®QpfuAp¡ dpfas L$fhp_u R>¡. kuV$u A¡rÞS>r_efîu_u k|Q_p dyS>b hpëh DOpX$hp L¡$ b„^`yfhW$p_p L$d®QpfuAp¡ dpfas L$fhp_u R>¡. kuV$u A¡rÞS>r_efîu_u k|Q_p dyS>b hpëh DOpX$hp L¡$ b„^`yfhW$p_p L$d®QpfuAp¡ dpfas L$fhp_u R>¡. kuV$u A¡rÞS>r_efîu_u k|Q_p dyS>b hpëh DOpX$hp L¡$ b„^L$fhp_u L$pdNufu `|fu \ep_u ÅZ iL$e s¡V$gu TX$`¡ _peb L$pe®`p$gL$ BS>_¡fîu (`pZu `yfhW$p)L$fhp_u L$pdNufu `|fu \ep_u ÅZ iL$e s¡V$gu TX$`¡ _peb L$pe®`p$gL$ BS>_¡fîu (`pZu `yfhW$p)L$fhp_u L$pdNufu `|fu \ep_u ÅZ iL$e s¡V$gu TX$`¡ _peb L$pe®`p$gL$ BS>_¡fîu (`pZu `yfhW$p)L$fhp_u L$pdNufu `|fu \ep_u ÅZ iL$e s¡V$gu TX$`¡ _peb L$pe®`p$gL$ BS>_¡fîu (`pZu `yfhW$p)L$fhp_u L$pdNufu `|fu \ep_u ÅZ iL$e s¡V$gu TX$`¡ _peb L$pe®`p$gL$ BS>_¡fîu (`pZu `yfhW$p)kuV$u A¡rÞS>r_efîu_¡ L$fhu.kuV$u A¡rÞS>r_efîu_¡ L$fhu.kuV$u A¡rÞS>r_efîu_¡ L$fhu.kuV$u A¡rÞS>r_efîu_¡ L$fhu.kuV$u A¡rÞS>r_efîu_¡ L$fhu.

9.029.029.029.029.02 hpfkuep L$p¡gp¡_u_p smph\u dl„dv$$ smph ky^u_p smphp¡_p v$fhpÅAp¡_u 10 du S|>_ ky^u L$pe®`pgL$hpfkuep L$p¡gp¡_u_p smph\u dl„dv$$ smph ky^u_p smphp¡_p v$fhpÅAp¡_u 10 du S|>_ ky^u L$pe®`pgL$hpfkuep L$p¡gp¡_u_p smph\u dl„dv$$ smph ky^u_p smphp¡_p v$fhpÅAp¡_u 10 du S|>_ ky^u L$pe®`pgL$hpfkuep L$p¡gp¡_u_p smph\u dl„dv$$ smph ky^u_p smphp¡_p v$fhpÅAp¡_u 10 du S|>_ ky^u L$pe®`pgL$hpfkuep L$p¡gp¡_u_p smph\u dl„dv$$ smph ky^u_p smphp¡_p v$fhpÅAp¡_u 10 du S|>_ ky^u L$pe®`pgL$BS>_¡fîuA¡ (fp¡X$) âÐen MpÓu L$fhu. v$fhpÅ S>ê$f âdpZ¡ Mp¡gb„^ L$fhp_u ìehõ\p `Z s¡Ap¡S>BS>_¡fîuA¡ (fp¡X$) âÐen MpÓu L$fhu. v$fhpÅ S>ê$f âdpZ¡ Mp¡gb„^ L$fhp_u ìehõ\p `Z s¡Ap¡S>BS>_¡fîuA¡ (fp¡X$) âÐen MpÓu L$fhu. v$fhpÅ S>ê$f âdpZ¡ Mp¡gb„^ L$fhp_u ìehõ\p `Z s¡Ap¡S>BS>_¡fîuA¡ (fp¡X$) âÐen MpÓu L$fhu. v$fhpÅ S>ê$f âdpZ¡ Mp¡gb„^ L$fhp_u ìehõ\p `Z s¡Ap¡S>BS>_¡fîuA¡ (fp¡X$) âÐen MpÓu L$fhu. v$fhpÅ S>ê$f âdpZ¡ Mp¡gb„^ L$fhp_u ìehõ\p `Z s¡Ap¡S>L$fi¡.L$fi¡.L$fi¡.L$fi¡.L$fi¡.

afS> f_p õV$pa dpV¡$

10.10.10.10.10. cpf¡ hfkpv$$ L¡$ `|f_p âk„N¡ fpls õV$pa_¡ Qp _põsp¡ `|fp¡ `pX$hp kb„^L$sp® rhõspf_pcpf¡ hfkpv$$ L¡$ `|f_p âk„N¡ fpls õV$pa_¡ Qp _põsp¡ `|fp¡ `pX$hp kb„^L$sp® rhõspf_pcpf¡ hfkpv$$ L¡$ `|f_p âk„N¡ fpls õV$pa_¡ Qp _põsp¡ `|fp¡ `pX$hp kb„^L$sp® rhõspf_pcpf¡ hfkpv$$ L¡$ `|f_p âk„N¡ fpls õV$pa_¡ Qp _põsp¡ `|fp¡ `pX$hp kb„^L$sp® rhõspf_pcpf¡ hfkpv$$ L¡$ `|f_p âk„N¡ fpls õV$pa_¡ Qp _põsp¡ `|fp¡ `pX$hp kb„^L$sp® rhõspf_p

Ãlp _põsp_u ìehõ\p

hp¡X®$ Ap¡qakfîu_p _pd¡ skgdps gB MQ® L$fhp¡. skgdps_p¡ b^p¡S> rlkpb `Z s¡Ap¡A¡ fpMhp¡.hp¡X®$ Ap¡qakfîu_p _pd¡ skgdps gB MQ® L$fhp¡. skgdps_p¡ b^p¡S> rlkpb `Z s¡Ap¡A¡ fpMhp¡.hp¡X®$ Ap¡qakfîu_p _pd¡ skgdps gB MQ® L$fhp¡. skgdps_p¡ b^p¡S> rlkpb `Z s¡Ap¡A¡ fpMhp¡.hp¡X®$ Ap¡qakfîu_p _pd¡ skgdps gB MQ® L$fhp¡. skgdps_p¡ b^p¡S> rlkpb `Z s¡Ap¡A¡ fpMhp¡.hp¡X®$ Ap¡qakfîu_p _pd¡ skgdps gB MQ® L$fhp¡. skgdps_p¡ b^p¡S> rlkpb `Z s¡Ap¡A¡ fpMhp¡.

Page 16: f hX$p¡v$fp dlp Nf‘prgL$p f

( 8 )( 8 )( 8 )( 8 )( 8 )

`X$u Ne¡g TpX$p¡_p r_L$pg bpbs.

11.11.11.11.11. L$p¡B rhõspfdp„ TpX$ `X¡$ sp¡ s¡ rhõspf_p fpls L¡$ÞÖ_p Ar^L$pfuA¡ s¡_u ÅZ spÐL$prgL$ X$pef¡L$V$fîuL$p¡B rhõspfdp„ TpX$ `X¡$ sp¡ s¡ rhõspf_p fpls L¡$ÞÖ_p Ar^L$pfuA¡ s¡_u ÅZ spÐL$prgL$ X$pef¡L$V$fîuL$p¡B rhõspfdp„ TpX$ `X¡$ sp¡ s¡ rhõspf_p fpls L¡$ÞÖ_p Ar^L$pfuA¡ s¡_u ÅZ spÐL$prgL$ X$pef¡L$V$fîuL$p¡B rhõspfdp„ TpX$ `X¡$ sp¡ s¡ rhõspf_p fpls L¡$ÞÖ_p Ar^L$pfuA¡ s¡_u ÅZ spÐL$prgL$ X$pef¡L$V$fîuL$p¡B rhõspfdp„ TpX$ `X¡$ sp¡ s¡ rhõspf_p fpls L¡$ÞÖ_p Ar^L$pfuA¡ s¡_u ÅZ spÐL$prgL$ X$pef¡L$V$fîu(`pL®$k A_¡ NpX®$_)_¡ L$fhu. `X¡$g TpX$ V²$pauL$ ìehõ\p_¡ AX$QZ ê$` lp¡e sp¡ s¡_u ÅZ Ar‚ip„rs(`pL®$k A_¡ NpX®$_)_¡ L$fhu. `X¡$g TpX$ V²$pauL$ ìehõ\p_¡ AX$QZ ê$` lp¡e sp¡ s¡_u ÅZ Ar‚ip„rs(`pL®$k A_¡ NpX®$_)_¡ L$fhu. `X¡$g TpX$ V²$pauL$ ìehõ\p_¡ AX$QZ ê$` lp¡e sp¡ s¡_u ÅZ Ar‚ip„rs(`pL®$k A_¡ NpX®$_)_¡ L$fhu. `X¡$g TpX$ V²$pauL$ ìehõ\p_¡ AX$QZ ê$` lp¡e sp¡ s¡_u ÅZ Ar‚ip„rs(`pL®$k A_¡ NpX®$_)_¡ L$fhu. `X¡$g TpX$ V²$pauL$ ìehõ\p_¡ AX$QZ ê$` lp¡e sp¡ s¡_u ÅZ Ar‚ip„rsL¡$ÞÖ_¡ L$fhu. S>¡\u Ahfp¡^ v|f L$fhp Ar‚ip„rs L¡$ÞÖ Üpfp L$pe®hplu \B iL¡$.L¡$ÞÖ_¡ L$fhu. S>¡\u Ahfp¡^ v|f L$fhp Ar‚ip„rs L¡$ÞÖ Üpfp L$pe®hplu \B iL¡$.L¡$ÞÖ_¡ L$fhu. S>¡\u Ahfp¡^ v|f L$fhp Ar‚ip„rs L¡$ÞÖ Üpfp L$pe®hplu \B iL¡$.L¡$ÞÖ_¡ L$fhu. S>¡\u Ahfp¡^ v|f L$fhp Ar‚ip„rs L¡$ÞÖ Üpfp L$pe®hplu \B iL¡$.L¡$ÞÖ_¡ L$fhu. S>¡\u Ahfp¡^ v|f L$fhp Ar‚ip„rs L¡$ÞÖ Üpfp L$pe®hplu \B iL¡$.

D`fp¡L$s âk„N¡ bpN Mpsp_p ky`fhpBTf p¡sp_p õV$pa kp\¡ dÝeõ\ r_e„ÓZ L¡$ÞÖ D`f lpS>f \hy„.D`fp¡L$s âk„N¡ bpN Mpsp_p ky`fhpBTf p¡sp_p õV$pa kp\¡ dÝeõ\ r_e„ÓZ L¡$ÞÖ D`f lpS>f \hy„.D`fp¡L$s âk„N¡ bpN Mpsp_p ky`fhpBTf p¡sp_p õV$pa kp\¡ dÝeõ\ r_e„ÓZ L¡$ÞÖ D`f lpS>f \hy„.D`fp¡L$s âk„N¡ bpN Mpsp_p ky`fhpBTf p¡sp_p õV$pa kp\¡ dÝeõ\ r_e„ÓZ L¡$ÞÖ D`f lpS>f \hy„.D`fp¡L$s âk„N¡ bpN Mpsp_p ky`fhpBTf p¡sp_p õV$pa kp\¡ dÝeõ\ r_e„ÓZ L¡$ÞÖ D`f lpS>f \hy„.

h^pfp_p V¡$guap¡_ d¡mhhp bpbs Å¡X$pZ

12.12.12.12.12. kpdpÞe k|Q_p¡ :

`qfriô$ "b' dp„ bsph¡gp õ\mp¡A¡ S>¡ s¡ õ\m¡ v$ip®ìep dyS>b_u h^pfp_p V¡$guap¡_ L$_¡L$i_ 1 gu`qfriô$ "b' dp„ bsph¡gp õ\mp¡A¡ S>¡ s¡ õ\m¡ v$ip®ìep dyS>b_u h^pfp_p V¡$guap¡_ L$_¡L$i_ 1 gu`qfriô$ "b' dp„ bsph¡gp õ\mp¡A¡ S>¡ s¡ õ\m¡ v$ip®ìep dyS>b_u h^pfp_p V¡$guap¡_ L$_¡L$i_ 1 gu`qfriô$ "b' dp„ bsph¡gp õ\mp¡A¡ S>¡ s¡ õ\m¡ v$ip®ìep dyS>b_u h^pfp_p V¡$guap¡_ L$_¡L$i_ 1 gu`qfriô$ "b' dp„ bsph¡gp õ\mp¡A¡ S>¡ s¡ õ\m¡ v$ip®ìep dyS>b_u h^pfp_p V¡$guap¡_ L$_¡L$i_ 1 guS|>_\u 4 dpk dpV¡$ dyL$hp_u ìehõ\p X¡$àeyV$u çeyr_rk`g L$rdi_f (hluhV$) L$fhp¡.S|>_\u 4 dpk dpV¡$ dyL$hp_u ìehõ\p X¡$àeyV$u çeyr_rk`g L$rdi_f (hluhV$) L$fhp¡.S|>_\u 4 dpk dpV¡$ dyL$hp_u ìehõ\p X¡$àeyV$u çeyr_rk`g L$rdi_f (hluhV$) L$fhp¡.S|>_\u 4 dpk dpV¡$ dyL$hp_u ìehõ\p X¡$àeyV$u çeyr_rk`g L$rdi_f (hluhV$) L$fhp¡.S|>_\u 4 dpk dpV¡$ dyL$hp_u ìehõ\p X¡$àeyV$u çeyr_rk`g L$rdi_f (hluhV$) L$fhp¡.

i¥nrZL$ k„õ\pAp¡ kp\¡_y„ k„L$g_

13.13.13.13.13. X¡$àeyV$u çeyr_rk`g L$rdi_f (S>) _uQ¡_p Ar^L$pfuAp¡_¡ dlprh^pge A_¡ ipmpAp¡_p dL$p_p¡ S>ê$fX¡$àeyV$u çeyr_rk`g L$rdi_f (S>) _uQ¡_p Ar^L$pfuAp¡_¡ dlprh^pge A_¡ ipmpAp¡_p dL$p_p¡ S>ê$fX¡$àeyV$u çeyr_rk`g L$rdi_f (S>) _uQ¡_p Ar^L$pfuAp¡_¡ dlprh^pge A_¡ ipmpAp¡_p dL$p_p¡ S>ê$fX¡$àeyV$u çeyr_rk`g L$rdi_f (S>) _uQ¡_p Ar^L$pfuAp¡_¡ dlprh^pge A_¡ ipmpAp¡_p dL$p_p¡ S>ê$fX¡$àeyV$u çeyr_rk`g L$rdi_f (S>) _uQ¡_p Ar^L$pfuAp¡_¡ dlprh^pge A_¡ ipmpAp¡_p dL$p_p¡ S>ê$f`X¡$ sp¡ fpls L$pdp¡ dpV¡$ D`ep¡Ndp„ gB iL$pe s¡ dpV¡$ k„`L® kp^u kdekf S>ê$fu ìehõ\p L$fhu.`X¡$ sp¡ fpls L$pdp¡ dpV¡$ D`ep¡Ndp„ gB iL$pe s¡ dpV¡$ k„`L® kp^u kdekf S>ê$fu ìehõ\p L$fhu.`X¡$ sp¡ fpls L$pdp¡ dpV¡$ D`ep¡Ndp„ gB iL$pe s¡ dpV¡$ k„`L® kp^u kdekf S>ê$fu ìehõ\p L$fhu.`X¡$ sp¡ fpls L$pdp¡ dpV¡$ D`ep¡Ndp„ gB iL$pe s¡ dpV¡$ k„`L® kp^u kdekf S>ê$fu ìehõ\p L$fhu.`X¡$ sp¡ fpls L$pdp¡ dpV¡$ D`ep¡Ndp„ gB iL$pe s¡ dpV¡$ k„`L® kp^u kdekf S>ê$fu ìehõ\p L$fhu.

(A)(A)(A)(A)(A) AÝenîu, _Nf âp\rdL$ rinZ krdrs.AÝenîu, _Nf âp\rdL$ rinZ krdrs.AÝenîu, _Nf âp\rdL$ rinZ krdrs.AÝenîu, _Nf âp\rdL$ rinZ krdrs.AÝenîu, _Nf âp\rdL$ rinZ krdrs.

(b)(b)(b)(b)(b) A¡S>eyL¡$i_ BÞõ`¡L$V$fA¡S>eyL¡$i_ BÞõ`¡L$V$fA¡S>eyL¡$i_ BÞõ`¡L$V$fA¡S>eyL¡$i_ BÞõ`¡L$V$fA¡S>eyL¡$i_ BÞõ`¡L$V$f

(L $)(L $)(L $)(L $)(L $) fÆõV²$pf, A¡d. A¡k. eyr_hrk®V$u, hX$p¡v$fp.fÆõV²$pf, A¡d. A¡k. eyr_hrk®V$u, hX$p¡v$fp.fÆõV²$pf, A¡d. A¡k. eyr_hrk®V$u, hX$p¡v$fp.fÆõV²$pf, A¡d. A¡k. eyr_hrk®V$u, hX$p¡v$fp.fÆõV²$pf, A¡d. A¡k. eyr_hrk®V$u, hX$p¡v$fp.

14.14.14.14.14. S>¡ Ar^L$pfu / L$d®Qpfu_¡ |f r_e„ÓZ_u L$pdNufu kp¢`hpdp„ Aph¡g R>¡ s¡dZ¡ Qp¡dpkp_p kde v$fçep_S>¡ Ar^L$pfu / L$d®Qpfu_¡ |f r_e„ÓZ_u L$pdNufu kp¢`hpdp„ Aph¡g R>¡ s¡dZ¡ Qp¡dpkp_p kde v$fçep_S>¡ Ar^L$pfu / L$d®Qpfu_¡ |f r_e„ÓZ_u L$pdNufu kp¢`hpdp„ Aph¡g R>¡ s¡dZ¡ Qp¡dpkp_p kde v$fçep_S>¡ Ar^L$pfu / L$d®Qpfu_¡ |f r_e„ÓZ_u L$pdNufu kp¢`hpdp„ Aph¡g R>¡ s¡dZ¡ Qp¡dpkp_p kde v$fçep_S>¡ Ar^L$pfu / L$d®Qpfu_¡ |f r_e„ÓZ_u L$pdNufu kp¢`hpdp„ Aph¡g R>¡ s¡dZ¡ Qp¡dpkp_p kde v$fçep_dy¿e d\L R>p¡X$hy „ _rl. spL$uv$_p kde¡ A_¡ Ar_hpe® k„Å¡Np¡dp„ dy¿e d\L$ R>p¡X$hy „ Ar_hpe® b_¡ sp¡dy¿e d\L R>p¡X$hy „ _rl. spL$uv$_p kde¡ A_¡ Ar_hpe® k„Å¡Np¡dp„ dy¿e d\L$ R>p¡X$hy „ Ar_hpe® b_¡ sp¡dy¿e d\L R>p¡X$hy „ _rl. spL$uv$_p kde¡ A_¡ Ar_hpe® k„Å¡Np¡dp„ dy¿e d\L$ R>p¡X$hy „ Ar_hpe® b_¡ sp¡dy¿e d\L R>p¡X$hy „ _rl. spL$uv$_p kde¡ A_¡ Ar_hpe® k„Å¡Np¡dp„ dy¿e d\L$ R>p¡X$hy „ Ar_hpe® b_¡ sp¡dy¿e d\L R>p¡X$hy „ _rl. spL$uv$_p kde¡ A_¡ Ar_hpe® k„Å¡Np¡dp„ dy¿e d\L$ R>p¡X$hy „ Ar_hpe® b_¡ sp¡s¡ dpV¡$ L$rdi_fîu_u g¡rMs `fhp_Nu g¡hu. A_¡ Ap_u ÅZ X¡àeyV$u çeyr_rk`g L$rdi_fîu(S>)_us¡ dpV¡$ L$rdi_fîu_u g¡rMs `fhp_Nu g¡hu. A_¡ Ap_u ÅZ X¡àeyV$u çeyr_rk`g L$rdi_fîu(S>)_us¡ dpV¡$ L$rdi_fîu_u g¡rMs `fhp_Nu g¡hu. A_¡ Ap_u ÅZ X¡àeyV$u çeyr_rk`g L$rdi_fîu(S>)_us¡ dpV¡$ L$rdi_fîu_u g¡rMs `fhp_Nu g¡hu. A_¡ Ap_u ÅZ X¡àeyV$u çeyr_rk`g L$rdi_fîu(S>)_us¡ dpV¡$ L$rdi_fîu_u g¡rMs `fhp_Nu g¡hu. A_¡ Ap_u ÅZ X¡àeyV$u çeyr_rk`g L$rdi_fîu(S>)_us\p kuV$u A¡qÞS>r_efîu_¡ L$fhu. S>¡ s¡ Ar^L$pfu_u L$pdNufu s¡_p rhL$ë`dp„ buÅ L$ep Adgv$pfs\p kuV$u A¡qÞS>r_efîu_¡ L$fhu. S>¡ s¡ Ar^L$pfu_u L$pdNufu s¡_p rhL$ë`dp„ buÅ L$ep Adgv$pfs\p kuV$u A¡qÞS>r_efîu_¡ L$fhu. S>¡ s¡ Ar^L$pfu_u L$pdNufu s¡_p rhL$ë`dp„ buÅ L$ep Adgv$pfs\p kuV$u A¡qÞS>r_efîu_¡ L$fhu. S>¡ s¡ Ar^L$pfu_u L$pdNufu s¡_p rhL$ë`dp„ buÅ L$ep Adgv$pfs\p kuV$u A¡qÞS>r_efîu_¡ L$fhu. S>¡ s¡ Ar^L$pfu_u L$pdNufu s¡_p rhL$ë`dp„ buÅ L$ep Adgv$pfL$fi¡ s¡_u dprlsu `Z X¡àeyV$u çeyr_rk`g L$rdi_fîu(S>) s\p kuV$u A¡qÞS>r_efîu_¡ L$fhu.L$fi¡ s¡_u dprlsu `Z X¡àeyV$u çeyr_rk`g L$rdi_fîu(S>) s\p kuV$u A¡qÞS>r_efîu_¡ L$fhu.L$fi¡ s¡_u dprlsu `Z X¡àeyV$u çeyr_rk`g L$rdi_fîu(S>) s\p kuV$u A¡qÞS>r_efîu_¡ L$fhu.L$fi¡ s¡_u dprlsu `Z X¡àeyV$u çeyr_rk`g L$rdi_fîu(S>) s\p kuV$u A¡qÞS>r_efîu_¡ L$fhu.L$fi¡ s¡_u dprlsu `Z X¡àeyV$u çeyr_rk`g L$rdi_fîu(S>) s\p kuV$u A¡qÞS>r_efîu_¡ L$fhu.

N¡k yfhW$p A„N¡ ìehõ\p

15.15.15.15.15. `|f_u qfqõ\rs hMs¡ `|f_u qfqõ\rs hMs¡ `|f_u qfqõ\rs hMs¡ `|f_u qfqõ\rs hMs¡ `|f_u qfqõ\rs hMs¡ ""N¡k yfhW$p'' A„N¡_u aqfepv$p¡ dpV¡$ N¡k rhcpN_p A„N¡_u aqfepv$p¡ dpV¡$ N¡k rhcpN_p A„N¡_u aqfepv$p¡ dpV¡$ N¡k rhcpN_p A„N¡_u aqfepv$p¡ dpV¡$ N¡k rhcpN_p A„N¡_u aqfepv$p¡ dpV¡$ N¡k rhcpN_p ""_„v$_h_ fukuhuNõV¡$i_'' `f dprlsu Ap`hp\u Aphu aqfepv$p¡ `f gn Ap`hpdp„ Aphi¡. Ap D`fp„s kuV$u L$dpÞX$ ‘f `f dprlsu Ap`hp\u Aphu aqfepv$p¡ `f gn Ap`hpdp„ Aphi¡. Ap D`fp„s kuV$u L$dpÞX$ ‘f `f dprlsu Ap`hp\u Aphu aqfepv$p¡ `f gn Ap`hpdp„ Aphi¡. Ap D`fp„s kuV$u L$dpÞX$ ‘f `f dprlsu Ap`hp\u Aphu aqfepv$p¡ `f gn Ap`hpdp„ Aphi¡. Ap D`fp„s kuV$u L$dpÞX$ ‘f `f dprlsu Ap`hp\u Aphu aqfepv$p¡ `f gn Ap`hpdp„ Aphi¡. Ap D`fp„s kuV$u L$dpÞX$ ‘fAphu afuepv$p¡ õhuL$pfhpdp„ Aphi¡.Aphu afuepv$p¡ õhuL$pfhpdp„ Aphi¡.Aphu afuepv$p¡ õhuL$pfhpdp„ Aphi¡.Aphu afuepv$p¡ õhuL$pfhpdp„ Aphi¡.Aphu afuepv$p¡ õhuL$pfhpdp„ Aphi¡.

“„v$_h_ N¡k fukuhuN õV¡$i_“„v$_h_ N¡k fukuhuN õV¡$i_“„v$_h_ N¡k fukuhuN õV¡$i_“„v$_h_ N¡k fukuhuN õV¡$i_“„v$_h_ N¡k fukuhuN õV¡$i_ V¡$guap¡_ : 2344618V¡$guap¡_ : 2344618V¡$guap¡_ : 2344618V¡$guap¡_ : 2344618V¡$guap¡_ : 2344618

Ar‚ip„su A_¡ spÐL$prgL$ k¡hpAp¡, bv$pdX$u bpN /kuV$u L$dpÞX$ A¡ÞX$ L„$V²$p ¡g k¡ÞV$fAr‚ip„su A_¡ spÐL$prgL$ k¡hpAp¡, bv$pdX$u bpN /kuV$u L$dpÞX$ A¡ÞX$ L„$V²$p ¡g k¡ÞV$fAr‚ip„su A_¡ spÐL$prgL$ k¡hpAp¡, bv$pdX$u bpN /kuV$u L$dpÞX$ A¡ÞX$ L„$V²$p ¡g k¡ÞV$fAr‚ip„su A_¡ spÐL$prgL$ k¡hpAp¡, bv$pdX$u bpN /kuV$u L$dpÞX$ A¡ÞX$ L„$V²$p ¡g k¡ÞV$fAr‚ip„su A_¡ spÐL$prgL$ k¡hpAp¡, bv$pdX$u bpN /kuV$u L$dpÞX$ A¡ÞX$ L„$V²$p ¡g k¡ÞV$f

V¡$guap¡_ _„bf : 101, 102, 2413635V¡$guap¡_ _„bf : 101, 102, 2413635V¡$guap¡_ _„bf : 101, 102, 2413635V¡$guap¡_ _„bf : 101, 102, 2413635V¡$guap¡_ _„bf : 101, 102, 2413635

âpZu k„N°lõ\p__y„ k„Qpg_

15.0115.0115.0115.0115.01 âpZu k„N°lpge_p S>hpbv$pf Ar^L$pfuA¡ kepÆbpN Ap¡qak fpls L¡$ÞÖ_u dv$v$\uâpZu k„N°lpge_p S>hpbv$pf Ar^L$pfuA¡ kepÆbpN Ap¡qak fpls L¡$ÞÖ_u dv$v$\uâpZu k„N°lpge_p S>hpbv$pf Ar^L$pfuA¡ kepÆbpN Ap¡qak fpls L¡$ÞÖ_u dv$v$\uâpZu k„N°lpge_p S>hpbv$pf Ar^L$pfuA¡ kepÆbpN Ap¡qak fpls L¡$ÞÖ_u dv$v$\uâpZu k„N°lpge_p S>hpbv$pf Ar^L$pfuA¡ kepÆbpN Ap¡qak fpls L¡$ÞÖ_u dv$v$\u

_uQpZhpmp rhõspfp¡dp„ fpM¡g âpZuAp¡_¡ kyfrns õ\m¡ Mk¡X$hp_u ìehõ\p L$fhu. âpZu k„N°lõ\p_dp„_uQpZhpmp rhõspfp¡dp„ fpM¡g âpZuAp¡_¡ kyfrns õ\m¡ Mk¡X$hp_u ìehõ\p L$fhu. âpZu k„N°lõ\p_dp„_uQpZhpmp rhõspfp¡dp„ fpM¡g âpZuAp¡_¡ kyfrns õ\m¡ Mk¡X$hp_u ìehõ\p L$fhu. âpZu k„N°lõ\p_dp„_uQpZhpmp rhõspfp¡dp„ fpM¡g âpZuAp¡_¡ kyfrns õ\m¡ Mk¡X$hp_u ìehõ\p L$fhu. âpZu k„N°lõ\p_dp„_uQpZhpmp rhõspfp¡dp„ fpM¡g âpZuAp¡_¡ kyfrns õ\m¡ Mk¡X$hp_u ìehõ\p L$fhu. âpZu k„N°lõ\p_dp„_uQpZhpmp rhõspfp¡dp„ âpZuAp¡, `iy `„MuAp¡_¡ `|f_p kde¡ L$ep õ\m¡ M¡kX$hp s¡ A„N¡_p¡ L$pe®¾$d_uQpZhpmp rhõspfp¡dp„ âpZuAp¡, `iy `„MuAp¡_¡ `|f_p kde¡ L$ep õ\m¡ M¡kX$hp s¡ A„N¡_p¡ L$pe®¾$d_uQpZhpmp rhõspfp¡dp„ âpZuAp¡, `iy `„MuAp¡_¡ `|f_p kde¡ L$ep õ\m¡ M¡kX$hp s¡ A„N¡_p¡ L$pe®¾$d_uQpZhpmp rhõspfp¡dp„ âpZuAp¡, `iy `„MuAp¡_¡ `|f_p kde¡ L$ep õ\m¡ M¡kX$hp s¡ A„N¡_p¡ L$pe®¾$d_uQpZhpmp rhõspfp¡dp„ âpZuAp¡, `iy `„MuAp¡_¡ `|f_p kde¡ L$ep õ\m¡ M¡kX$hp s¡ A„N¡_p¡ L$pe®¾$d_L$L$u L$fu 1gu S|>_ ky^u X¡àeyV$u çeyr_rk`g L$rdi_fîu(S>)_¡ T| L$e|f¡$V$fîuA¡ dp¡L$gu Ap`hp¡. Sy>“p_L$L$u L$fu 1gu S|>_ ky^u X¡àeyV$u çeyr_rk`g L$rdi_fîu(S>)_¡ T| L$e|f¡$V$fîuA¡ dp¡L$gu Ap`hp¡. Sy>“p_L$L$u L$fu 1gu S|>_ ky^u X¡àeyV$u çeyr_rk`g L$rdi_fîu(S>)_¡ T| L$e|f¡$V$fîuA¡ dp¡L$gu Ap`hp¡. Sy>“p_L$L$u L$fu 1gu S|>_ ky^u X¡àeyV$u çeyr_rk`g L$rdi_fîu(S>)_¡ T| L$e|f¡$V$fîuA¡ dp¡L$gu Ap`hp¡. Sy>“p_L$L$u L$fu 1gu S|>_ ky^u X¡àeyV$u çeyr_rk`g L$rdi_fîu(S>)_¡ T| L$e|f¡$V$fîuA¡ dp¡L$gu Ap`hp¡. Sy>“pâpZuAp¡“¡ Mp¡fpL$ ‘yfp¡ ‘pX$hp¡ s’p r“es L$pe® ‘Ùrs Np¡W$hhu.âpZuAp¡“¡ Mp¡fpL$ ‘yfp¡ ‘pX$hp¡ s’p r“es L$pe® ‘Ùrs Np¡W$hhu.âpZuAp¡“¡ Mp¡fpL$ ‘yfp¡ ‘pX$hp¡ s’p r“es L$pe® ‘Ùrs Np¡W$hhu.âpZuAp¡“¡ Mp¡fpL$ ‘yfp¡ ‘pX$hp¡ s’p r“es L$pe® ‘Ùrs Np¡W$hhu.âpZuAp¡“¡ Mp¡fpL$ ‘yfp¡ ‘pX$hp¡ s’p r“es L$pe® ‘Ùrs Np¡W$hhu.

|f s\p cpf¡ hfkpv$ $ $ $ $ âk„N¡_u AÞe ìehõ\p

16.0116.0116.0116.0116.01 cpf¡ hfkpv$_p kde¡ Mpspr^L$pfuAp¡A¡ dÝeõ\ r_e„ÓZ L¡$ÞÖ `f lpS>f flu spL$uv$_pcpf¡ hfkpv$_p kde¡ Mpspr^L$pfuAp¡A¡ dÝeõ\ r_e„ÓZ L¡$ÞÖ `f lpS>f flu spL$uv$_pcpf¡ hfkpv$_p kde¡ Mpspr^L$pfuAp¡A¡ dÝeõ\ r_e„ÓZ L¡$ÞÖ `f lpS>f flu spL$uv$_pcpf¡ hfkpv$_p kde¡ Mpspr^L$pfuAp¡A¡ dÝeõ\ r_e„ÓZ L¡$ÞÖ `f lpS>f flu spL$uv$_pcpf¡ hfkpv$_p kde¡ Mpspr^L$pfuAp¡A¡ dÝeõ\ r_e„ÓZ L¡$ÞÖ `f lpS>f flu spL$uv$_p

kde¡ L$pdNufu dpV¡$ ìehõ\p L$fhu. (3.02 dp„ S>Zpìep dyS>b)kde¡ L$pdNufu dpV¡$ ìehõ\p L$fhu. (3.02 dp„ S>Zpìep dyS>b)kde¡ L$pdNufu dpV¡$ ìehõ\p L$fhu. (3.02 dp„ S>Zpìep dyS>b)kde¡ L$pdNufu dpV¡$ ìehõ\p L$fhu. (3.02 dp„ S>Zpìep dyS>b)kde¡ L$pdNufu dpV¡$ ìehõ\p L$fhu. (3.02 dp„ S>Zpìep dyS>b)

Page 17: f hX$p¡v$fp dlp Nf‘prgL$p f

( 9 )( 9 )( 9 )( 9 )( 9 )

16.0216.0216.0216.0216.02 cpf¡ hfkpv$_p kde¡ s\p k„crhs `|f hMs¡ L$p¡B S>S>®fus dL$p_p¡ `X$hp_p kde¡ DÑf A_¡ v$rnZcpf¡ hfkpv$_p kde¡ s\p k„crhs `|f hMs¡ L$p¡B S>S>®fus dL$p_p¡ `X$hp_p kde¡ DÑf A_¡ v$rnZcpf¡ hfkpv$_p kde¡ s\p k„crhs `|f hMs¡ L$p¡B S>S>®fus dL$p_p¡ `X$hp_p kde¡ DÑf A_¡ v$rnZcpf¡ hfkpv$_p kde¡ s\p k„crhs `|f hMs¡ L$p¡B S>S>®fus dL$p_p¡ `X$hp_p kde¡ DÑf A_¡ v$rnZcpf¡ hfkpv$_p kde¡ s\p k„crhs `|f hMs¡ L$p¡B S>S>®fus dL$p_p¡ `X$hp_p kde¡ DÑf A_¡ v$rnZTp¡_dp„ Ap L$pdNufu dpV¡$ Tp¡__p A¡L$ A¡L$ _peb BS>_¡f A_y¾$d¡ A¡rÞS>r_efuN Ap¡qak hp¡X®$-8Tp¡_dp„ Ap L$pdNufu dpV¡$ Tp¡__p A¡L$ A¡L$ _peb BS>_¡f A_y¾$d¡ A¡rÞS>r_efuN Ap¡qak hp¡X®$-8Tp¡_dp„ Ap L$pdNufu dpV¡$ Tp¡__p A¡L$ A¡L$ _peb BS>_¡f A_y¾$d¡ A¡rÞS>r_efuN Ap¡qak hp¡X®$-8Tp¡_dp„ Ap L$pdNufu dpV¡$ Tp¡__p A¡L$ A¡L$ _peb BS>_¡f A_y¾$d¡ A¡rÞS>r_efuN Ap¡qak hp¡X®$-8Tp¡_dp„ Ap L$pdNufu dpV¡$ Tp¡__p A¡L$ A¡L$ _peb BS>_¡f A_y¾$d¡ A¡rÞS>r_efuN Ap¡qak hp¡X®$-8(blyQfpÆ fp¡X$) A_¡ hp¡X®$ -5dp„ p ¡sp_p õV$pa kp\¡ b¡ki¡. agX$ k¡g_p dy¿e r_e„ÓZ L¡$ÞÖ f A¡L$(blyQfpÆ fp¡X$) A_¡ hp¡X®$ -5dp„ p ¡sp_p õV$pa kp\¡ b¡ki¡. agX$ k¡g_p dy¿e r_e„ÓZ L¡$ÞÖ f A¡L$(blyQfpÆ fp¡X$) A_¡ hp¡X®$ -5dp„ p ¡sp_p õV$pa kp\¡ b¡ki¡. agX$ k¡g_p dy¿e r_e„ÓZ L¡$ÞÖ f A¡L$(blyQfpÆ fp¡X$) A_¡ hp¡X®$ -5dp„ p ¡sp_p õV$pa kp\¡ b¡ki¡. agX$ k¡g_p dy¿e r_e„ÓZ L¡$ÞÖ f A¡L$(blyQfpÆ fp¡X$) A_¡ hp¡X®$ -5dp„ p ¡sp_p õV$pa kp\¡ b¡ki¡. agX$ k¡g_p dy¿e r_e„ÓZ L¡$ÞÖ f A¡L$A¡Xui_g AprkõV$ÞV$ BS>_¡f r_c®esp_u L$pdNufu dpV¡$ AgN fl¡i¡. A_¡ dy¿e d\L$ `f AphsuA¡Xui_g AprkõV$ÞV$ BS>_¡f r_c®esp_u L$pdNufu dpV¡$ AgN fl¡i¡. A_¡ dy¿e d\L$ `f AphsuA¡Xui_g AprkõV$ÞV$ BS>_¡f r_c®esp_u L$pdNufu dpV¡$ AgN fl¡i¡. A_¡ dy¿e d\L$ `f AphsuA¡Xui_g AprkõV$ÞV$ BS>_¡f r_c®esp_u L$pdNufu dpV¡$ AgN fl¡i¡. A_¡ dy¿e d\L$ `f AphsuA¡Xui_g AprkõV$ÞV$ BS>_¡f r_c®esp_u L$pdNufu dpV¡$ AgN fl¡i¡. A_¡ dy¿e d\L$ `f Aphsuaqfepv$p¡ d¡mhi¡. A_¡ rhõspf âdpZ¡ hp¡X®$-5 A\hp hp¡X®$-8_u Ap¡qak_¡ ÅZ L$fu L$pdNufu L$fphi¡.aqfepv$p¡ d¡mhi¡. A_¡ rhõspf âdpZ¡ hp¡X®$-5 A\hp hp¡X®$-8_u Ap¡qak_¡ ÅZ L$fu L$pdNufu L$fphi¡.aqfepv$p¡ d¡mhi¡. A_¡ rhõspf âdpZ¡ hp¡X®$-5 A\hp hp¡X®$-8_u Ap¡qak_¡ ÅZ L$fu L$pdNufu L$fphi¡.aqfepv$p¡ d¡mhi¡. A_¡ rhõspf âdpZ¡ hp¡X®$-5 A\hp hp¡X®$-8_u Ap¡qak_¡ ÅZ L$fu L$pdNufu L$fphi¡.aqfepv$p¡ d¡mhi¡. A_¡ rhõspf âdpZ¡ hp¡X®$-5 A\hp hp¡X®$-8_u Ap¡qak_¡ ÅZ L$fu L$pdNufu L$fphi¡.

16.0316.0316.0316.0316.03 qkL$eyfuV$u Ap¡qakfîu dÝeõ\ L¡$ÞÖ D`f lpS>f fl¡i¡. A_¡ çeyr_rk`g L$rdi_fîu_u ANf X¡$àeyV$uqkL$eyfuV$u Ap¡qakfîu dÝeõ\ L¡$ÞÖ D`f lpS>f fl¡i¡. A_¡ çeyr_rk`g L$rdi_fîu_u ANf X¡$àeyV$uqkL$eyfuV$u Ap¡qakfîu dÝeõ\ L¡$ÞÖ D`f lpS>f fl¡i¡. A_¡ çeyr_rk`g L$rdi_fîu_u ANf X¡$àeyV$uqkL$eyfuV$u Ap¡qakfîu dÝeõ\ L¡$ÞÖ D`f lpS>f fl¡i¡. A_¡ çeyr_rk`g L$rdi_fîu_u ANf X¡$àeyV$uqkL$eyfuV$u Ap¡qakfîu dÝeõ\ L¡$ÞÖ D`f lpS>f fl¡i¡. A_¡ çeyr_rk`g L$rdi_fîu_u ANf X¡$àeyV$uçeyr_rk`g L$rdi_fîu_u k|Q_p dyS>b L$pd L$fi¡. q$kL$eyfuV$u Ap¡qakfîuA¡ v$f¡L$ fpls L¡$ÞÖ D`fçeyr_rk`g L$rdi_fîu_u k|Q_p dyS>b L$pd L$fi¡. q$kL$eyfuV$u Ap¡qakfîuA¡ v$f¡L$ fpls L¡$ÞÖ D`fçeyr_rk`g L$rdi_fîu_u k|Q_p dyS>b L$pd L$fi¡. q$kL$eyfuV$u Ap¡qakfîuA¡ v$f¡L$ fpls L¡$ÞÖ D`fçeyr_rk`g L$rdi_fîu_u k|Q_p dyS>b L$pd L$fi¡. q$kL$eyfuV$u Ap¡qakfîuA¡ v$f¡L$ fpls L¡$ÞÖ D`fçeyr_rk`g L$rdi_fîu_u k|Q_p dyS>b L$pd L$fi¡. q$kL$eyfuV$u Ap¡qakfîuA¡ v$f¡L$ fpls L¡$ÞÖ D`fAp¡R>pdp„ Ap¡R>p ÓZ hp¡Qd¡_p¡ d|L$hp_u ìehõ\p L$fhu.Ap¡R>pdp„ Ap¡R>p ÓZ hp¡Qd¡_p¡ d|L$hp_u ìehõ\p L$fhu.Ap¡R>pdp„ Ap¡R>p ÓZ hp¡Qd¡_p¡ d|L$hp_u ìehõ\p L$fhu.Ap¡R>pdp„ Ap¡R>p ÓZ hp¡Qd¡_p¡ d|L$hp_u ìehõ\p L$fhu.Ap¡R>pdp„ Ap¡R>p ÓZ hp¡Qd¡_p¡ d|L$hp_u ìehõ\p L$fhu.

16.0416.0416.0416.0416.04 v$f¡L$ L¡$ÞÖ_p hX$pA¡ L¡$ÞÖ_u S>ê$fs dyS>b Qp-_põsp_u S>ê$fu ìehõ\p L$fhu.v$f¡L$ L¡$ÞÖ_p hX$pA¡ L¡$ÞÖ_u S>ê$fs dyS>b Qp-_põsp_u S>ê$fu ìehõ\p L$fhu.v$f¡L$ L¡$ÞÖ_p hX$pA¡ L¡$ÞÖ_u S>ê$fs dyS>b Qp-_põsp_u S>ê$fu ìehõ\p L$fhu.v$f¡L$ L¡$ÞÖ_p hX$pA¡ L¡$ÞÖ_u S>ê$fs dyS>b Qp-_põsp_u S>ê$fu ìehõ\p L$fhu.v$f¡L$ L¡$ÞÖ_p hX$pA¡ L¡$ÞÖ_u S>ê$fs dyS>b Qp-_põsp_u S>ê$fu ìehõ\p L$fhu.

16.0516.0516.0516.0516.05 L$pe®`pgL$ BS>_¡f (õV²$uV$gpBV$)_p spbp _uQ¡ L$pd L$fsp Bg¡L$V²$uL$ ky`fhpBTf¡ dÝeõ\ r_e„ÓZL$pe®`pgL$ BS>_¡f (õV²$uV$gpBV$)_p spbp _uQ¡ L$pd L$fsp Bg¡L$V²$uL$ ky`fhpBTf¡ dÝeõ\ r_e„ÓZL$pe®`pgL$ BS>_¡f (õV²$uV$gpBV$)_p spbp _uQ¡ L$pd L$fsp Bg¡L$V²$uL$ ky`fhpBTf¡ dÝeõ\ r_e„ÓZL$pe®`pgL$ BS>_¡f (õV²$uV$gpBV$)_p spbp _uQ¡ L$pd L$fsp Bg¡L$V²$uL$ ky`fhpBTf¡ dÝeõ\ r_e„ÓZL$pe®`pgL$ BS>_¡f (õV²$uV$gpBV$)_p spbp _uQ¡ L$pd L$fsp Bg¡L$V²$uL$ ky`fhpBTf¡ dÝeõ\ r_e„ÓZL¡$ÞÖ_p dL$p_p¡ s¡dS> dlp“Nf k¡hp kv$“_p dy¿e dL$p_p¡_u gpBV$p¡, „Mp, Ly$gfp¡ hN¡f¡_¡ Qpgy qõ\rsdp„L¡$ÞÖ_p dL$p_p¡ s¡dS> dlp“Nf k¡hp kv$“_p dy¿e dL$p_p¡_u gpBV$p¡, „Mp, Ly$gfp¡ hN¡f¡_¡ Qpgy qõ\rsdp„L¡$ÞÖ_p dL$p_p¡ s¡dS> dlp“Nf k¡hp kv$“_p dy¿e dL$p_p¡_u gpBV$p¡, „Mp, Ly$gfp¡ hN¡f¡_¡ Qpgy qõ\rsdp„L¡$ÞÖ_p dL$p_p¡ s¡dS> dlp“Nf k¡hp kv$“_p dy¿e dL$p_p¡_u gpBV$p¡, „Mp, Ly$gfp¡ hN¡f¡_¡ Qpgy qõ\rsdp„L¡$ÞÖ_p dL$p_p¡ s¡dS> dlp“Nf k¡hp kv$“_p dy¿e dL$p_p¡_u gpBV$p¡, „Mp, Ly$gfp¡ hN¡f¡_¡ Qpgy qõ\rsdp„fpMhp.fpMhp.fpMhp.fpMhp.fpMhp.

fp¡X$ õV$p¡k®_y„ k„Qpg_

16.0616.0616.0616.0616.06 fp¡X$ õV$p¡k® Mps¡ L$pe®`pgL$ BS>_¡f (fõsp) lpS>f fl¡i¡. A_¡ S>ê$fu dpgkpdp_ dÝeõ\ r_e„ÓZ L¡$ÞÖfp¡X$ õV$p¡k® Mps¡ L$pe®`pgL$ BS>_¡f (fõsp) lpS>f fl¡i¡. A_¡ S>ê$fu dpgkpdp_ dÝeõ\ r_e„ÓZ L¡$ÞÖfp¡X$ õV$p¡k® Mps¡ L$pe®`pgL$ BS>_¡f (fõsp) lpS>f fl¡i¡. A_¡ S>ê$fu dpgkpdp_ dÝeõ\ r_e„ÓZ L¡$ÞÖfp¡X$ õV$p¡k® Mps¡ L$pe®`pgL$ BS>_¡f (fõsp) lpS>f fl¡i¡. A_¡ S>ê$fu dpgkpdp_ dÝeõ\ r_e„ÓZ L¡$ÞÖfp¡X$ õV$p¡k® Mps¡ L$pe®`pgL$ BS>_¡f (fõsp) lpS>f fl¡i¡. A_¡ S>ê$fu dpgkpdp_ dÝeõ\ r_e„ÓZ L¡$ÞÖA_¡ AÞe L¡$ÞÖp¡ `f dp¡L$ghp_u ìehõ\p L$fi¡. L$pe®`pgL$ BS>_¡f_u dv$v$dp„ S>ê$fu õV$pa fl¡i¡.A_¡ AÞe L¡$ÞÖp¡ `f dp¡L$ghp_u ìehõ\p L$fi¡. L$pe®`pgL$ BS>_¡f_u dv$v$dp„ S>ê$fu õV$pa fl¡i¡.A_¡ AÞe L¡$ÞÖp¡ `f dp¡L$ghp_u ìehõ\p L$fi¡. L$pe®`pgL$ BS>_¡f_u dv$v$dp„ S>ê$fu õV$pa fl¡i¡.A_¡ AÞe L¡$ÞÖp¡ `f dp¡L$ghp_u ìehõ\p L$fi¡. L$pe®`pgL$ BS>_¡f_u dv$v$dp„ S>ê$fu õV$pa fl¡i¡.A_¡ AÞe L¡$ÞÖp¡ `f dp¡L$ghp_u ìehõ\p L$fi¡. L$pe®`pgL$ BS>_¡f_u dv$v$dp„ S>ê$fu õV$pa fl¡i¡.dpgkpdp__p¡ k„N°l 31 d¡ ky^u L$fphu g¡hp¡.dpgkpdp__p¡ k„N°l 31 d¡ ky^u L$fphu g¡hp¡.dpgkpdp__p¡ k„N°l 31 d¡ ky^u L$fphu g¡hp¡.dpgkpdp__p¡ k„N°l 31 d¡ ky^u L$fphu g¡hp¡.dpgkpdp__p¡ k„N°l 31 d¡ ky^u L$fphu g¡hp¡.

hL®$ip¡ _y„ k„Qpg_

16.0716.0716.0716.0716.07 L$pe®‘pgL BS>_¡fîu (rdL¡$“uL$) A_¡ _peb L$pe®`pgL$ BS>_¡fîu_u hL®$ip¡`dp„ lpS>f flu spÐL$pguL$L$pe®‘pgL BS>_¡fîu (rdL¡$“uL$) A_¡ _peb L$pe®`pgL$ BS>_¡fîu_u hL®$ip¡`dp„ lpS>f flu spÐL$pguL$L$pe®‘pgL BS>_¡fîu (rdL¡$“uL$) A_¡ _peb L$pe®`pgL$ BS>_¡fîu_u hL®$ip¡`dp„ lpS>f flu spÐL$pguL$L$pe®‘pgL BS>_¡fîu (rdL¡$“uL$) A_¡ _peb L$pe®`pgL$ BS>_¡fîu_u hL®$ip¡`dp„ lpS>f flu spÐL$pguL$L$pe®‘pgL BS>_¡fîu (rdL¡$“uL$) A_¡ _peb L$pe®`pgL$ BS>_¡fîu_u hL®$ip¡`dp„ lpS>f flu spÐL$pguL$v$yfõsu dpV¡$ ìehõ\p L$fi¡. `pZu Dg¡Qhp_p âk„N¡ X$uTg `ç`p¡_u v$yfõsu `Z eyÙ_p ^p¡fZ¡v$yfõsu dpV¡$ ìehõ\p L$fi¡. `pZu Dg¡Qhp_p âk„N¡ X$uTg `ç`p¡_u v$yfõsu `Z eyÙ_p ^p¡fZ¡v$yfõsu dpV¡$ ìehõ\p L$fi¡. `pZu Dg¡Qhp_p âk„N¡ X$uTg `ç`p¡_u v$yfõsu `Z eyÙ_p ^p¡fZ¡v$yfõsu dpV¡$ ìehõ\p L$fi¡. `pZu Dg¡Qhp_p âk„N¡ X$uTg `ç`p¡_u v$yfõsu `Z eyÙ_p ^p¡fZ¡v$yfõsu dpV¡$ ìehõ\p L$fi¡. `pZu Dg¡Qhp_p âk„N¡ X$uTg `ç`p¡_u v$yfõsu `Z eyÙ_p ^p¡fZ¡hL®$ip¡`dp„ L$fhpdp„ Aphi¡. ç`p¡ Qgphhp dpV¡$ Ap¡`f¡V$f_u ìehõ\p A_¡ sdpd ç`p¡_¡ Qpgy rõ\rsdp„hL®$ip¡`dp„ L$fhpdp„ Aphi¡. ç`p¡ Qgphhp dpV¡$ Ap¡`f¡V$f_u ìehõ\p A_¡ sdpd ç`p¡_¡ Qpgy rõ\rsdp„hL®$ip¡`dp„ L$fhpdp„ Aphi¡. ç`p¡ Qgphhp dpV¡$ Ap¡`f¡V$f_u ìehõ\p A_¡ sdpd ç`p¡_¡ Qpgy rõ\rsdp„hL®$ip¡`dp„ L$fhpdp„ Aphi¡. ç`p¡ Qgphhp dpV¡$ Ap¡`f¡V$f_u ìehõ\p A_¡ sdpd ç`p¡_¡ Qpgy rõ\rsdp„hL®$ip¡`dp„ L$fhpdp„ Aphi¡. ç`p¡ Qgphhp dpV¡$ Ap¡`f¡V$f_u ìehõ\p A_¡ sdpd ç`p¡_¡ Qpgy rõ\rsdp„dyL$hp_u sdpd L$pe®hplu S>¡ s¡ S>hpbv$pf Ar^L$pfuA¡ 31 d¡ ky^u `|fu L$fhu.dyL$hp_u sdpd L$pe®hplu S>¡ s¡ S>hpbv$pf Ar^L$pfuA¡ 31 d¡ ky^u `|fu L$fhu.dyL$hp_u sdpd L$pe®hplu S>¡ s¡ S>hpbv$pf Ar^L$pfuA¡ 31 d¡ ky^u `|fu L$fhu.dyL$hp_u sdpd L$pe®hplu S>¡ s¡ S>hpbv$pf Ar^L$pfuA¡ 31 d¡ ky^u `|fu L$fhu.dyL$hp_u sdpd L$pe®hplu S>¡ s¡ S>hpbv$pf Ar^L$pfuA¡ 31 d¡ ky^u `|fu L$fhu.

rh ys ipMp_u L$pdNufu

16.0816.0816.0816.0816.08 õV²$uV$gpBV$ ipMp_p Ar^L$pfu L$d®QpfuAp¡ Ap kp\¡_p `qfriô$ "X$' (`p_ _„bf : 20) dp„ S>ZpìepõV²$uV$gpBV$ ipMp_p Ar^L$pfu L$d®QpfuAp¡ Ap kp\¡_p `qfriô$ "X$' (`p_ _„bf : 20) dp„ S>ZpìepõV²$uV$gpBV$ ipMp_p Ar^L$pfu L$d®QpfuAp¡ Ap kp\¡_p `qfriô$ "X$' (`p_ _„bf : 20) dp„ S>ZpìepõV²$uV$gpBV$ ipMp_p Ar^L$pfu L$d®QpfuAp¡ Ap kp\¡_p `qfriô$ "X$' (`p_ _„bf : 20) dp„ S>ZpìepõV²$uV$gpBV$ ipMp_p Ar^L$pfu L$d®QpfuAp¡ Ap kp\¡_p `qfriô$ "X$' (`p_ _„bf : 20) dp„ S>ZpìepâdpZ¡ aqfepv$ L¡$ÞÖp¡dp„ lpS>f fl¡i¡. S>¡ s¡ fpls L¡$ÞÖ_p Ar^L$pfu s¡d_u _ÆL$_p rh^ys aqfepv$$âdpZ¡ aqfepv$ L¡$ÞÖp¡dp„ lpS>f fl¡i¡. S>¡ s¡ fpls L¡$ÞÖ_p Ar^L$pfu s¡d_u _ÆL$_p rh^ys aqfepv$$âdpZ¡ aqfepv$ L¡$ÞÖp¡dp„ lpS>f fl¡i¡. S>¡ s¡ fpls L¡$ÞÖ_p Ar^L$pfu s¡d_u _ÆL$_p rh^ys aqfepv$$âdpZ¡ aqfepv$ L¡$ÞÖp¡dp„ lpS>f fl¡i¡. S>¡ s¡ fpls L¡$ÞÖ_p Ar^L$pfu s¡d_u _ÆL$_p rh^ys aqfepv$$âdpZ¡ aqfepv$ L¡$ÞÖp¡dp„ lpS>f fl¡i¡. S>¡ s¡ fpls L¡$ÞÖ_p Ar^L$pfu s¡d_u _ÆL$_p rh^ys aqfepv$$L¡$ÞÖ_p¡ k„`L®$ kp^u s¡d_u S>ê$fu kyrh^pAp¡ d¡mhu iL$i¡. õV²$uV$gpBV$ Mpsp_p Ar^L$pfuAp¡ `Z AphpL¡$ÞÖ_p¡ k„`L®$ kp^u s¡d_u S>ê$fu kyrh^pAp¡ d¡mhu iL$i¡. õV²$uV$gpBV$ Mpsp_p Ar^L$pfuAp¡ `Z AphpL¡$ÞÖ_p¡ k„`L®$ kp^u s¡d_u S>ê$fu kyrh^pAp¡ d¡mhu iL$i¡. õV²$uV$gpBV$ Mpsp_p Ar^L$pfuAp¡ `Z AphpL¡$ÞÖ_p¡ k„`L®$ kp^u s¡d_u S>ê$fu kyrh^pAp¡ d¡mhu iL$i¡. õV²$uV$gpBV$ Mpsp_p Ar^L$pfuAp¡ `Z AphpL¡$ÞÖ_p¡ k„`L®$ kp^u s¡d_u S>ê$fu kyrh^pAp¡ d¡mhu iL$i¡. õV²$uV$gpBV$ Mpsp_p Ar^L$pfuAp¡ `Z Aphpfpls L¡$ÞÖp¡_u dygpL$ps gB s¡d_u dyíL¡$guAp¡_y „ r_hpfZ L$fi¡.fpls L¡$ÞÖp¡_u dygpL$ps gB s¡d_u dyíL¡$guAp¡_y „ r_hpfZ L$fi¡.fpls L¡$ÞÖp¡_u dygpL$ps gB s¡d_u dyíL¡$guAp¡_y „ r_hpfZ L$fi¡.fpls L¡$ÞÖp¡_u dygpL$ps gB s¡d_u dyíL¡$guAp¡_y „ r_hpfZ L$fi¡.fpls L¡$ÞÖp¡_u dygpL$ps gB s¡d_u dyíL¡$guAp¡_y „ r_hpfZ L$fi¡.

ap¡L$k dyL$hp bpbs

16.0916.0916.0916.0916.09 Bg¡L$V²$uL$ Mpsp sfa\u Ap kp\¡_p `qfriô$ "L$' (`p_ _„bf : 17) dp„ S>Zpìep dyS>b_p õ\mp¡A¡Bg¡L$V²$uL$ Mpsp sfa\u Ap kp\¡_p `qfriô$ "L$' (`p_ _„bf : 17) dp„ S>Zpìep dyS>b_p õ\mp¡A¡Bg¡L$V²$uL$ Mpsp sfa\u Ap kp\¡_p `qfriô$ "L$' (`p_ _„bf : 17) dp„ S>Zpìep dyS>b_p õ\mp¡A¡Bg¡L$V²$uL$ Mpsp sfa\u Ap kp\¡_p `qfriô$ "L$' (`p_ _„bf : 17) dp„ S>Zpìep dyS>b_p õ\mp¡A¡Bg¡L$V²$uL$ Mpsp sfa\u Ap kp\¡_p `qfriô$ "L$' (`p_ _„bf : 17) dp„ S>Zpìep dyS>b_p õ\mp¡A¡ap¡L$kp¡ d|L$hp_u ìehõ\p L$fhu. A_¡ S>¡ s¡ kde¡ h^pfp_p b¡kpX$hp_u S>ê$f `X¡$ sp¡ s¡_u ìehõ\pap¡L$kp¡ d|L$hp_u ìehõ\p L$fhu. A_¡ S>¡ s¡ kde¡ h^pfp_p b¡kpX$hp_u S>ê$f `X¡$ sp¡ s¡_u ìehõ\pap¡L$kp¡ d|L$hp_u ìehõ\p L$fhu. A_¡ S>¡ s¡ kde¡ h^pfp_p b¡kpX$hp_u S>ê$f `X¡$ sp¡ s¡_u ìehõ\pap¡L$kp¡ d|L$hp_u ìehõ\p L$fhu. A_¡ S>¡ s¡ kde¡ h^pfp_p b¡kpX$hp_u S>ê$f `X¡$ sp¡ s¡_u ìehõ\pap¡L$kp¡ d|L$hp_u ìehõ\p L$fhu. A_¡ S>¡ s¡ kde¡ h^pfp_p b¡kpX$hp_u S>ê$f `X¡$ sp¡ s¡_u ìehõ\pL$fhu. Ap L$pe®hplu `l¡gu S|>_\u iê$ L$fu spL$uv$_p ^p¡fZ¡ `|fu L$fhu.L$fhu. Ap L$pe®hplu `l¡gu S|>_\u iê$ L$fu spL$uv$_p ^p¡fZ¡ `|fu L$fhu.L$fhu. Ap L$pe®hplu `l¡gu S|>_\u iê$ L$fu spL$uv$_p ^p¡fZ¡ `|fu L$fhu.L$fhu. Ap L$pe®hplu `l¡gu S|>_\u iê$ L$fu spL$uv$_p ^p¡fZ¡ `|fu L$fhu.L$fhu. Ap L$pe®hplu `l¡gu S|>_\u iê$ L$fu spL$uv$_p ^p¡fZ¡ `|fu L$fhu.

rhðprdÓu _v$udp„ ApS>hp kfp¡hf_y„ pZu R>p¡X$hp_p âk„N¡ cê$Q rS>‰p_p rS>‰p kdplsp®îu_¡ ÅZ L$fhp bpbs

17.0117.0117.0117.0117.01 ApS>hp kfp¡hfdp„\u rhðprdÓu _v$udp„ pZu R>p¡X$hp_p âk„N¡ s¡_u Akf cê$Q rS>‰p_u Y$pY$f _v$u_uApS>hp kfp¡hfdp„\u rhðprdÓu _v$udp„ pZu R>p¡X$hp_p âk„N¡ s¡_u Akf cê$Q rS>‰p_u Y$pY$f _v$u_uApS>hp kfp¡hfdp„\u rhðprdÓu _v$udp„ pZu R>p¡X$hp_p âk„N¡ s¡_u Akf cê$Q rS>‰p_u Y$pY$f _v$u_uApS>hp kfp¡hfdp„\u rhðprdÓu _v$udp„ pZu R>p¡X$hp_p âk„N¡ s¡_u Akf cê$Q rS>‰p_u Y$pY$f _v$u_uApS>hp kfp¡hfdp„\u rhðprdÓu _v$udp„ pZu R>p¡X$hp_p âk„N¡ s¡_u Akf cê$Q rS>‰p_u Y$pY$f _v$u_uk`pV$u `f `Z \pe R>¡. A_¡ S>„bykf A_¡ Apdp¡v$$ spgyL$pAp¡_p NpdX$pAp¡dp„ `|f Aphhp_u iL$espk`pV$u `f `Z \pe R>¡. A_¡ S>„bykf A_¡ Apdp¡v$$ spgyL$pAp¡_p NpdX$pAp¡dp„ `|f Aphhp_u iL$espk`pV$u `f `Z \pe R>¡. A_¡ S>„bykf A_¡ Apdp¡v$$ spgyL$pAp¡_p NpdX$pAp¡dp„ `|f Aphhp_u iL$espk`pV$u `f `Z \pe R>¡. A_¡ S>„bykf A_¡ Apdp¡v$$ spgyL$pAp¡_p NpdX$pAp¡dp„ `|f Aphhp_u iL$espk`pV$u `f `Z \pe R>¡. A_¡ S>„bykf A_¡ Apdp¡v$$ spgyL$pAp¡_p NpdX$pAp¡dp„ `|f Aphhp_u iL$espfl¡ R>¡. rhðprdÓu _v$udp„ ApS>hp_y„ `pZu R>p¡X$hp_p v$f¡L$ âk„N¡ s¡_u ÅZ L$g¡L$V$fîu cê$Q_¡fl¡ R>¡. rhðprdÓu _v$udp„ ApS>hp_y„ `pZu R>p¡X$hp_p v$f¡L$ âk„N¡ s¡_u ÅZ L$g¡L$V$fîu cê$Q_¡fl¡ R>¡. rhðprdÓu _v$udp„ ApS>hp_y„ `pZu R>p¡X$hp_p v$f¡L$ âk„N¡ s¡_u ÅZ L$g¡L$V$fîu cê$Q_¡fl¡ R>¡. rhðprdÓu _v$udp„ ApS>hp_y„ `pZu R>p¡X$hp_p v$f¡L$ âk„N¡ s¡_u ÅZ L$g¡L$V$fîu cê$Q_¡fl¡ R>¡. rhðprdÓu _v$udp„ ApS>hp_y„ `pZu R>p¡X$hp_p v$f¡L$ âk„N¡ s¡_u ÅZ L$g¡L$V$fîu cê$Q_¡hpefg¡k, V¡$guap¡_ L¡$ spf Üpfp 24 L$gpL$ `l¡gp L$fhpdp„ Aph¡ s¡hu rh_„su s¡dZ¡ L$fu R>¡. Y$pY$fhpefg¡k, V¡$guap¡_ L¡$ spf Üpfp 24 L$gpL$ `l¡gp L$fhpdp„ Aph¡ s¡hu rh_„su s¡dZ¡ L$fu R>¡. Y$pY$fhpefg¡k, V¡$guap¡_ L¡$ spf Üpfp 24 L$gpL$ `l¡gp L$fhpdp„ Aph¡ s¡hu rh_„su s¡dZ¡ L$fu R>¡. Y$pY$fhpefg¡k, V¡$guap¡_ L¡$ spf Üpfp 24 L$gpL$ `l¡gp L$fhpdp„ Aph¡ s¡hu rh_„su s¡dZ¡ L$fu R>¡. Y$pY$fhpefg¡k, V¡$guap¡_ L¡$ spf Üpfp 24 L$gpL$ `l¡gp L$fhpdp„ Aph¡ s¡hu rh_„su s¡dZ¡ L$fu R>¡. Y$pY$f_v$u_u hMsp¡ hMs_u k`pV$u_p g¡hg_u ÅZ AÓ¡ L$fhp L$g¡L$V$fîu cê$Q_¡ L$l¡hpdp„ Apìey„ R>¡. A_¡_v$u_u hMsp¡ hMs_u k`pV$u_p g¡hg_u ÅZ AÓ¡ L$fhp L$g¡L$V$fîu cê$Q_¡ L$l¡hpdp„ Apìey„ R>¡. A_¡_v$u_u hMsp¡ hMs_u k`pV$u_p g¡hg_u ÅZ AÓ¡ L$fhp L$g¡L$V$fîu cê$Q_¡ L$l¡hpdp„ Apìey„ R>¡. A_¡_v$u_u hMsp¡ hMs_u k`pV$u_p g¡hg_u ÅZ AÓ¡ L$fhp L$g¡L$V$fîu cê$Q_¡ L$l¡hpdp„ Apìey„ R>¡. A_¡_v$u_u hMsp¡ hMs_u k`pV$u_p g¡hg_u ÅZ AÓ¡ L$fhp L$g¡L$V$fîu cê$Q_¡ L$l¡hpdp„ Apìey„ R>¡. A_¡s¡ dpV¡$ çeyr_rk`g L$rdi_fîu, kuV$u A¡qÞS>r_efîu, L$pe®`pgL $ BS>_¡f (`pZu `yfhW$p) A_¡ dy¿es¡ dpV¡$ çeyr_rk`g L$rdi_fîu, kuV$u A¡qÞS>r_efîu, L$pe®`pgL $ BS>_¡f (`pZu `yfhW$p) A_¡ dy¿es¡ dpV¡$ çeyr_rk`g L$rdi_fîu, kuV$u A¡qÞS>r_efîu, L$pe®`pgL $ BS>_¡f (`pZu `yfhW$p) A_¡ dy¿es¡ dpV¡$ çeyr_rk`g L$rdi_fîu, kuV$u A¡qÞS>r_efîu, L$pe®`pgL $ BS>_¡f (`pZu `yfhW$p) A_¡ dy¿es¡ dpV¡$ çeyr_rk`g L$rdi_fîu, kuV$u A¡qÞS>r_efîu, L$pe®`pgL $ BS>_¡f (`pZu `yfhW$p) A_¡ dy¿eAr‚ipdL$ L¡$ÞÖ_p V¡$guap¡_ _„bfp¡ s¡d_¡ S>Zphhpdp„ Apìep R>¡.Ar‚ipdL$ L¡$ÞÖ_p V¡$guap¡_ _„bfp¡ s¡d_¡ S>Zphhpdp„ Apìep R>¡.Ar‚ipdL$ L¡$ÞÖ_p V¡$guap¡_ _„bfp¡ s¡d_¡ S>Zphhpdp„ Apìep R>¡.Ar‚ipdL$ L¡$ÞÖ_p V¡$guap¡_ _„bfp¡ s¡d_¡ S>Zphhpdp„ Apìep R>¡.Ar‚ipdL$ L¡$ÞÖ_p V¡$guap¡_ _„bfp¡ s¡d_¡ S>Zphhpdp„ Apìep R>¡.

Page 18: f hX$p¡v$fp dlp Nf‘prgL$p f

( 10 )(10 )(10 )(10 )(10 )

17.0217.0217.0217.0217.02 rhðprdÓu _v$udp„ ApS>hp_y„ `pZu R>p¡X$hp_p v$f¡L$ âk„N¡ s¡_u ÅZ hpefg¡k Üpfp L$g¡L$V$fîu cê$Q_¡rhðprdÓu _v$udp„ ApS>hp_y„ `pZu R>p¡X$hp_p v$f¡L$ âk„N¡ s¡_u ÅZ hpefg¡k Üpfp L$g¡L$V$fîu cê$Q_¡rhðprdÓu _v$udp„ ApS>hp_y„ `pZu R>p¡X$hp_p v$f¡L$ âk„N¡ s¡_u ÅZ hpefg¡k Üpfp L$g¡L$V$fîu cê$Q_¡rhðprdÓu _v$udp„ ApS>hp_y„ `pZu R>p¡X$hp_p v$f¡L$ âk„N¡ s¡_u ÅZ hpefg¡k Üpfp L$g¡L$V$fîu cê$Q_¡rhðprdÓu _v$udp„ ApS>hp_y„ `pZu R>p¡X$hp_p v$f¡L$ âk„N¡ s¡_u ÅZ hpefg¡k Üpfp L$g¡L$V$fîu cê$Q_¡L$fhp Qua Ap¡qakf apef¡ L$g¡L$V$fîu hX$p¡v$fp_p `|f r_e„ÓZ_p L„V²$p ¡g ê$d_¡ L$fhu. Y$pY$f _v$u_uL$fhp Qua Ap¡qakf apef¡ L$g¡L$V$fîu hX$p¡v$fp_p `|f r_e„ÓZ_p L„V²$p ¡g ê$d_¡ L$fhu. Y$pY$f _v$u_uL$fhp Qua Ap¡qakf apef¡ L$g¡L$V$fîu hX$p¡v$fp_p `|f r_e„ÓZ_p L„V²$p ¡g ê$d_¡ L$fhu. Y$pY$f _v$u_uL$fhp Qua Ap¡qakf apef¡ L$g¡L$V$fîu hX$p¡v$fp_p `|f r_e„ÓZ_p L„V²$p ¡g ê$d_¡ L$fhu. Y$pY$f _v$u_uL$fhp Qua Ap¡qakf apef¡ L$g¡L$V$fîu hX$p¡v$fp_p `|f r_e„ÓZ_p L„V²$p ¡g ê$d_¡ L$fhu. Y$pY$f _v$u_uhMsp¡hMs k`pV$u_u ÅZL$pfu d¡mhhp_u S>hpbv$pfu `Z Qua Ap¡qakf(apef)_u fl¡i¡, Ap A„N¡_uhMsp¡hMs k`pV$u_u ÅZL$pfu d¡mhhp_u S>hpbv$pfu `Z Qua Ap¡qakf(apef)_u fl¡i¡, Ap A„N¡_uhMsp¡hMs k`pV$u_u ÅZL$pfu d¡mhhp_u S>hpbv$pfu `Z Qua Ap¡qakf(apef)_u fl¡i¡, Ap A„N¡_uhMsp¡hMs k`pV$u_u ÅZL$pfu d¡mhhp_u S>hpbv$pfu `Z Qua Ap¡qakf(apef)_u fl¡i¡, Ap A„N¡_uhMsp¡hMs k`pV$u_u ÅZL$pfu d¡mhhp_u S>hpbv$pfu `Z Qua Ap¡qakf(apef)_u fl¡i¡, Ap A„N¡_usdpd dprlsu_u g¡rMs _p¢^ hX$p¡v$fp dlp_Nf‘prgL$p_p dÝeõ\ `|f r_e„ÓZ L¡$ÞÖ_p L„V²$p ¡g ê$ddp„sdpd dprlsu_u g¡rMs _p¢^ hX$p¡v$fp dlp_Nf‘prgL$p_p dÝeõ\ `|f r_e„ÓZ L¡$ÞÖ_p L„V²$p ¡g ê$ddp„sdpd dprlsu_u g¡rMs _p¢^ hX$p¡v$fp dlp_Nf‘prgL$p_p dÝeõ\ `|f r_e„ÓZ L¡$ÞÖ_p L„V²$p ¡g ê$ddp„sdpd dprlsu_u g¡rMs _p¢^ hX$p¡v$fp dlp_Nf‘prgL$p_p dÝeõ\ `|f r_e„ÓZ L¡$ÞÖ_p L„V²$p ¡g ê$ddp„sdpd dprlsu_u g¡rMs _p¢^ hX$p¡v$fp dlp_Nf‘prgL$p_p dÝeõ\ `|f r_e„ÓZ L¡$ÞÖ_p L„V²$p ¡g ê$ddp„fMpsp fÆõV$f¡ fpMhu.fMpsp fÆõV$f¡ fpMhu.fMpsp fÆõV$f¡ fpMhu.fMpsp fÆõV$f¡ fpMhu.fMpsp fÆõV$f¡ fpMhu.

lp¡dNpX®$T A_¡ rkrhg X$ua¡Þk A„N¡

18.0118.0118.0118.0118.01 lp¡dNpX®$T L$dpÞX$fîu |f r_e„ÓZdp„ fp¡L$pe¡gp lp¡dNpX®$T_p kæep¡_¡ |f hMs¡ iy„ iy„ L$pdNufu L$fhp_ulp¡dNpX®$T L$dpÞX$fîu |f r_e„ÓZdp„ fp¡L$pe¡gp lp¡dNpX®$T_p kæep¡_¡ |f hMs¡ iy„ iy„ L$pdNufu L$fhp_ulp¡dNpX®$T L$dpÞX$fîu |f r_e„ÓZdp„ fp¡L$pe¡gp lp¡dNpX®$T_p kæep¡_¡ |f hMs¡ iy„ iy„ L$pdNufu L$fhp_ulp¡dNpX®$T L$dpÞX$fîu |f r_e„ÓZdp„ fp¡L$pe¡gp lp¡dNpX®$T_p kæep¡_¡ |f hMs¡ iy„ iy„ L$pdNufu L$fhp_ulp¡dNpX®$T L$dpÞX$fîu |f r_e„ÓZdp„ fp¡L$pe¡gp lp¡dNpX®$T_p kæep¡_¡ |f hMs¡ iy„ iy„ L$pdNufu L$fhp_uR>¡. s¡_u k|Q_pAp¡ kb„^us kæep¡_¡ Ap`i¡. lp¡dNpX®$T_p kæep¡_u `|f r_e„ÓZ fpls L¡$ÞÖp¡hpfR>¡. s¡_u k|Q_pAp¡ kb„^us kæep¡_¡ Ap`i¡. lp¡dNpX®$T_p kæep¡_u `|f r_e„ÓZ fpls L¡$ÞÖp¡hpfR>¡. s¡_u k|Q_pAp¡ kb„^us kæep¡_¡ Ap`i¡. lp¡dNpX®$T_p kæep¡_u `|f r_e„ÓZ fpls L¡$ÞÖp¡hpfR>¡. s¡_u k|Q_pAp¡ kb„^us kæep¡_¡ Ap`i¡. lp¡dNpX®$T_p kæep¡_u `|f r_e„ÓZ fpls L¡$ÞÖp¡hpfR>¡. s¡_u k|Q_pAp¡ kb„^us kæep¡_¡ Ap`i¡. lp¡dNpX®$T_p kæep¡_u `|f r_e„ÓZ fpls L¡$ÞÖp¡hpfNp¡W$hZu L$fi¡ A_¡ s¡d_p _pdp¡_u epv$u (kf_pdp krls_u) s\p s¡d_¡ Ap`hpdp„ Aph¡g k|Q_pAp¡Np¡W$hZu L$fi¡ A_¡ s¡d_p _pdp¡_u epv$u (kf_pdp krls_u) s\p s¡d_¡ Ap`hpdp„ Aph¡g k|Q_pAp¡Np¡W$hZu L$fi¡ A_¡ s¡d_p _pdp¡_u epv$u (kf_pdp krls_u) s\p s¡d_¡ Ap`hpdp„ Aph¡g k|Q_pAp¡Np¡W$hZu L$fi¡ A_¡ s¡d_p _pdp¡_u epv$u (kf_pdp krls_u) s\p s¡d_¡ Ap`hpdp„ Aph¡g k|Q_pAp¡Np¡W$hZu L$fi¡ A_¡ s¡d_p _pdp¡_u epv$u (kf_pdp krls_u) s\p s¡d_¡ Ap`hpdp„ Aph¡g k|Q_pAp¡s¡dS> s¡dZ¡ L$fhp_u L$pe®hplu A„N¡_u rhNsp¡_p¡ Al¡hpg v$f¡L$ `|f fpls L¡$ÞÖ_p dy¿e Ar^L$pfuAp¡s¡dS> s¡dZ¡ L$fhp_u L$pe®hplu A„N¡_u rhNsp¡_p¡ Al¡hpg v$f¡L$ `|f fpls L¡$ÞÖ_p dy¿e Ar^L$pfuAp¡s¡dS> s¡dZ¡ L$fhp_u L$pe®hplu A„N¡_u rhNsp¡_p¡ Al¡hpg v$f¡L$ `|f fpls L¡$ÞÖ_p dy¿e Ar^L$pfuAp¡s¡dS> s¡dZ¡ L$fhp_u L$pe®hplu A„N¡_u rhNsp¡_p¡ Al¡hpg v$f¡L$ `|f fpls L¡$ÞÖ_p dy¿e Ar^L$pfuAp¡s¡dS> s¡dZ¡ L$fhp_u L$pe®hplu A„N¡_u rhNsp¡_p¡ Al¡hpg v$f¡L$ `|f fpls L¡$ÞÖ_p dy¿e Ar^L$pfuAp¡s\p hluhV$u hp¡X®$ Ap¡qakp¡ A_¡ Qua Ap¡qakf (apef) _¡ 1gu S|>_ ky^udp„ dp¡L$gu Ap`i¡. s¡hu S > fus¡s\p hluhV$u hp¡X®$ Ap¡qakp¡ A_¡ Qua Ap¡qakf (apef) _¡ 1gu S|>_ ky^udp„ dp¡L$gu Ap`i¡. s¡hu S > fus¡s\p hluhV$u hp¡X®$ Ap¡qakp¡ A_¡ Qua Ap¡qakf (apef) _¡ 1gu S|>_ ky^udp„ dp¡L$gu Ap`i¡. s¡hu S > fus¡s\p hluhV$u hp¡X®$ Ap¡qakp¡ A_¡ Qua Ap¡qakf (apef) _¡ 1gu S|>_ ky^udp„ dp¡L$gu Ap`i¡. s¡hu S > fus¡s\p hluhV$u hp¡X®$ Ap¡qakp¡ A_¡ Qua Ap¡qakf (apef) _¡ 1gu S|>_ ky^udp„ dp¡L$gu Ap`i¡. s¡hu S > fus¡_pNqfL$ k„fnZ rhcpN hX$p¡v$fp_p hX$p îu _pNqfL$ k„fnZ kæep¡_u apmhZu `|f fpls L¡$ÞÖhpf_pNqfL$ k„fnZ rhcpN hX$p¡v$fp_p hX$p îu _pNqfL$ k„fnZ kæep¡_u apmhZu `|f fpls L¡$ÞÖhpf_pNqfL$ k„fnZ rhcpN hX$p¡v$fp_p hX$p îu _pNqfL$ k„fnZ kæep¡_u apmhZu `|f fpls L¡$ÞÖhpf_pNqfL$ k„fnZ rhcpN hX$p¡v$fp_p hX$p îu _pNqfL$ k„fnZ kæep¡_u apmhZu `|f fpls L¡$ÞÖhpf_pNqfL$ k„fnZ rhcpN hX$p¡v$fp_p hX$p îu _pNqfL$ k„fnZ kæep¡_u apmhZu `|f fpls L¡$ÞÖhpfL$fi¡ A_¡ s¡d_p _pdp¡_u epv$u (kf_pdp kl_u) v$f¡L$ |f fpls L¡$ÞÖ_p dy¿e Ar^L$pfuAp¡ s\p hluhV$uL$fi¡ A_¡ s¡d_p _pdp¡_u epv$u (kf_pdp kl_u) v$f¡L$ |f fpls L¡$ÞÖ_p dy¿e Ar^L$pfuAp¡ s\p hluhV$uL$fi¡ A_¡ s¡d_p _pdp¡_u epv$u (kf_pdp kl_u) v$f¡L$ |f fpls L¡$ÞÖ_p dy¿e Ar^L$pfuAp¡ s\p hluhV$uL$fi¡ A_¡ s¡d_p _pdp¡_u epv$u (kf_pdp kl_u) v$f¡L$ |f fpls L¡$ÞÖ_p dy¿e Ar^L$pfuAp¡ s\p hluhV$uL$fi¡ A_¡ s¡d_p _pdp¡_u epv$u (kf_pdp kl_u) v$f¡L$ |f fpls L¡$ÞÖ_p dy¿e Ar^L$pfuAp¡ s\p hluhV$uhp¡X®$ Ap¡qakp¡ s\p X¡$àeyV$u çeyr_rk`g L$rdi_f (f¡)_¡ spfuM 1gu S|>_ ky^udp„ dp¡L$gu Ap`i¡.hp¡X®$ Ap¡qakp¡ s\p X¡$àeyV$u çeyr_rk`g L$rdi_f (f¡)_¡ spfuM 1gu S|>_ ky^udp„ dp¡L$gu Ap`i¡.hp¡X®$ Ap¡qakp¡ s\p X¡$àeyV$u çeyr_rk`g L$rdi_f (f¡)_¡ spfuM 1gu S|>_ ky^udp„ dp¡L$gu Ap`i¡.hp¡X®$ Ap¡qakp¡ s\p X¡$àeyV$u çeyr_rk`g L$rdi_f (f¡)_¡ spfuM 1gu S|>_ ky^udp„ dp¡L$gu Ap`i¡.hp¡X®$ Ap¡qakp¡ s\p X¡$àeyV$u çeyr_rk`g L$rdi_f (f¡)_¡ spfuM 1gu S|>_ ky^udp„ dp¡L$gu Ap`i¡.

Mpgu L$fph¡g Ty„ X$ Ë$udp„ p¡guk fnZ A„N¡ ìehõ\p bpbs.

18.0218.0218.0218.0218.02 `|f hMs¡ _uQpZhpmp rhõspfp¡dp„\u T|„`X$`Ë$u Mpgu L$fphhpdp„ Aph¡ Ðepf¡ kb„^L$sp® `|f fpls`|f hMs¡ _uQpZhpmp rhõspfp¡dp„\u T|„`X$`Ë$u Mpgu L$fphhpdp„ Aph¡ Ðepf¡ kb„^L$sp® `|f fpls`|f hMs¡ _uQpZhpmp rhõspfp¡dp„\u T|„`X$`Ë$u Mpgu L$fphhpdp„ Aph¡ Ðepf¡ kb„^L$sp® `|f fpls`|f hMs¡ _uQpZhpmp rhõspfp¡dp„\u T|„`X$`Ë$u Mpgu L$fphhpdp„ Aph¡ Ðepf¡ kb„^L$sp® `|f fpls`|f hMs¡ _uQpZhpmp rhõspfp¡dp„\u T|„`X$`Ë$u Mpgu L$fphhpdp„ Aph¡ Ðepf¡ kb„^L$sp® `|f fplsL¡$ÞÖ_p Ar^L$pfuîuA¡ s¡_u rhNsp¡_u ÅZ dÝeõ\ `|f r_e„ÓZ L¡$ÞÖ_¡ L$fhp_u R>¡. dÝeõ\ L¡$ÞÖL¡$ÞÖ_p Ar^L$pfuîuA¡ s¡_u rhNsp¡_u ÅZ dÝeõ\ `|f r_e„ÓZ L¡$ÞÖ_¡ L$fhp_u R>¡. dÝeõ\ L¡$ÞÖL¡$ÞÖ_p Ar^L$pfuîuA¡ s¡_u rhNsp¡_u ÅZ dÝeõ\ `|f r_e„ÓZ L¡$ÞÖ_¡ L$fhp_u R>¡. dÝeõ\ L¡$ÞÖL¡$ÞÖ_p Ar^L$pfuîuA¡ s¡_u rhNsp¡_u ÅZ dÝeõ\ `|f r_e„ÓZ L¡$ÞÖ_¡ L$fhp_u R>¡. dÝeõ\ L¡$ÞÖL¡$ÞÖ_p Ar^L$pfuîuA¡ s¡_u rhNsp¡_u ÅZ dÝeõ\ `|f r_e„ÓZ L¡$ÞÖ_¡ L$fhp_u R>¡. dÝeõ\ L¡$ÞÖ`f_p X¡àeyV$u çeyr_rk`g L$rdi_fîu (S), X¡àeyV$u çeyr_rk`g L$rdi_fîu(h) A¡dZ¡ `p¡rgk`f_p X¡àeyV$u çeyr_rk`g L$rdi_fîu (S), X¡àeyV$u çeyr_rk`g L$rdi_fîu(h) A¡dZ¡ `p¡rgk`f_p X¡àeyV$u çeyr_rk`g L$rdi_fîu (S), X¡àeyV$u çeyr_rk`g L$rdi_fîu(h) A¡dZ¡ `p¡rgk`f_p X¡àeyV$u çeyr_rk`g L$rdi_fîu (S), X¡àeyV$u çeyr_rk`g L$rdi_fîu(h) A¡dZ¡ `p¡rgk`f_p X¡àeyV$u çeyr_rk`g L$rdi_fîu (S), X¡àeyV$u çeyr_rk`g L$rdi_fîu(h) A¡dZ¡ `p¡rgkL$rdi_f hX$p¡v$fp_¡ kb„r^s Mpgu L$fph¡g Ty„`X$`Ë$u rhõspfdp„ _pNqfL$-Å_dpg_p fnZ A„N¡_uL$rdi_f hX$p¡v$fp_¡ kb„r^s Mpgu L$fph¡g Ty„`X$`Ë$u rhõspfdp„ _pNqfL$-Å_dpg_p fnZ A„N¡_uL$rdi_f hX$p¡v$fp_¡ kb„r^s Mpgu L$fph¡g Ty„`X$`Ë$u rhõspfdp„ _pNqfL$-Å_dpg_p fnZ A„N¡_uL$rdi_f hX$p¡v$fp_¡ kb„r^s Mpgu L$fph¡g Ty„`X$`Ë$u rhõspfdp„ _pNqfL$-Å_dpg_p fnZ A„N¡_uL$rdi_f hX$p¡v$fp_¡ kb„r^s Mpgu L$fph¡g Ty„`X$`Ë$u rhõspfdp„ _pNqfL$-Å_dpg_p fnZ A„N¡_uìehõ\p L$fhp S>Zphhp_y„ fl¡i¡.ìehõ\p L$fhp S>Zphhp_y„ fl¡i¡.ìehõ\p L$fhp S>Zphhp_y„ fl¡i¡.ìehõ\p L$fhp S>Zphhp_y„ fl¡i¡.ìehõ\p L$fhp S>Zphhp_y„ fl¡i¡.

dlp yf/Op¡X$p yf bpv$$ Ådu Ne¡g L$pv$h L$uQX$ $ $ $ $ rhN¡f¡ v|f L$fhp L$g¡L$V$fîu dpfas¡ gíL$fu dv$v$$ âpá L$fhp A\£.

19.0019.0019.0019.0019.00 dlp`|f/Op¡X$p`|f_p¡ L$epf¡e âk„N b_¡ sp¡ s¡ Dsfu Nep bpv$$ |f AkfN°õs rhõspfp¡dp„ S>„Nu âdpZdp„dlp`|f/Op¡X$p`|f_p¡ L$epf¡e âk„N b_¡ sp¡ s¡ Dsfu Nep bpv$$ |f AkfN°õs rhõspfp¡dp„ S>„Nu âdpZdp„dlp`|f/Op¡X$p`|f_p¡ L$epf¡e âk„N b_¡ sp¡ s¡ Dsfu Nep bpv$$ |f AkfN°õs rhõspfp¡dp„ S>„Nu âdpZdp„dlp`|f/Op¡X$p`|f_p¡ L$epf¡e âk„N b_¡ sp¡ s¡ Dsfu Nep bpv$$ |f AkfN°õs rhõspfp¡dp„ S>„Nu âdpZdp„dlp`|f/Op¡X$p`|f_p¡ L$epf¡e âk„N b_¡ sp¡ s¡ Dsfu Nep bpv$$ |f AkfN°õs rhõspfp¡dp„ S>„Nu âdpZdp„L$pv$h L$uQX$ Ådu Ne¡g lp¡e s¡hp âk„N¡ Å¡ S>ê$fueps Dcu \pe sp¡ dÝeõ\ `|f r_e„ÓZ L¡$ÞÖdp„L$pv$h L$uQX$ Ådu Ne¡g lp¡e s¡hp âk„N¡ Å¡ S>ê$fueps Dcu \pe sp¡ dÝeõ\ `|f r_e„ÓZ L¡$ÞÖdp„L$pv$h L$uQX$ Ådu Ne¡g lp¡e s¡hp âk„N¡ Å¡ S>ê$fueps Dcu \pe sp¡ dÝeõ\ `|f r_e„ÓZ L¡$ÞÖdp„L$pv$h L$uQX$ Ådu Ne¡g lp¡e s¡hp âk„N¡ Å¡ S>ê$fueps Dcu \pe sp¡ dÝeõ\ `|f r_e„ÓZ L¡$ÞÖdp„L$pv$h L$uQX$ Ådu Ne¡g lp¡e s¡hp âk„N¡ Å¡ S>ê$fueps Dcu \pe sp¡ dÝeõ\ `|f r_e„ÓZ L¡$ÞÖdp„D5qõ\s X¡$àeyV$u çeyr_rk`g L$rdi_fîu (h) A\hp s¡d_u rb_ D`qõ\qsdp„ AÞe S>hpbv$pfD5qõ\s X¡$àeyV$u çeyr_rk`g L$rdi_fîu (h) A\hp s¡d_u rb_ D`qõ\qsdp„ AÞe S>hpbv$pfD5qõ\s X¡$àeyV$u çeyr_rk`g L$rdi_fîu (h) A\hp s¡d_u rb_ D`qõ\qsdp„ AÞe S>hpbv$pfD5qõ\s X¡$àeyV$u çeyr_rk`g L$rdi_fîu (h) A\hp s¡d_u rb_ D`qõ\qsdp„ AÞe S>hpbv$pfD5qõ\s X¡$àeyV$u çeyr_rk`g L$rdi_fîu (h) A\hp s¡d_u rb_ D`qõ\qsdp„ AÞe S>hpbv$pfAr^L$pfuîuA¡ rS>‰p L$g¡L$V$fîu hX$p¡v$fp_p¡ k„`L®$ kp^hp_p¡ fl¡i¡. A_¡ L$g¡L$V$fîu_u dv$v$\u C.Ar^L$pfuîuA¡ rS>‰p L$g¡L$V$fîu hX$p¡v$fp_p¡ k„`L®$ kp^hp_p¡ fl¡i¡. A_¡ L$g¡L$V$fîu_u dv$v$\u C.Ar^L$pfuîuA¡ rS>‰p L$g¡L$V$fîu hX$p¡v$fp_p¡ k„`L®$ kp^hp_p¡ fl¡i¡. A_¡ L$g¡L$V$fîu_u dv$v$\u C.Ar^L$pfuîuA¡ rS>‰p L$g¡L$V$fîu hX$p¡v$fp_p¡ k„`L®$ kp^hp_p¡ fl¡i¡. A_¡ L$g¡L$V$fîu_u dv$v$\u C.Ar^L$pfuîuA¡ rS>‰p L$g¡L$V$fîu hX$p¡v$fp_p¡ k„`L®$ kp^hp_p¡ fl¡i¡. A_¡ L$g¡L$V$fîu_u dv$v$\u C.A¡d. C. lhpBv$m, ApB. u. ku. A¡g., _d®v$p âp¡S>¡L$V $ rhN¡f¡ k„õ\p pk¡\u ep„rÓL$ kpdN°u d¡mhhp_uA¡d. C. lhpBv$m, ApB. u. ku. A¡g., _d®v$p âp¡S>¡L$V $ rhN¡f¡ k„õ\p pk¡\u ep„rÓL$ kpdN°u d¡mhhp_uA¡d. C. lhpBv$m, ApB. u. ku. A¡g., _d®v$p âp¡S>¡L$V $ rhN¡f¡ k„õ\p pk¡\u ep„rÓL$ kpdN°u d¡mhhp_uA¡d. C. lhpBv$m, ApB. u. ku. A¡g., _d®v$p âp¡S>¡L$V $ rhN¡f¡ k„õ\p pk¡\u ep„rÓL$ kpdN°u d¡mhhp_uA¡d. C. lhpBv$m, ApB. u. ku. A¡g., _d®v$p âp¡S>¡L$V $ rhN¡f¡ k„õ\p pk¡\u ep„rÓL$ kpdN°u d¡mhhp_ufl¡i¡.fl¡i¡.fl¡i¡.fl¡i¡.fl¡i¡.

Page 19: f hX$p¡v$fp dlp Nf‘prgL$p f

( 11 )(11 )(11 )(11 )(11 )

kuV$u A¡qÞS>_uefîu_u v$p¡fhZu l¡W$m L$fhp_u ANÐe_u L$pdNufu

dÝeõ\ r_e„ÓZ L¡$ÞÖ_p S>hpbv$pf Ar^L$pfuAp¡ fuhf b¡X$ g¡hg_u 24 auV$ g¡hg \sp„ lpS>f fl¡i¡ S>¡dÝeõ\ r_e„ÓZ L¡$ÞÖ_p S>hpbv$pf Ar^L$pfuAp¡ fuhf b¡X$ g¡hg_u 24 auV$ g¡hg \sp„ lpS>f fl¡i¡ S>¡dÝeõ\ r_e„ÓZ L¡$ÞÖ_p S>hpbv$pf Ar^L$pfuAp¡ fuhf b¡X$ g¡hg_u 24 auV$ g¡hg \sp„ lpS>f fl¡i¡ S>¡dÝeõ\ r_e„ÓZ L¡$ÞÖ_p S>hpbv$pf Ar^L$pfuAp¡ fuhf b¡X$ g¡hg_u 24 auV$ g¡hg \sp„ lpS>f fl¡i¡ S>¡dÝeõ\ r_e„ÓZ L¡$ÞÖ_p S>hpbv$pf Ar^L$pfuAp¡ fuhf b¡X$ g¡hg_u 24 auV$ g¡hg \sp„ lpS>f fl¡i¡ S>¡s¡ fpls L¡$ÞÖ D`f Ar^L$fuAp¡/L$d®QpfuAp¡ lpS>f \pe L¡$ sys® S> s¡ A„N¡_u ÅZ dÝeõ\S> r_e„ÓZ L¡$ÞÖs¡ fpls L¡$ÞÖ D`f Ar^L$fuAp¡/L$d®QpfuAp¡ lpS>f \pe L¡$ sys® S> s¡ A„N¡_u ÅZ dÝeõ\S> r_e„ÓZ L¡$ÞÖs¡ fpls L¡$ÞÖ D`f Ar^L$fuAp¡/L$d®QpfuAp¡ lpS>f \pe L¡$ sys® S> s¡ A„N¡_u ÅZ dÝeõ\S> r_e„ÓZ L¡$ÞÖs¡ fpls L¡$ÞÖ D`f Ar^L$fuAp¡/L$d®QpfuAp¡ lpS>f \pe L¡$ sys® S> s¡ A„N¡_u ÅZ dÝeõ\S> r_e„ÓZ L¡$ÞÖs¡ fpls L¡$ÞÖ D`f Ar^L$fuAp¡/L$d®QpfuAp¡ lpS>f \pe L¡$ sys® S> s¡ A„N¡_u ÅZ dÝeõ\S> r_e„ÓZ L¡$ÞÖD`f çeyr_rk`g L$rdi_fîu X¡$àeyV$u çeyr_rk`g L$rdi_fîu, kuV$u A¡[ÞS>_uefîu, aëX$ k¡g (apefD`f çeyr_rk`g L$rdi_fîu X¡$àeyV$u çeyr_rk`g L$rdi_fîu, kuV$u A¡[ÞS>_uefîu, aëX$ k¡g (apefD`f çeyr_rk`g L$rdi_fîu X¡$àeyV$u çeyr_rk`g L$rdi_fîu, kuV$u A¡[ÞS>_uefîu, aëX$ k¡g (apefD`f çeyr_rk`g L$rdi_fîu X¡$àeyV$u çeyr_rk`g L$rdi_fîu, kuV$u A¡[ÞS>_uefîu, aëX$ k¡g (apefD`f çeyr_rk`g L$rdi_fîu X¡$àeyV$u çeyr_rk`g L$rdi_fîu, kuV$u A¡[ÞS>_uefîu, aëX$ k¡g (apefrb°N¡X$-v$p„X$uep bÅf)_¡ L$fi¡.,rb°N¡X$-v$p„X$uep bÅf)_¡ L$fi¡.,rb°N¡X$-v$p„X$uep bÅf)_¡ L$fi¡.,rb°N¡X$-v$p„X$uep bÅf)_¡ L$fi¡.,rb°N¡X$-v$p„X$uep bÅf)_¡ L$fi¡.,

fpls L¡$ÞÖhpf dl¡L$d_u epv$u 15du d¡ ky^udp blpf `pX$hu,fpls L¡$ÞÖhpf dl¡L$d_u epv$u 15du d¡ ky^udp blpf `pX$hu,fpls L¡$ÞÖhpf dl¡L$d_u epv$u 15du d¡ ky^udp blpf `pX$hu,fpls L¡$ÞÖhpf dl¡L$d_u epv$u 15du d¡ ky^udp blpf `pX$hu,fpls L¡$ÞÖhpf dl¡L$d_u epv$u 15du d¡ ky^udp blpf `pX$hu,

ApS>hp-âsp``yfp-fpeL$p-v$p¡X$L$p-`p¡BQp rhN¡f¡ õ\mp¡A¡ Mpk L$pmÆ fpMu `pZu_u AphL$, `pZu_¡ApS>hp-âsp``yfp-fpeL$p-v$p¡X$L$p-`p¡BQp rhN¡f¡ õ\mp¡A¡ Mpk L$pmÆ fpMu `pZu_u AphL$, `pZu_¡ApS>hp-âsp``yfp-fpeL$p-v$p¡X$L$p-`p¡BQp rhN¡f¡ õ\mp¡A¡ Mpk L$pmÆ fpMu `pZu_u AphL$, `pZu_¡ApS>hp-âsp``yfp-fpeL$p-v$p¡X$L$p-`p¡BQp rhN¡f¡ õ\mp¡A¡ Mpk L$pmÆ fpMu `pZu_u AphL$, `pZu_¡ApS>hp-âsp``yfp-fpeL$p-v$p¡X$L$p-`p¡BQp rhN¡f¡ õ\mp¡A¡ Mpk L$pmÆ fpMu `pZu_u AphL$, `pZu_¡R>p¡X$hp dpV¡$_u r_rs A_¡ s¡_p\u \_pf `qf[õ\rs A„N¡ sdpd_¡ hpL¡$a L$fhp_u L$pdNufu.R>p¡X$hp dpV¡$_u r_rs A_¡ s¡_p\u \_pf `qf[õ\rs A„N¡ sdpd_¡ hpL¡$a L$fhp_u L$pdNufu.R>p¡X$hp dpV¡$_u r_rs A_¡ s¡_p\u \_pf `qf[õ\rs A„N¡ sdpd_¡ hpL¡$a L$fhp_u L$pdNufu.R>p¡X$hp dpV¡$_u r_rs A_¡ s¡_p\u \_pf `qf[õ\rs A„N¡ sdpd_¡ hpL¡$a L$fhp_u L$pdNufu.R>p¡X$hp dpV¡$_u r_rs A_¡ s¡_p\u \_pf `qf[õ\rs A„N¡ sdpd_¡ hpL¡$a L$fhp_u L$pdNufu.

gp¡ kpe]N A¡fuep s\p AÞe `yf `qf[õ\rs Dcu L$f¡ s¡hp õ\mp¡_p¡ ANpD\u kh£ L$fu kphQ¡su A„N¡_ugp¡ kpe]N A¡fuep s\p AÞe `yf `qf[õ\rs Dcu L$f¡ s¡hp õ\mp¡_p¡ ANpD\u kh£ L$fu kphQ¡su A„N¡_ugp¡ kpe]N A¡fuep s\p AÞe `yf `qf[õ\rs Dcu L$f¡ s¡hp õ\mp¡_p¡ ANpD\u kh£ L$fu kphQ¡su A„N¡_ugp¡ kpe]N A¡fuep s\p AÞe `yf `qf[õ\rs Dcu L$f¡ s¡hp õ\mp¡_p¡ ANpD\u kh£ L$fu kphQ¡su A„N¡_ugp¡ kpe]N A¡fuep s\p AÞe `yf `qf[õ\rs Dcu L$f¡ s¡hp õ\mp¡_p¡ ANpD\u kh£ L$fu kphQ¡su A„N¡_uL$pe®hplu L$fhu.L$pe®hplu L$fhu.L$pe®hplu L$fhu.L$pe®hplu L$fhu.L$pe®hplu L$fhu.

Qua Ap¡qakf (apef)îuA¡ L$fhp_u ANÐe_u L$pdNufu

apef rb°N¡X$ Mps¡ õV¡$i_ Ap¡qakfîu_u duV$]N gB `yf hphpTp¡X$p_u k„crhs `qf[õ\rs A„N¡ `|h®apef rb°N¡X$ Mps¡ õV¡$i_ Ap¡qakfîu_u duV$]N gB `yf hphpTp¡X$p_u k„crhs `qf[õ\rs A„N¡ `|h®apef rb°N¡X$ Mps¡ õV¡$i_ Ap¡qakfîu_u duV$]N gB `yf hphpTp¡X$p_u k„crhs `qf[õ\rs A„N¡ `|h®apef rb°N¡X$ Mps¡ õV¡$i_ Ap¡qakfîu_u duV$]N gB `yf hphpTp¡X$p_u k„crhs `qf[õ\rs A„N¡ `|h®apef rb°N¡X$ Mps¡ õV¡$i_ Ap¡qakfîu_u duV$]N gB `yf hphpTp¡X$p_u k„crhs `qf[õ\rs A„N¡ `|h®s¥epfuAp¡ L$fphu s\p kp^_p¡ /hpl_p¡_y „ Q¡L$]N L$fhy„.s¥epfuAp¡ L$fphu s\p kp^_p¡ /hpl_p¡_y „ Q¡L$]N L$fhy„.s¥epfuAp¡ L$fphu s\p kp^_p¡ /hpl_p¡_y „ Q¡L$]N L$fhy„.s¥epfuAp¡ L$fphu s\p kp^_p¡ /hpl_p¡_y „ Q¡L$]N L$fhy„.s¥epfuAp¡ L$fphu s\p kp^_p¡ /hpl_p¡_y „ Q¡L$]N L$fhy„.

`yf `qf[õ\rsdp„ il¡f_p sdpd rhõspfp¡dp ip¡^ A_¡ bQph L$pdNufu AkfL$pf fus¡ \pe s¡hy„ Apep¡S>_ L$fhy„.`yf `qf[õ\rsdp„ il¡f_p sdpd rhõspfp¡dp ip¡^ A_¡ bQph L$pdNufu AkfL$pf fus¡ \pe s¡hy„ Apep¡S>_ L$fhy„.`yf `qf[õ\rsdp„ il¡f_p sdpd rhõspfp¡dp ip¡^ A_¡ bQph L$pdNufu AkfL$pf fus¡ \pe s¡hy„ Apep¡S>_ L$fhy„.`yf `qf[õ\rsdp„ il¡f_p sdpd rhõspfp¡dp ip¡^ A_¡ bQph L$pdNufu AkfL$pf fus¡ \pe s¡hy„ Apep¡S>_ L$fhy„.`yf `qf[õ\rsdp„ il¡f_p sdpd rhõspfp¡dp ip¡^ A_¡ bQph L$pdNufu AkfL$pf fus¡ \pe s¡hy„ Apep¡S>_ L$fhy„.

20 aºV$ \pe Ðepf¡ A¡gV$ d¡k¡S> Ap`hp¡.20 aºV$ \pe Ðepf¡ A¡gV$ d¡k¡S> Ap`hp¡.20 aºV$ \pe Ðepf¡ A¡gV$ d¡k¡S> Ap`hp¡.20 aºV$ \pe Ðepf¡ A¡gV$ d¡k¡S> Ap`hp¡.20 aºV$ \pe Ðepf¡ A¡gV$ d¡k¡S> Ap`hp¡.

22 aºV$-A¡_pDÞkd¡ÞV$ Öpfp s\p ApL$pihpZu, õ\pr_L$ V$u. hu. Q¡_gp¡ Üpfp, A¡a. A¡d. f¡X$uep¡ Üpfp22 aºV$-A¡_pDÞkd¡ÞV$ Öpfp s\p ApL$pihpZu, õ\pr_L$ V$u. hu. Q¡_gp¡ Üpfp, A¡a. A¡d. f¡X$uep¡ Üpfp22 aºV$-A¡_pDÞkd¡ÞV$ Öpfp s\p ApL$pihpZu, õ\pr_L$ V$u. hu. Q¡_gp¡ Üpfp, A¡a. A¡d. f¡X$uep¡ Üpfp22 aºV$-A¡_pDÞkd¡ÞV$ Öpfp s\p ApL$pihpZu, õ\pr_L$ V$u. hu. Q¡_gp¡ Üpfp, A¡a. A¡d. f¡X$uep¡ Üpfp22 aºV$-A¡_pDÞkd¡ÞV$ Öpfp s\p ApL$pihpZu, õ\pr_L$ V$u. hu. Q¡_gp¡ Üpfp, A¡a. A¡d. f¡X$uep¡ Üpfpgp¡L$p¡_¡ kyfnus õ\m¡ Mku S>hp k|Q_p Ap`hu.gp¡L$p¡_¡ kyfnus õ\m¡ Mku S>hp k|Q_p Ap`hu.gp¡L$p¡_¡ kyfnus õ\m¡ Mku S>hp k|Q_p Ap`hu.gp¡L$p¡_¡ kyfnus õ\m¡ Mku S>hp k|Q_p Ap`hu.gp¡L$p¡_¡ kyfnus õ\m¡ Mku S>hp k|Q_p Ap`hu.

hpefg¡k k¡V$_u L$pdNufu :- ApS>hp, Apkp¡S>, âsp` yfp, k¡ÞV²$g apef õV¡$i_ (v$p„X$uep bÅf) dy¿e yf r_e„ÓZ L¡$ÞÖ ApS>hp, Apkp¡S>, âsp` yfp, k¡ÞV²$g apef õV¡$i_ (v$p„X$uep bÅf) dy¿e yf r_e„ÓZ L¡$ÞÖ ApS>hp, Apkp¡S>, âsp` yfp, k¡ÞV²$g apef õV¡$i_ (v$p„X$uep bÅf) dy¿e yf r_e„ÓZ L¡$ÞÖ ApS>hp, Apkp¡S>, âsp` yfp, k¡ÞV²$g apef õV¡$i_ (v$p„X$uep bÅf) dy¿e yf r_e„ÓZ L¡$ÞÖ ApS>hp, Apkp¡S>, âsp` yfp, k¡ÞV²$g apef õV¡$i_ (v$p„X$uep bÅf) dy¿e yf r_e„ÓZ L¡$ÞÖ

rhðprdÓu _v$u, kyA¡T `„`u„N õV¡$i_, L$pgpOp¡X$p `pk¡, M„X¡$fph dpL£$V$ (S>ê$f lp¡e sp¡)rhðprdÓu _v$u, kyA¡T `„`u„N õV¡$i_, L$pgpOp¡X$p `pk¡, M„X¡$fph dpL£$V$ (S>ê$f lp¡e sp¡)rhðprdÓu _v$u, kyA¡T `„`u„N õV¡$i_, L$pgpOp¡X$p `pk¡, M„X¡$fph dpL£$V$ (S>ê$f lp¡e sp¡)rhðprdÓu _v$u, kyA¡T `„`u„N õV¡$i_, L$pgpOp¡X$p `pk¡, M„X¡$fph dpL£$V$ (S>ê$f lp¡e sp¡)rhðprdÓu _v$u, kyA¡T `„`u„N õV¡$i_, L$pgpOp¡X$p `pk¡, M„X¡$fph dpL£$V$ (S>ê$f lp¡e sp¡)

D`f S>Zph¡g hpefg¡k k¡V$k Üpfp hfkpv$ `pX$hp_u dplusu smphp¡_u k`pV$u_u dprlsu s\p AÞeD`f S>Zph¡g hpefg¡k k¡V$k Üpfp hfkpv$ `pX$hp_u dplusu smphp¡_u k`pV$u_u dprlsu s\p AÞeD`f S>Zph¡g hpefg¡k k¡V$k Üpfp hfkpv$ `pX$hp_u dplusu smphp¡_u k`pV$u_u dprlsu s\p AÞeD`f S>Zph¡g hpefg¡k k¡V$k Üpfp hfkpv$ `pX$hp_u dplusu smphp¡_u k`pV$u_u dprlsu s\p AÞeD`f S>Zph¡g hpefg¡k k¡V$k Üpfp hfkpv$ `pX$hp_u dplusu smphp¡_u k`pV$u_u dprlsu s\p AÞedplusu v$f L$gpL¡$ k¡ÞV²$g apef õV¡$i_ dpfas¡ aëX$ L„$V²$p ¡g k¡g `f_p kuV$u A¡[ÞS>_uefîu A_¡ fpS>edplusu v$f L$gpL¡$ k¡ÞV²$g apef õV¡$i_ dpfas¡ aëX$ L„$V²$p ¡g k¡g `f_p kuV$u A¡[ÞS>_uefîu A_¡ fpS>edplusu v$f L$gpL¡$ k¡ÞV²$g apef õV¡$i_ dpfas¡ aëX$ L„$V²$p ¡g k¡g `f_p kuV$u A¡[ÞS>_uefîu A_¡ fpS>edplusu v$f L$gpL¡$ k¡ÞV²$g apef õV¡$i_ dpfas¡ aëX$ L„$V²$p ¡g k¡g `f_p kuV$u A¡[ÞS>_uefîu A_¡ fpS>edplusu v$f L$gpL¡$ k¡ÞV²$g apef õV¡$i_ dpfas¡ aëX$ L„$V²$p ¡g k¡g `f_p kuV$u A¡[ÞS>_uefîu A_¡ fpS>ekfL$pfîu_p ap¡L$g Ap¡qakf_¡ ÅZ L$fhu. D`f_u NZsfu L$fu k„crhs `yf A„N¡ ÅZ çeyr_rk`gkfL$pfîu_p ap¡L$g Ap¡qakf_¡ ÅZ L$fhu. D`f_u NZsfu L$fu k„crhs `yf A„N¡ ÅZ çeyr_rk`gkfL$pfîu_p ap¡L$g Ap¡qakf_¡ ÅZ L$fhu. D`f_u NZsfu L$fu k„crhs `yf A„N¡ ÅZ çeyr_rk`gkfL$pfîu_p ap¡L$g Ap¡qakf_¡ ÅZ L$fhu. D`f_u NZsfu L$fu k„crhs `yf A„N¡ ÅZ çeyr_rk`gkfL$pfîu_p ap¡L$g Ap¡qakf_¡ ÅZ L$fhu. D`f_u NZsfu L$fu k„crhs `yf A„N¡ ÅZ çeyr_rk`gL$rdi_fîu_¡, rS>‰p L$g¡L$V$fîu_¡ Qua apef Ap¡qakf¡ L$fhu.L$rdi_fîu_¡, rS>‰p L$g¡L$V$fîu_¡ Qua apef Ap¡qakf¡ L$fhu.L$rdi_fîu_¡, rS>‰p L$g¡L$V$fîu_¡ Qua apef Ap¡qakf¡ L$fhu.L$rdi_fîu_¡, rS>‰p L$g¡L$V$fîu_¡ Qua apef Ap¡qakf¡ L$fhu.L$rdi_fîu_¡, rS>‰p L$g¡L$V$fîu_¡ Qua apef Ap¡qakf¡ L$fhu.

v$f¡L$ hp¡X®$dp„ 10 “„N bp¡ep, 10 “„N S>¡L¡$V$ s’p 2 “„N fõkp ‘lp¡QpX$hp“u ìehõ’pv$f¡L$ hp¡X®$dp„ 10 “„N bp¡ep, 10 “„N S>¡L¡$V$ s’p 2 “„N fõkp ‘lp¡QpX$hp“u ìehõ’pv$f¡L$ hp¡X®$dp„ 10 “„N bp¡ep, 10 “„N S>¡L¡$V$ s’p 2 “„N fõkp ‘lp¡QpX$hp“u ìehõ’pv$f¡L$ hp¡X®$dp„ 10 “„N bp¡ep, 10 “„N S>¡L¡$V$ s’p 2 “„N fõkp ‘lp¡QpX$hp“u ìehõ’pv$f¡L$ hp¡X®$dp„ 10 “„N bp¡ep, 10 “„N S>¡L¡$V$ s’p 2 “„N fõkp ‘lp¡QpX$hp“u ìehõ’p

õV$pa, bp¡V$, r“QpZhpmp rhõspfp¡“p¡ kh£, rhõspf âdpZ¡ bp¡V$“u Np¡W$hZu, V² ¡ $“]N k¡ÞV$f, h^pfp“p¡õV$pa, bp¡V$, r“QpZhpmp rhõspfp¡“p¡ kh£, rhõspf âdpZ¡ bp¡V$“u Np¡W$hZu, V² ¡ $“]N k¡ÞV$f, h^pfp“p¡õV$pa, bp¡V$, r“QpZhpmp rhõspfp¡“p¡ kh£, rhõspf âdpZ¡ bp¡V$“u Np¡W$hZu, V² ¡ $“]N k¡ÞV$f, h^pfp“p¡õV$pa, bp¡V$, r“QpZhpmp rhõspfp¡“p¡ kh£, rhõspf âdpZ¡ bp¡V$“u Np¡W$hZu, V² ¡ $“]N k¡ÞV$f, h^pfp“p¡õV$pa, bp¡V$, r“QpZhpmp rhõspfp¡“p¡ kh£, rhõspf âdpZ¡ bp¡V$“u Np¡W$hZu, V² ¡ $“]N k¡ÞV$f, h^pfp“p¡õV$pa, A¡“pDÞk d¡ÞV$, V$u.hu. - duX$uep- A¡a. A¡d. D‘f ANÐe“u k|Q“p h^pf¡ bp¡V$“u S>ê$f lp¡eõV$pa, A¡“pDÞk d¡ÞV$, V$u.hu. - duX$uep- A¡a. A¡d. D‘f ANÐe“u k|Q“p h^pf¡ bp¡V$“u S>ê$f lp¡eõV$pa, A¡“pDÞk d¡ÞV$, V$u.hu. - duX$uep- A¡a. A¡d. D‘f ANÐe“u k|Q“p h^pf¡ bp¡V$“u S>ê$f lp¡eõV$pa, A¡“pDÞk d¡ÞV$, V$u.hu. - duX$uep- A¡a. A¡d. D‘f ANÐe“u k|Q“p h^pf¡ bp¡V$“u S>ê$f lp¡eõV$pa, A¡“pDÞk d¡ÞV$, V$u.hu. - duX$uep- A¡a. A¡d. D‘f ANÐe“u k|Q“p h^pf¡ bp¡V$“u S>ê$f lp¡esp¡ A¡k. Apf. ‘u., A¡“. X$u. Apf. A¡a., Apd}, dp¡ÞV¡$kfu, X¡$V$p fuS>eyd “¡V$hL®$sp¡ A¡k. Apf. ‘u., A¡“. X$u. Apf. A¡a., Apd}, dp¡ÞV¡$kfu, X¡$V$p fuS>eyd “¡V$hL®$sp¡ A¡k. Apf. ‘u., A¡“. X$u. Apf. A¡a., Apd}, dp¡ÞV¡$kfu, X¡$V$p fuS>eyd “¡V$hL®$sp¡ A¡k. Apf. ‘u., A¡“. X$u. Apf. A¡a., Apd}, dp¡ÞV¡$kfu, X¡$V$p fuS>eyd “¡V$hL®$sp¡ A¡k. Apf. ‘u., A¡“. X$u. Apf. A¡a., Apd}, dp¡ÞV¡$kfu, X¡$V$p fuS>eyd “¡V$hL®$

kpef_ hNpX$hp_u L$pdNufu

(1) àg¡_¡V$p¡fued (2) _heyN rhÛpge (3) AL$p¡V$p Bg¡L$V²$uL$ kb õV¡$i_ (4) hX$kf kyA¡T ‘„‘]N(1) àg¡_¡V$p¡fued (2) _heyN rhÛpge (3) AL$p¡V$p Bg¡L$V²$uL$ kb õV¡$i_ (4) hX$kf kyA¡T ‘„‘]N(1) àg¡_¡V$p¡fued (2) _heyN rhÛpge (3) AL$p¡V$p Bg¡L$V²$uL$ kb õV¡$i_ (4) hX$kf kyA¡T ‘„‘]N(1) àg¡_¡V$p¡fued (2) _heyN rhÛpge (3) AL$p¡V$p Bg¡L$V²$uL$ kb õV¡$i_ (4) hX$kf kyA¡T ‘„‘]N(1) àg¡_¡V$p¡fued (2) _heyN rhÛpge (3) AL$p¡V$p Bg¡L$V²$uL$ kb õV¡$i_ (4) hX$kf kyA¡T ‘„‘]NõV¡$i“ (5) Ar‚id_ A_¡ spÐL$prgL$ k¡hp rhcpN, v$p„X$uep bÅf s\p sdpd apef õV¡$i_p¡ (6)õV¡$i“ (5) Ar‚id_ A_¡ spÐL$prgL$ k¡hp rhcpN, v$p„X$uep bÅf s\p sdpd apef õV¡$i_p¡ (6)õV¡$i“ (5) Ar‚id_ A_¡ spÐL$prgL$ k¡hp rhcpN, v$p„X$uep bÅf s\p sdpd apef õV¡$i_p¡ (6)õV¡$i“ (5) Ar‚id_ A_¡ spÐL$prgL$ k¡hp rhcpN, v$p„X$uep bÅf s\p sdpd apef õV¡$i_p¡ (6)õV¡$i“ (5) Ar‚id_ A_¡ spÐL$prgL$ k¡hp rhcpN, v$p„X$uep bÅf s\p sdpd apef õV¡$i_p¡ (6)hX$p¡v$fp dlp_Nf k¡hp kv$_, M„X¡$fph dpL¡ µ$V$ (7) rhS>e_Nf L$p¡çeyr_V$u lp¡g,dÝeõ\ `yf r_e„ÓZ L¡$ÞÖhX$p¡v$fp dlp_Nf k¡hp kv$_, M„X¡$fph dpL¡ µ$V$ (7) rhS>e_Nf L$p¡çeyr_V$u lp¡g,dÝeõ\ `yf r_e„ÓZ L¡$ÞÖhX$p¡v$fp dlp_Nf k¡hp kv$_, M„X¡$fph dpL¡ µ$V$ (7) rhS>e_Nf L$p¡çeyr_V$u lp¡g,dÝeõ\ `yf r_e„ÓZ L¡$ÞÖhX$p¡v$fp dlp_Nf k¡hp kv$_, M„X¡$fph dpL¡ µ$V$ (7) rhS>e_Nf L$p¡çeyr_V$u lp¡g,dÝeõ\ `yf r_e„ÓZ L¡$ÞÖhX$p¡v$fp dlp_Nf k¡hp kv$_, M„X¡$fph dpL¡ µ$V$ (7) rhS>e_Nf L$p¡çeyr_V$u lp¡g,dÝeõ\ `yf r_e„ÓZ L¡$ÞÖsfa\u Qua Ap¡qakf (apef) Aphp rhõspfp¡dp„ fl¡sp Ly$Vy „$bp¡_¡ Mku S>hp_u gpDX$ õ`uL$f, rhÛys kpef_sfa\u Qua Ap¡qakf (apef) Aphp rhõspfp¡dp„ fl¡sp Ly$Vy „$bp¡_¡ Mku S>hp_u gpDX$ õ`uL$f, rhÛys kpef_sfa\u Qua Ap¡qakf (apef) Aphp rhõspfp¡dp„ fl¡sp Ly$Vy „$bp¡_¡ Mku S>hp_u gpDX$ õ`uL$f, rhÛys kpef_sfa\u Qua Ap¡qakf (apef) Aphp rhõspfp¡dp„ fl¡sp Ly$Vy „$bp¡_¡ Mku S>hp_u gpDX$ õ`uL$f, rhÛys kpef_sfa\u Qua Ap¡qakf (apef) Aphp rhõspfp¡dp„ fl¡sp Ly$Vy „$bp¡_¡ Mku S>hp_u gpDX$ õ`uL$f, rhÛys kpef_rhN¡f¡ dpfas¡ Q¡shZu Ap`i¡ s¡dS> ApL$pihpZu dpfas¡ `yf A„N¡_u Q¡shZu âkpfus L$fi¡. õ\pr_L$rhN¡f¡ dpfas¡ Q¡shZu Ap`i¡ s¡dS> ApL$pihpZu dpfas¡ `yf A„N¡_u Q¡shZu âkpfus L$fi¡. õ\pr_L$rhN¡f¡ dpfas¡ Q¡shZu Ap`i¡ s¡dS> ApL$pihpZu dpfas¡ `yf A„N¡_u Q¡shZu âkpfus L$fi¡. õ\pr_L$rhN¡f¡ dpfas¡ Q¡shZu Ap`i¡ s¡dS> ApL$pihpZu dpfas¡ `yf A„N¡_u Q¡shZu âkpfus L$fi¡. õ\pr_L$rhN¡f¡ dpfas¡ Q¡shZu Ap`i¡ s¡dS> ApL$pihpZu dpfas¡ `yf A„N¡_u Q¡shZu âkpfus L$fi¡. õ\pr_L$V$uhu Q¡_g, A¡a. A¡d. f¡X$uep¡ Üpfp `Z Q¡shZu gp¡L$p¡ ky^u `lp¢Q¡ s¡hy „ Apep¡S>_ L$fi¡.V$uhu Q¡_g, A¡a. A¡d. f¡X$uep¡ Üpfp `Z Q¡shZu gp¡L$p¡ ky^u `lp¢Q¡ s¡hy „ Apep¡S>_ L$fi¡.V$uhu Q¡_g, A¡a. A¡d. f¡X$uep¡ Üpfp `Z Q¡shZu gp¡L$p¡ ky^u `lp¢Q¡ s¡hy „ Apep¡S>_ L$fi¡.V$uhu Q¡_g, A¡a. A¡d. f¡X$uep¡ Üpfp `Z Q¡shZu gp¡L$p¡ ky^u `lp¢Q¡ s¡hy „ Apep¡S>_ L$fi¡.V$uhu Q¡_g, A¡a. A¡d. f¡X$uep¡ Üpfp `Z Q¡shZu gp¡L$p¡ ky^u `lp¢Q¡ s¡hy „ Apep¡S>_ L$fi¡.

`yf `qf[õ\rs A„N¡ A¡k. V$u., f¡ëh¡_p kÑpr^L$pfuAp¡_¡ hpL¡$a L$fu `yf N°õs ê$V$ hpl_p¡ dpV¡$ b„^ L$fhp.`yf `qf[õ\rs A„N¡ A¡k. V$u., f¡ëh¡_p kÑpr^L$pfuAp¡_¡ hpL¡$a L$fu `yf N°õs ê$V$ hpl_p¡ dpV¡$ b„^ L$fhp.`yf `qf[õ\rs A„N¡ A¡k. V$u., f¡ëh¡_p kÑpr^L$pfuAp¡_¡ hpL¡$a L$fu `yf N°õs ê$V$ hpl_p¡ dpV¡$ b„^ L$fhp.`yf `qf[õ\rs A„N¡ A¡k. V$u., f¡ëh¡_p kÑpr^L$pfuAp¡_¡ hpL¡$a L$fu `yf N°õs ê$V$ hpl_p¡ dpV¡$ b„^ L$fhp.`yf `qf[õ\rs A„N¡ A¡k. V$u., f¡ëh¡_p kÑpr^L$pfuAp¡_¡ hpL¡$a L$fu `yf N°õs ê$V$ hpl_p¡ dpV¡$ b„^ L$fhp.

Page 20: f hX$p¡v$fp dlp Nf‘prgL$p f

( 12 )(12 )(12 )(12 )(12 )

L$pe®`pgL$ BS>_¡fîu (`pZu `yfhW$p) A¡ L$fhp_u ANÐe_u L$pdNufu

kepÆ kfp¡hf âsp`yfp smphp¡_p¡ hluhV$ k„cpmhp_p¡ fl¡i¡.kepÆ kfp¡hf âsp`yfp smphp¡_p¡ hluhV$ k„cpmhp_p¡ fl¡i¡.kepÆ kfp¡hf âsp`yfp smphp¡_p¡ hluhV$ k„cpmhp_p¡ fl¡i¡.kepÆ kfp¡hf âsp`yfp smphp¡_p¡ hluhV$ k„cpmhp_p¡ fl¡i¡.kepÆ kfp¡hf âsp`yfp smphp¡_p¡ hluhV$ k„cpmhp_p¡ fl¡i¡.

kepÆ kfp¡hf_p h¡õV$ `uef_p v$fhpÅ Mp¡ghp A_¡ b„^ L$fhp_p¡ r_Z®ekepÆ kfp¡hf_p h¡õV$ `uef_p v$fhpÅ Mp¡ghp A_¡ b„^ L$fhp_p¡ r_Z®ekepÆ kfp¡hf_p h¡õV$ `uef_p v$fhpÅ Mp¡ghp A_¡ b„^ L$fhp_p¡ r_Z®ekepÆ kfp¡hf_p h¡õV$ `uef_p v$fhpÅ Mp¡ghp A_¡ b„^ L$fhp_p¡ r_Z®ekepÆ kfp¡hf_p h¡õV$ `uef_p v$fhpÅ Mp¡ghp A_¡ b„^ L$fhp_p¡ r_Z®e

âsp``yfp\u ApS>hp ky^u_p ApX$b„^_y„ r_funZ L$fhy„.âsp``yfp\u ApS>hp ky^u_p ApX$b„^_y„ r_funZ L$fhy„.âsp``yfp\u ApS>hp ky^u_p ApX$b„^_y„ r_funZ L$fhy„.âsp``yfp\u ApS>hp ky^u_p ApX$b„^_y„ r_funZ L$fhy„.âsp``yfp\u ApS>hp ky^u_p ApX$b„^_y„ r_funZ L$fhy„.

h^y hfkpv$_p kdedp„ Ås¡ v$f AW$hpX$ue¡ A¡L$ hMs r_funZ L$fhy„ A_¡ S>ê$fu L$pe®hplu L$fhu.h^y hfkpv$_p kdedp„ Ås¡ v$f AW$hpX$ue¡ A¡L$ hMs r_funZ L$fhy„ A_¡ S>ê$fu L$pe®hplu L$fhu.h^y hfkpv$_p kdedp„ Ås¡ v$f AW$hpX$ue¡ A¡L$ hMs r_funZ L$fhy„ A_¡ S>ê$fu L$pe®hplu L$fhu.h^y hfkpv$_p kdedp„ Ås¡ v$f AW$hpX$ue¡ A¡L$ hMs r_funZ L$fhy„ A_¡ S>ê$fu L$pe®hplu L$fhu.h^y hfkpv$_p kdedp„ Ås¡ v$f AW$hpX$ue¡ A¡L$ hMs r_funZ L$fhy„ A_¡ S>ê$fu L$pe®hplu L$fhu.

ApX$b„^ bpSy>dp„ d|L$hp dpV¡$ `yfsp S>Õ\pdp„ k¡ÞX$ b¡N_u sdpd ìehõ\p 15 du S|>_ ky^udp„ `yfu L$fhu.ApX$b„^ bpSy>dp„ d|L$hp dpV¡$ `yfsp S>Õ\pdp„ k¡ÞX$ b¡N_u sdpd ìehõ\p 15 du S|>_ ky^udp„ `yfu L$fhu.ApX$b„^ bpSy>dp„ d|L$hp dpV¡$ `yfsp S>Õ\pdp„ k¡ÞX$ b¡N_u sdpd ìehõ\p 15 du S|>_ ky^udp„ `yfu L$fhu.ApX$b„^ bpSy>dp„ d|L$hp dpV¡$ `yfsp S>Õ\pdp„ k¡ÞX$ b¡N_u sdpd ìehõ\p 15 du S|>_ ky^udp„ `yfu L$fhu.ApX$b„^ bpSy>dp„ d|L$hp dpV¡$ `yfsp S>Õ\pdp„ k¡ÞX$ b¡N_u sdpd ìehõ\p 15 du S|>_ ky^udp„ `yfu L$fhu.

ApS>hp âsp``yfp, Apkp¡S> auX$f D`f gNph¡gp v$fhpÅ kpak|a L$fphu Ap¡Bg N°uk gNphu bfpbfApS>hp âsp``yfp, Apkp¡S> auX$f D`f gNph¡gp v$fhpÅ kpak|a L$fphu Ap¡Bg N°uk gNphu bfpbfApS>hp âsp``yfp, Apkp¡S> auX$f D`f gNph¡gp v$fhpÅ kpak|a L$fphu Ap¡Bg N°uk gNphu bfpbfApS>hp âsp``yfp, Apkp¡S> auX$f D`f gNph¡gp v$fhpÅ kpak|a L$fphu Ap¡Bg N°uk gNphu bfpbfApS>hp âsp``yfp, Apkp¡S> auX$f D`f gNph¡gp v$fhpÅ kpak|a L$fphu Ap¡Bg N°uk gNphu bfpbfQpg¡ R>¡ L¡$ L¡$d s¡_u âÐen s`pkZu L$fhu. Ap A„N¡ g¡rMs r_h¡v$_ kuV$u A¡[ÞS>_ueffu_¡ L$fhy„.Qpg¡ R>¡ L¡$ L¡$d s¡_u âÐen s`pkZu L$fhu. Ap A„N¡ g¡rMs r_h¡v$_ kuV$u A¡[ÞS>_ueffu_¡ L$fhy„.Qpg¡ R>¡ L¡$ L¡$d s¡_u âÐen s`pkZu L$fhu. Ap A„N¡ g¡rMs r_h¡v$_ kuV$u A¡[ÞS>_ueffu_¡ L$fhy„.Qpg¡ R>¡ L¡$ L¡$d s¡_u âÐen s`pkZu L$fhu. Ap A„N¡ g¡rMs r_h¡v$_ kuV$u A¡[ÞS>_ueffu_¡ L$fhy„.Qpg¡ R>¡ L¡$ L¡$d s¡_u âÐen s`pkZu L$fhu. Ap A„N¡ g¡rMs r_h¡v$_ kuV$u A¡[ÞS>_ueffu_¡ L$fhy„.

L$pe®`pgL$ BS>_¡fîu (“yd®) A¡ L$fhp_u ANÐe_u L$pdNufu

sdpd Qpgy “dy® âp¡S>¡L$V$ hfkpv$“¡ gu^¡ b„^ ’sp lp¡e sp¡ s¡ õ’m¡ L$p¡B Å¡Md Dcy “ ’pe s¡“u L$pmÆsdpd Qpgy “dy® âp¡S>¡L$V$ hfkpv$“¡ gu^¡ b„^ ’sp lp¡e sp¡ s¡ õ’m¡ L$p¡B Å¡Md Dcy “ ’pe s¡“u L$pmÆsdpd Qpgy “dy® âp¡S>¡L$V$ hfkpv$“¡ gu^¡ b„^ ’sp lp¡e sp¡ s¡ õ’m¡ L$p¡B Å¡Md Dcy “ ’pe s¡“u L$pmÆsdpd Qpgy “dy® âp¡S>¡L$V$ hfkpv$“¡ gu^¡ b„^ ’sp lp¡e sp¡ s¡ õ’m¡ L$p¡B Å¡Md Dcy “ ’pe s¡“u L$pmÆsdpd Qpgy “dy® âp¡S>¡L$V$ hfkpv$“¡ gu^¡ b„^ ’sp lp¡e sp¡ s¡ õ’m¡ L$p¡B Å¡Md Dcy “ ’pe s¡“u L$pmÆfpMu kyfnp“p X$uõàg¡ bp¡X©$ gNphu, b¡fuL¡$V$ Dcy„ L$fhy„fpMu kyfnp“p X$uõàg¡ bp¡X©$ gNphu, b¡fuL¡$V$ Dcy„ L$fhy„fpMu kyfnp“p X$uõàg¡ bp¡X©$ gNphu, b¡fuL¡$V$ Dcy„ L$fhy„fpMu kyfnp“p X$uõàg¡ bp¡X©$ gNphu, b¡fuL¡$V$ Dcy„ L$fhy„fpMu kyfnp“p X$uõàg¡ bp¡X©$ gNphu, b¡fuL¡$V$ Dcy„ L$fhy„

T| L$eyf¡V$f

`yf `qf[õ\rs/hphpTp¡X$p v$fçep_ _uQpZhpmp rhõspfdp„ fpM¡gp âpZuAp¡_¡ kyfrns S>ÁepA¡ Mk¡X$hp_u`yf `qf[õ\rs/hphpTp¡X$p v$fçep_ _uQpZhpmp rhõspfdp„ fpM¡gp âpZuAp¡_¡ kyfrns S>ÁepA¡ Mk¡X$hp_u`yf `qf[õ\rs/hphpTp¡X$p v$fçep_ _uQpZhpmp rhõspfdp„ fpM¡gp âpZuAp¡_¡ kyfrns S>ÁepA¡ Mk¡X$hp_u`yf `qf[õ\rs/hphpTp¡X$p v$fçep_ _uQpZhpmp rhõspfdp„ fpM¡gp âpZuAp¡_¡ kyfrns S>ÁepA¡ Mk¡X$hp_u`yf `qf[õ\rs/hphpTp¡X$p v$fçep_ _uQpZhpmp rhõspfdp„ fpM¡gp âpZuAp¡_¡ kyfrns S>ÁepA¡ Mk¡X$hp_uìehõ\p L$fhu. A_¡ L$ep„ õ\m¡ âpZuAp¡ Mk¡X$hp_p R>¡ s¡ _L$L$u L$f¡ s¡_p¡ A„N¡_p¡ qf`p¡V®$ X¡$àeyV$uìehõ\p L$fhu. A_¡ L$ep„ õ\m¡ âpZuAp¡ Mk¡X$hp_p R>¡ s¡ _L$L$u L$f¡ s¡_p¡ A„N¡_p¡ qf`p¡V®$ X¡$àeyV$uìehõ\p L$fhu. A_¡ L$ep„ õ\m¡ âpZuAp¡ Mk¡X$hp_p R>¡ s¡ _L$L$u L$f¡ s¡_p¡ A„N¡_p¡ qf`p¡V®$ X¡$àeyV$uìehõ\p L$fhu. A_¡ L$ep„ õ\m¡ âpZuAp¡ Mk¡X$hp_p R>¡ s¡ _L$L$u L$f¡ s¡_p¡ A„N¡_p¡ qf`p¡V®$ X¡$àeyV$uìehõ\p L$fhu. A_¡ L$ep„ õ\m¡ âpZuAp¡ Mk¡X$hp_p R>¡ s¡ _L$L$u L$f¡ s¡_p¡ A„N¡_p¡ qf`p¡V®$ X¡$àeyV$uçeyr_rk`g L$rdi_f(S>)îu_¡ fS|> L$fhp¡.çeyr_rk`g L$rdi_f(S>)îu_¡ fS|> L$fhp¡.çeyr_rk`g L$rdi_f(S>)îu_¡ fS|> L$fhp¡.çeyr_rk`g L$rdi_f(S>)îu_¡ fS|> L$fhp¡.çeyr_rk`g L$rdi_f(S>)îu_¡ fS|> L$fhp¡.

âpZuAp¡_¡ Å¡ L$p¡B-_yL$ip_ \pe sp¡ s¡_u rhNshpf dplusu aëX$ L„$V²$p ¡g_¡ Ap`hu.âpZuAp¡_¡ Å¡ L$p¡B-_yL$ip_ \pe sp¡ s¡_u rhNshpf dplusu aëX$ L„$V²$p ¡g_¡ Ap`hu.âpZuAp¡_¡ Å¡ L$p¡B-_yL$ip_ \pe sp¡ s¡_u rhNshpf dplusu aëX$ L„$V²$p ¡g_¡ Ap`hu.âpZuAp¡_¡ Å¡ L$p¡B-_yL$ip_ \pe sp¡ s¡_u rhNshpf dplusu aëX$ L„$V²$p ¡g_¡ Ap`hu.âpZuAp¡_¡ Å¡ L$p¡B-_yL$ip_ \pe sp¡ s¡_u rhNshpf dplusu aëX$ L„$V²$p ¡g_¡ Ap`hu.

X$pef¡L$V$fîu (A¡ÞL$p¡Qd¡ÞV$)

kuL$eyfuV$u Ap¡qakf, dÝ$eõ\ L¡$ÞÖ `f lpS>f fl¡i¡ A_¡ çeyr_rk`g L$rdi_fîu_u ANf X¡$àeyV$ukuL$eyfuV$u Ap¡qakf, dÝ$eõ\ L¡$ÞÖ `f lpS>f fl¡i¡ A_¡ çeyr_rk`g L$rdi_fîu_u ANf X¡$àeyV$ukuL$eyfuV$u Ap¡qakf, dÝ$eõ\ L¡$ÞÖ `f lpS>f fl¡i¡ A_¡ çeyr_rk`g L$rdi_fîu_u ANf X¡$àeyV$ukuL$eyfuV$u Ap¡qakf, dÝ$eõ\ L¡$ÞÖ `f lpS>f fl¡i¡ A_¡ çeyr_rk`g L$rdi_fîu_u ANf X¡$àeyV$ukuL$eyfuV$u Ap¡qakf, dÝ$eõ\ L¡$ÞÖ `f lpS>f fl¡i¡ A_¡ çeyr_rk`g L$rdi_fîu_u ANf X¡$àeyV$uçeyr_rk`g L$rdi_fîu_u k|Q_p dyS>b L$pd L$fi¡.çeyr_rk`g L$rdi_fîu_u k|Q_p dyS>b L$pd L$fi¡.çeyr_rk`g L$rdi_fîu_u k|Q_p dyS>b L$pd L$fi¡.çeyr_rk`g L$rdi_fîu_u k|Q_p dyS>b L$pd L$fi¡.çeyr_rk`g L$rdi_fîu_u k|Q_p dyS>b L$pd L$fi¡.

`p¡guk Mpsp kp\¡ S>ê$fu gpeT_ L$fhy„.`p¡guk Mpsp kp\¡ S>ê$fu gpeT_ L$fhy„.`p¡guk Mpsp kp\¡ S>ê$fu gpeT_ L$fhy„.`p¡guk Mpsp kp\¡ S>ê$fu gpeT_ L$fhy„.`p¡guk Mpsp kp\¡ S>ê$fu gpeT_ L$fhy„.

28 aºV$\u h^pf¡ rhðprdÓu_y„ g¡hg \pe Ðepf¡ L$pgpOp¡X$p b°uS> b„^ L$fhp¡ s\p AÞe b°uS> `f kuL$eyfuV$u28 aºV$\u h^pf¡ rhðprdÓu_y„ g¡hg \pe Ðepf¡ L$pgpOp¡X$p b°uS> b„^ L$fhp¡ s\p AÞe b°uS> `f kuL$eyfuV$u28 aºV$\u h^pf¡ rhðprdÓu_y„ g¡hg \pe Ðepf¡ L$pgpOp¡X$p b°uS> b„^ L$fhp¡ s\p AÞe b°uS> `f kuL$eyfuV$u28 aºV$\u h^pf¡ rhðprdÓu_y„ g¡hg \pe Ðepf¡ L$pgpOp¡X$p b°uS> b„^ L$fhp¡ s\p AÞe b°uS> `f kuL$eyfuV$u28 aºV$\u h^pf¡ rhðprdÓu_y„ g¡hg \pe Ðepf¡ L$pgpOp¡X$p b°uS> b„^ L$fhp¡ s\p AÞe b°uS> `f kuL$eyfuV$ud¡__u ìehõ\p L$fhu.d¡__u ìehõ\p L$fhu.d¡__u ìehõ\p L$fhu.d¡__u ìehõ\p L$fhu.d¡__u ìehõ\p L$fhu.

A¡L$TuL$eyV$uh A¡[ÞS>_uefîu (fp¡X$)A¡L$TuL$eyV$uh A¡[ÞS>_uefîu (fp¡X$)A¡L$TuL$eyV$uh A¡[ÞS>_uefîu (fp¡X$)A¡L$TuL$eyV$uh A¡[ÞS>_uefîu (fp¡X$)A¡L$TuL$eyV$uh A¡[ÞS>_uefîu (fp¡X$)

S>ê$fu dpg kpdp_ S>¡hp L¡$, sfp`p-v$p¡fX$p, ceS>_L$ bp¡Xµ$, dv$eõ\ r_e„ÓZ L¡$ÞÖ A_¡ AÞe L¡$ÞÖp¡ `fS>ê$fu dpg kpdp_ S>¡hp L¡$, sfp`p-v$p¡fX$p, ceS>_L$ bp¡Xµ$, dv$eõ\ r_e„ÓZ L¡$ÞÖ A_¡ AÞe L¡$ÞÖp¡ `fS>ê$fu dpg kpdp_ S>¡hp L¡$, sfp`p-v$p¡fX$p, ceS>_L$ bp¡Xµ$, dv$eõ\ r_e„ÓZ L¡$ÞÖ A_¡ AÞe L¡$ÞÖp¡ `fS>ê$fu dpg kpdp_ S>¡hp L¡$, sfp`p-v$p¡fX$p, ceS>_L$ bp¡Xµ$, dv$eõ\ r_e„ÓZ L¡$ÞÖ A_¡ AÞe L¡$ÞÖp¡ `fS>ê$fu dpg kpdp_ S>¡hp L¡$, sfp`p-v$p¡fX$p, ceS>_L$ bp¡Xµ$, dv$eõ\ r_e„ÓZ L¡$ÞÖ A_¡ AÞe L¡$ÞÖp¡ `fdp¡L$ghp_u ìehõ\p L$fi¡ A_¡ L$pe®`pgL$ BS>_¡fîu_u dv$v$dp„ S>ê$fu õV$pa dp¡L$gi¡. dpg kpdp__p¡ k„N°ldp¡L$ghp_u ìehõ\p L$fi¡ A_¡ L$pe®`pgL$ BS>_¡fîu_u dv$v$dp„ S>ê$fu õV$pa dp¡L$gi¡. dpg kpdp__p¡ k„N°ldp¡L$ghp_u ìehõ\p L$fi¡ A_¡ L$pe®`pgL$ BS>_¡fîu_u dv$v$dp„ S>ê$fu õV$pa dp¡L$gi¡. dpg kpdp__p¡ k„N°ldp¡L$ghp_u ìehõ\p L$fi¡ A_¡ L$pe®`pgL$ BS>_¡fîu_u dv$v$dp„ S>ê$fu õV$pa dp¡L$gi¡. dpg kpdp__p¡ k„N°ldp¡L$ghp_u ìehõ\p L$fi¡ A_¡ L$pe®`pgL$ BS>_¡fîu_u dv$v$dp„ S>ê$fu õV$pa dp¡L$gi¡. dpg kpdp__p¡ k„N°l31du d¡ ky^u L$fphu g¡hp_p¡ fl¡i¡.31du d¡ ky^u L$fphu g¡hp_p¡ fl¡i¡.31du d¡ ky^u L$fphu g¡hp_p¡ fl¡i¡.31du d¡ ky^u L$fphu g¡hp_p¡ fl¡i¡.31du d¡ ky^u L$fphu g¡hp_p¡ fl¡i¡.

rhðpudÓu “v$u“p b„“¡ L$p„k ‘f“p v$bpZp¡ v|$f L$fhp“u L$pdNufu 1gu d¡ ’u L$fhp Apv$¡i.rhðpudÓu “v$u“p b„“¡ L$p„k ‘f“p v$bpZp¡ v|$f L$fhp“u L$pdNufu 1gu d¡ ’u L$fhp Apv$¡i.rhðpudÓu “v$u“p b„“¡ L$p„k ‘f“p v$bpZp¡ v|$f L$fhp“u L$pdNufu 1gu d¡ ’u L$fhp Apv$¡i.rhðpudÓu “v$u“p b„“¡ L$p„k ‘f“p v$bpZp¡ v|$f L$fhp“u L$pdNufu 1gu d¡ ’u L$fhp Apv$¡i.rhðpudÓu “v$u“p b„“¡ L$p„k ‘f“p v$bpZp¡ v|$f L$fhp“u L$pdNufu 1gu d¡ ’u L$fhp Apv$¡i.

L$pe®`pgL$ BS>_¡f (duL¡$_uL$g)

hL®$ip¡`dp„ lpS>f flu S>ê$fu kp^_p¡ spÐL$prgL$ vy$fõsu L$fphhp dpV¡$ ìehõ\p L$fi¡.hL®$ip¡`dp„ lpS>f flu S>ê$fu kp^_p¡ spÐL$prgL$ vy$fõsu L$fphhp dpV¡$ ìehõ\p L$fi¡.hL®$ip¡`dp„ lpS>f flu S>ê$fu kp^_p¡ spÐL$prgL$ vy$fõsu L$fphhp dpV¡$ ìehõ\p L$fi¡.hL®$ip¡`dp„ lpS>f flu S>ê$fu kp^_p¡ spÐL$prgL$ vy$fõsu L$fphhp dpV¡$ ìehõ\p L$fi¡.hL®$ip¡`dp„ lpS>f flu S>ê$fu kp^_p¡ spÐL$prgL$ vy$fõsu L$fphhp dpV¡$ ìehõ\p L$fi¡.

`pZu Dg¡Qhp_p âk„N¡ X$uTg `„`p¡_u vy$fõsu `Z eyÙ_p ^p¡fZ¡ hL®$ip¡`dp„ L$fhpdp„ Aphi¡.`pZu Dg¡Qhp_p âk„N¡ X$uTg `„`p¡_u vy$fõsu `Z eyÙ_p ^p¡fZ¡ hL®$ip¡`dp„ L$fhpdp„ Aphi¡.`pZu Dg¡Qhp_p âk„N¡ X$uTg `„`p¡_u vy$fõsu `Z eyÙ_p ^p¡fZ¡ hL®$ip¡`dp„ L$fhpdp„ Aphi¡.`pZu Dg¡Qhp_p âk„N¡ X$uTg `„`p¡_u vy$fõsu `Z eyÙ_p ^p¡fZ¡ hL®$ip¡`dp„ L$fhpdp„ Aphi¡.`pZu Dg¡Qhp_p âk„N¡ X$uTg `„`p¡_u vy$fõsu `Z eyÙ_p ^p¡fZ¡ hL®$ip¡`dp„ L$fhpdp„ Aphi¡.

`„`p¡ Qgphhp dpV¡$ Ap¡`f¡V$fp¡_u ìehõ\p`„`p¡ Qgphhp dpV¡$ Ap¡`f¡V$fp¡_u ìehõ\p`„`p¡ Qgphhp dpV¡$ Ap¡`f¡V$fp¡_u ìehõ\p`„`p¡ Qgphhp dpV¡$ Ap¡`f¡V$fp¡_u ìehõ\p`„`p¡ Qgphhp dpV¡$ Ap¡`f¡V$fp¡_u ìehõ\p

sdpd `„`p¡_¡ Qpgy [õ\rsdp„ dyL$hp_u sdpd L$pe®hplu 31du d¡ ky^u `yfu L$fhu.sdpd `„`p¡_¡ Qpgy [õ\rsdp„ dyL$hp_u sdpd L$pe®hplu 31du d¡ ky^u `yfu L$fhu.sdpd `„`p¡_¡ Qpgy [õ\rsdp„ dyL$hp_u sdpd L$pe®hplu 31du d¡ ky^u `yfu L$fhu.sdpd `„`p¡_¡ Qpgy [õ\rsdp„ dyL$hp_u sdpd L$pe®hplu 31du d¡ ky^u `yfu L$fhu.sdpd `„`p¡_¡ Qpgy [õ\rsdp„ dyL$hp_u sdpd L$pe®hplu 31du d¡ ky^u `yfu L$fhu.

L$pe®`pgL$ BS>_¡f Bg¡L$V²$uL$-duL¡$r_L$g kp\¡ k„L$g_dp„ fl¡hy „.L$pe®`pgL$ BS>_¡f Bg¡L$V²$uL$-duL¡$r_L$g kp\¡ k„L$g_dp„ fl¡hy „.L$pe®`pgL$ BS>_¡f Bg¡L$V²$uL$-duL¡$r_L$g kp\¡ k„L$g_dp„ fl¡hy „.L$pe®`pgL$ BS>_¡f Bg¡L$V²$uL$-duL¡$r_L$g kp\¡ k„L$g_dp„ fl¡hy „.L$pe®`pgL$ BS>_¡f Bg¡L$V²$uL$-duL¡$r_L$g kp\¡ k„L$g_dp„ fl¡hy „.

Page 21: f hX$p¡v$fp dlp Nf‘prgL$p f

( 13 )(13 )(13 )(13 )(13 )

X$pef¡L$V$fîu (`pL®$k A¡ÞX$ NpX®$_)

hphpTp¡X$p v$fçep_ apef rb°N¡X$ kp\¡ dv$v$dp„ fl¡hy „.hphpTp¡X$p v$fçep_ apef rb°N¡X$ kp\¡ dv$v$dp„ fl¡hy „.hphpTp¡X$p v$fçep_ apef rb°N¡X$ kp\¡ dv$v$dp„ fl¡hy „.hphpTp¡X$p v$fçep_ apef rb°N¡X$ kp\¡ dv$v$dp„ fl¡hy „.hphpTp¡X$p v$fçep_ apef rb°N¡X$ kp\¡ dv$v$dp„ fl¡hy „.

S>ê$f `X¡$ TpX$ L$p`hp_p h^pf¡ L$p¡ÞV²$pL$V$f_u epv$u s¥epf fpMhu.S>ê$f `X¡$ TpX$ L$p`hp_p h^pf¡ L$p¡ÞV²$pL$V$f_u epv$u s¥epf fpMhu.S>ê$f `X¡$ TpX$ L$p`hp_p h^pf¡ L$p¡ÞV²$pL$V$f_u epv$u s¥epf fpMhu.S>ê$f `X¡$ TpX$ L$p`hp_p h^pf¡ L$p¡ÞV²$pL$V$f_u epv$u s¥epf fpMhu.S>ê$f `X¡$ TpX$ L$p`hp_p h^pf¡ L$p¡ÞV²$pL$V$f_u epv$u s¥epf fpMhu.

L$pe®`pgL$ BS>_¡f (hp¡X®$)

cyhp, MpX$p, ceS>_L$ cpN_¡ b¡fuL¡$V$ L$fhp.cyhp, MpX$p, ceS>_L$ cpN_¡ b¡fuL¡$V$ L$fhp.cyhp, MpX$p, ceS>_L$ cpN_¡ b¡fuL¡$V$ L$fhp.cyhp, MpX$p, ceS>_L$ cpN_¡ b¡fuL¡$V$ L$fhp.cyhp, MpX$p, ceS>_L$ cpN_¡ b¡fuL¡$V$ L$fhp.

Q¡shZu bp¡X®$ dyL$hpQ¡shZu bp¡X®$ dyL$hpQ¡shZu bp¡X®$ dyL$hpQ¡shZu bp¡X®$ dyL$hpQ¡shZu bp¡X®$ dyL$hp

`pZu_p r_L$pg_y„ Apep¡S>_ L$fhy„.`pZu_p r_L$pg_y„ Apep¡S>_ L$fhy„.`pZu_p r_L$pg_y„ Apep¡S>_ L$fhy„.`pZu_p r_L$pg_y„ Apep¡S>_ L$fhy„.`pZu_p r_L$pg_y„ Apep¡S>_ L$fhy„.

HFL g¡hg“p r“ip“p¡Zu fudpL®$ L$fphhp A“¡ s¡“u dplusu ap¡V$p ¡N°pa kl.g¡hg“p r“ip“p¡Zu fudpL®$ L$fphhp A“¡ s¡“u dplusu ap¡V$p ¡N°pa kl.g¡hg“p r“ip“p¡Zu fudpL®$ L$fphhp A“¡ s¡“u dplusu ap¡V$p ¡N°pa kl.g¡hg“p r“ip“p¡Zu fudpL®$ L$fphhp A“¡ s¡“u dplusu ap¡V$p ¡N°pa kl.g¡hg“p r“ip“p¡Zu fudpL®$ L$fphhp A“¡ s¡“u dplusu ap¡V$p ¡N°pa kl.

Apfp¡Áe Adgv$pfîuA¡ L$fhp“u ANÐe“u L$pdNufu

‘yf rhõ’p‘usp¡“p fl¡W$pZ ‘f Apfp¡Áegnu L$pdNufu L$fhu.‘yf rhõ’p‘usp¡“p fl¡W$pZ ‘f Apfp¡Áegnu L$pdNufu L$fhu.‘yf rhõ’p‘usp¡“p fl¡W$pZ ‘f Apfp¡Áegnu L$pdNufu L$fhu.‘yf rhõ’p‘usp¡“p fl¡W$pZ ‘f Apfp¡Áegnu L$pdNufu L$fhu.‘yf rhõ’p‘usp¡“p fl¡W$pZ ‘f Apfp¡Áegnu L$pdNufu L$fhu.

Apîe õ’p“p¡ ‘f aºX$ ‘¡L¡$V$“y „ rhsfZApîe õ’p“p¡ ‘f aºX$ ‘¡L¡$V$“y „ rhsfZApîe õ’p“p¡ ‘f aºX$ ‘¡L¡$V$“y „ rhsfZApîe õ’p“p¡ ‘f aºX$ ‘¡L¡$V$“y „ rhsfZApîe õ’p“p¡ ‘f aºX$ ‘¡L¡$V$“y „ rhsfZ

‘pZu S>Þe fp¡N “ ’pe s¡“u dpV¡$ ‘|fsp âeГp¡ L$fhp.‘pZu S>Þe fp¡N “ ’pe s¡“u dpV¡$ ‘|fsp âeГp¡ L$fhp.‘pZu S>Þe fp¡N “ ’pe s¡“u dpV¡$ ‘|fsp âeГp¡ L$fhp.‘pZu S>Þe fp¡N “ ’pe s¡“u dpV¡$ ‘|fsp âeГp¡ L$fhp.‘pZu S>Þe fp¡N “ ’pe s¡“u dpV¡$ ‘|fsp âeГp¡ L$fhp.

râh¡ÞV$uh A¡L$i““¡ R>p‘p V$u. hu. f¡X$uep¡ Üpfp âkpfus L$fhprâh¡ÞV$uh A¡L$i““¡ R>p‘p V$u. hu. f¡X$uep¡ Üpfp âkpfus L$fhprâh¡ÞV$uh A¡L$i““¡ R>p‘p V$u. hu. f¡X$uep¡ Üpfp âkpfus L$fhprâh¡ÞV$uh A¡L$i““¡ R>p‘p V$u. hu. f¡X$uep¡ Üpfp âkpfus L$fhprâh¡ÞV$uh A¡L$i““¡ R>p‘p V$u. hu. f¡X$uep¡ Üpfp âkpfus L$fhp

hp¡V$f gp¡N]„N hpmp s’p T|„‘X$‘Ë$u“p õ’mp¡A¡ Apfp¡Áegnu kss dp¡“uV$f]N L$fhy„.hp¡V$f gp¡N]„N hpmp s’p T|„‘X$‘Ë$u“p õ’mp¡A¡ Apfp¡Áegnu kss dp¡“uV$f]N L$fhy„.hp¡V$f gp¡N]„N hpmp s’p T|„‘X$‘Ë$u“p õ’mp¡A¡ Apfp¡Áegnu kss dp¡“uV$f]N L$fhy„.hp¡V$f gp¡N]„N hpmp s’p T|„‘X$‘Ë$u“p õ’mp¡A¡ Apfp¡Áegnu kss dp¡“uV$f]N L$fhy„.hp¡V$f gp¡N]„N hpmp s’p T|„‘X$‘Ë$u“p õ’mp¡A¡ Apfp¡Áegnu kss dp¡“uV$f]N L$fhy„.

dÃR>f s’p AÞe qL$V$pÏAp¡“p¡ “pi ’pe s’p buÅ L$uV$pÏAp¡ h^¡ “l] s¡hu âh©rÑ L$fhu.dÃR>f s’p AÞe qL$V$pÏAp¡“p¡ “pi ’pe s’p buÅ L$uV$pÏAp¡ h^¡ “l] s¡hu âh©rÑ L$fhu.dÃR>f s’p AÞe qL$V$pÏAp¡“p¡ “pi ’pe s’p buÅ L$uV$pÏAp¡ h^¡ “l] s¡hu âh©rÑ L$fhu.dÃR>f s’p AÞe qL$V$pÏAp¡“p¡ “pi ’pe s’p buÅ L$uV$pÏAp¡ h^¡ “l] s¡hu âh©rÑ L$fhu.dÃR>f s’p AÞe qL$V$pÏAp¡“p¡ “pi ’pe s’p buÅ L$uV$pÏAp¡ h^¡ “l] s¡hu âh©rÑ L$fhu.

fpS>e“p Apfp¡Áe rhcpNs’p il¡fu rhL$pk rhcpN sfa’u Apfp¡Ne“p sdpd ‘fu‘Óp¡“y „ âudp¡Þiy“ s’pfpS>e“p Apfp¡Áe rhcpNs’p il¡fu rhL$pk rhcpN sfa’u Apfp¡Ne“p sdpd ‘fu‘Óp¡“y „ âudp¡Þiy“ s’pfpS>e“p Apfp¡Áe rhcpNs’p il¡fu rhL$pk rhcpN sfa’u Apfp¡Ne“p sdpd ‘fu‘Óp¡“y „ âudp¡Þiy“ s’pfpS>e“p Apfp¡Áe rhcpNs’p il¡fu rhL$pk rhcpN sfa’u Apfp¡Ne“p sdpd ‘fu‘Óp¡“y „ âudp¡Þiy“ s’pfpS>e“p Apfp¡Áe rhcpNs’p il¡fu rhL$pk rhcpN sfa’u Apfp¡Ne“p sdpd ‘fu‘Óp¡“y „ âudp¡Þiy“ s’p‘p¡õV$ aëX$“u L$pdNufu L$fu X$p¡L$eyd¡ÞV$i“ L$fhy„ A“¡ kdep„sf¡ DÃQ L$npA¡ fu‘p¡V®$ L$fhp¡.‘p¡õV$ aëX$“u L$pdNufu L$fu X$p¡L$eyd¡ÞV$i“ L$fhy„ A“¡ kdep„sf¡ DÃQ L$npA¡ fu‘p¡V®$ L$fhp¡.‘p¡õV$ aëX$“u L$pdNufu L$fu X$p¡L$eyd¡ÞV$i“ L$fhy„ A“¡ kdep„sf¡ DÃQ L$npA¡ fu‘p¡V®$ L$fhp¡.‘p¡õV$ aëX$“u L$pdNufu L$fu X$p¡L$eyd¡ÞV$i“ L$fhy„ A“¡ kdep„sf¡ DÃQ L$npA¡ fu‘p¡V®$ L$fhp¡.‘p¡õV$ aëX$“u L$pdNufu L$fu X$p¡L$eyd¡ÞV$i“ L$fhy„ A“¡ kdep„sf¡ DÃQ L$npA¡ fu‘p¡V®$ L$fhp¡.

‘p¡õV$ agX$ dpV¡$ kdN° il¡f“u sdpd hkplsp¡dp„ Ap‘“u V$udp¡ ‘lp¢Q¡ s¡ dpV¡$“y „ ApNp¡sfy„ Apep¡S>“ L$fhy„.‘p¡õV$ agX$ dpV¡$ kdN° il¡f“u sdpd hkplsp¡dp„ Ap‘“u V$udp¡ ‘lp¢Q¡ s¡ dpV¡$“y „ ApNp¡sfy„ Apep¡S>“ L$fhy„.‘p¡õV$ agX$ dpV¡$ kdN° il¡f“u sdpd hkplsp¡dp„ Ap‘“u V$udp¡ ‘lp¢Q¡ s¡ dpV¡$“y „ ApNp¡sfy„ Apep¡S>“ L$fhy„.‘p¡õV$ agX$ dpV¡$ kdN° il¡f“u sdpd hkplsp¡dp„ Ap‘“u V$udp¡ ‘lp¢Q¡ s¡ dpV¡$“y „ ApNp¡sfy„ Apep¡S>“ L$fhy„.‘p¡õV$ agX$ dpV¡$ kdN° il¡f“u sdpd hkplsp¡dp„ Ap‘“u V$udp¡ ‘lp¢Q¡ s¡ dpV¡$“y „ ApNp¡sfy„ Apep¡S>“ L$fhy„.

L$pe®`pgL$ BS>_¡f (`pZu-`yfhW$p-rhsfZ)

`yf `qf[õ\rsdp„ `pZu_p `„` _ Qpg¡ s¡ k„Å¡Np¡dp„ h¥L$[ë`L$ ìehõ\p A„N¡ Apep¡S>_ L$fhy„ s\p fpeL$p,`yf `qf[õ\rsdp„ `pZu_p `„` _ Qpg¡ s¡ k„Å¡Np¡dp„ h¥L$[ë`L$ ìehõ\p A„N¡ Apep¡S>_ L$fhy„ s\p fpeL$p,`yf `qf[õ\rsdp„ `pZu_p `„` _ Qpg¡ s¡ k„Å¡Np¡dp„ h¥L$[ë`L$ ìehõ\p A„N¡ Apep¡S>_ L$fhy„ s\p fpeL$p,`yf `qf[õ\rsdp„ `pZu_p `„` _ Qpg¡ s¡ k„Å¡Np¡dp„ h¥L$[ë`L$ ìehõ\p A„N¡ Apep¡S>_ L$fhy„ s\p fpeL$p,`yf `qf[õ\rsdp„ `pZu_p `„` _ Qpg¡ s¡ k„Å¡Np¡dp„ h¥L$[ë`L$ ìehõ\p A„N¡ Apep¡S>_ L$fhy„ s\p fpeL$p,`p¡BQp, v$p¡X$L$p, hpkv$ hN¡f¡ õ\mp¡A¡ dlu_y„ g¡hg Ýep_dp„ fpMu kyfnp_u ìehõ\p L$fhu.`p¡BQp, v$p¡X$L$p, hpkv$ hN¡f¡ õ\mp¡A¡ dlu_y„ g¡hg Ýep_dp„ fpMu kyfnp_u ìehõ\p L$fhu.`p¡BQp, v$p¡X$L$p, hpkv$ hN¡f¡ õ\mp¡A¡ dlu_y„ g¡hg Ýep_dp„ fpMu kyfnp_u ìehõ\p L$fhu.`p¡BQp, v$p¡X$L$p, hpkv$ hN¡f¡ õ\mp¡A¡ dlu_y„ g¡hg Ýep_dp„ fpMu kyfnp_u ìehõ\p L$fhu.`p¡BQp, v$p¡X$L$p, hpkv$ hN¡f¡ õ\mp¡A¡ dlu_y„ g¡hg Ýep_dp„ fpMu kyfnp_u ìehõ\p L$fhu.

‘|fsp ‘ç‘“u ìehõ’p fpMhu. Tp¡“ hpCk dpV$u dp¡L$ghu.‘|fsp ‘ç‘“u ìehõ’p fpMhu. Tp¡“ hpCk dpV$u dp¡L$ghu.‘|fsp ‘ç‘“u ìehõ’p fpMhu. Tp¡“ hpCk dpV$u dp¡L$ghu.‘|fsp ‘ç‘“u ìehõ’p fpMhu. Tp¡“ hpCk dpV$u dp¡L$ghu.‘|fsp ‘ç‘“u ìehõ’p fpMhu. Tp¡“ hpCk dpV$u dp¡L$ghu.

ìluL$g`yg d¡_¡S>fîuA¡ L$fhp_u ANÐe_u L$pdNufu

`yf `qf[õ\rs v$fçep_ X$uTg-`¡V²$p ¡g_p¡ `yfsp¡ S>Õ\p¡ fpMhp¡.`yf `qf[õ\rs v$fçep_ X$uTg-`¡V²$p ¡g_p¡ `yfsp¡ S>Õ\p¡ fpMhp¡.`yf `qf[õ\rs v$fçep_ X$uTg-`¡V²$p ¡g_p¡ `yfsp¡ S>Õ\p¡ fpMhp¡.`yf `qf[õ\rs v$fçep_ X$uTg-`¡V²$p ¡g_p¡ `yfsp¡ S>Õ\p¡ fpMhp¡.`yf `qf[õ\rs v$fçep_ X$uTg-`¡V²$p ¡g_p¡ `yfsp¡ S>Õ\p¡ fpMhp¡.

`yf `qf[õ\rs v$fçep_ hpl_ qvW$ X²$pBhf s\p A¡V¡$ÞX$ÞV$ dm¡ s¡hu ìehõ\p ANpD\u L$fhu.`yf `qf[õ\rs v$fçep_ hpl_ qvW$ X²$pBhf s\p A¡V¡$ÞX$ÞV$ dm¡ s¡hu ìehõ\p ANpD\u L$fhu.`yf `qf[õ\rs v$fçep_ hpl_ qvW$ X²$pBhf s\p A¡V¡$ÞX$ÞV$ dm¡ s¡hu ìehõ\p ANpD\u L$fhu.`yf `qf[õ\rs v$fçep_ hpl_ qvW$ X²$pBhf s\p A¡V¡$ÞX$ÞV$ dm¡ s¡hu ìehõ\p ANpD\u L$fhu.`yf `qf[õ\rs v$fçep_ hpl_ qvW$ X²$pBhf s\p A¡V¡$ÞX$ÞV$ dm¡ s¡hu ìehõ\p ANpD\u L$fhu.

D`ep¡Nu hpl_p¡ S>¡hp L¡$ Æ`-S>¡.ku.bu.-X$ç`f, V²$L$-lpBX²$p-X$ukuëV$]N D`fp¡L$s hpl_p¡ h^pf¡ S>ê$fD`ep¡Nu hpl_p¡ S>¡hp L¡$ Æ`-S>¡.ku.bu.-X$ç`f, V²$L$-lpBX²$p-X$ukuëV$]N D`fp¡L$s hpl_p¡ h^pf¡ S>ê$fD`ep¡Nu hpl_p¡ S>¡hp L¡$ Æ`-S>¡.ku.bu.-X$ç`f, V²$L$-lpBX²$p-X$ukuëV$]N D`fp¡L$s hpl_p¡ h^pf¡ S>ê$fD`ep¡Nu hpl_p¡ S>¡hp L¡$ Æ`-S>¡.ku.bu.-X$ç`f, V²$L$-lpBX²$p-X$ukuëV$]N D`fp¡L$s hpl_p¡ h^pf¡ S>ê$fD`ep¡Nu hpl_p¡ S>¡hp L¡$ Æ`-S>¡.ku.bu.-X$ç`f, V²$L$-lpBX²$p-X$ukuëV$]N D`fp¡L$s hpl_p¡ h^pf¡ S>ê$f`X¡$ sp¡ L$ep„\u d¡mhhp s¡_u ìehõ\p L$fhu.,`X¡$ sp¡ L$ep„\u d¡mhhp s¡_u ìehõ\p L$fhu.,`X¡$ sp¡ L$ep„\u d¡mhhp s¡_u ìehõ\p L$fhu.,`X¡$ sp¡ L$ep„\u d¡mhhp s¡_u ìehõ\p L$fhu.,`X¡$ sp¡ L$ep„\u d¡mhhp s¡_u ìehõ\p L$fhu.,

L$pe®`pBL$ BS>_f¡ (ep„ÓuL$) kp\¡ k„L$g_ L$fu ApL$[õdL$ S>ê$f `X¡$ hpl_ fu`¡f]N A„N¡ ìehõ\p Np¡W$hhu.L$pe®`pBL$ BS>_f¡ (ep„ÓuL$) kp\¡ k„L$g_ L$fu ApL$[õdL$ S>ê$f `X¡$ hpl_ fu`¡f]N A„N¡ ìehõ\p Np¡W$hhu.L$pe®`pBL$ BS>_f¡ (ep„ÓuL$) kp\¡ k„L$g_ L$fu ApL$[õdL$ S>ê$f `X¡$ hpl_ fu`¡f]N A„N¡ ìehõ\p Np¡W$hhu.L$pe®`pBL$ BS>_f¡ (ep„ÓuL$) kp\¡ k„L$g_ L$fu ApL$[õdL$ S>ê$f `X¡$ hpl_ fu`¡f]N A„N¡ ìehõ\p Np¡W$hhu.L$pe®`pBL$ BS>_f¡ (ep„ÓuL$) kp\¡ k„L$g_ L$fu ApL$[õdL$ S>ê$f `X¡$ hpl_ fu`¡f]N A„N¡ ìehõ\p Np¡W$hhu.

V¡$guap¡_ _ dm¡ s¡ `qfrõ\rsdp„ hp¡L$uV$p¡L$u _¡V$hL®$ kss L$pe®fs fpMhy„.V¡$guap¡_ _ dm¡ s¡ `qfrõ\rsdp„ hp¡L$uV$p¡L$u _¡V$hL®$ kss L$pe®fs fpMhy„.V¡$guap¡_ _ dm¡ s¡ `qfrõ\rsdp„ hp¡L$uV$p¡L$u _¡V$hL®$ kss L$pe®fs fpMhy„.V¡$guap¡_ _ dm¡ s¡ `qfrõ\rsdp„ hp¡L$uV$p¡L$u _¡V$hL®$ kss L$pe®fs fpMhy„.V¡$guap¡_ _ dm¡ s¡ `qfrõ\rsdp„ hp¡L$uV$p¡L$u _¡V$hL®$ kss L$pe®fs fpMhy„.

yf_p qv$hkp¡dp„ _uQ¡_u L$Q¡fuAp¡ frhhpf s¡dS> Ål¡f fÅ_p rv$h$kp¡dp„ `Z 24 L$gpL$ Qpgy fl¡i¡. sdpd hluhV$u hp¡X®$ Ap¡qaksdpd hluhV$u hp¡X®$ Ap¡qaksdpd hluhV$u hp¡X®$ Ap¡qaksdpd hluhV$u hp¡X®$ Ap¡qaksdpd hluhV$u hp¡X®$ Ap¡qak

aqfepv$ L¡$ÞÖp¡aqfepv$ L¡$ÞÖp¡aqfepv$ L¡$ÞÖp¡aqfepv$ L¡$ÞÖp¡aqfepv$ L¡$ÞÖp¡

fpls L¡$ÞÖp¡fpls L¡$ÞÖp¡fpls L¡$ÞÖp¡fpls L¡$ÞÖp¡fpls L¡$ÞÖp¡

ìluL$g `ygìluL$g `ygìluL$g `ygìluL$g `ygìluL$g `yg

Page 22: f hX$p¡v$fp dlp Nf‘prgL$p f

( 14 )(14 )(14 )(14 )(14 )

hL®$ip¡`hL®$ip¡`hL®$ip¡`hL®$ip¡`hL®$ip¡`

fp¡X$ õV$p¡f/lfZu lp¡V$ rdn àgpÞV$fp¡X$ õV$p¡f/lfZu lp¡V$ rdn àgpÞV$fp¡X$ õV$p¡f/lfZu lp¡V$ rdn àgpÞV$fp¡X$ õV$p¡f/lfZu lp¡V$ rdn àgpÞV$fp¡X$ õV$p¡f/lfZu lp¡V$ rdn àgpÞV$

rkL$ep¡fuV$u b°pÞQrkL$ep¡fuV$u b°pÞQrkL$ep¡fuV$u b°pÞQrkL$ep¡fuV$u b°pÞQrkL$ep¡fuV$u b°pÞQ

k¡ÞV²$g õV$p¡k®k¡ÞV²$g õV$p¡k®k¡ÞV²$g õV$p¡k®k¡ÞV²$g õV$p¡k®k¡ÞV²$g õV$p¡k®

`pL®$k A¡ÞX$ NpX®$_`pL®$k A¡ÞX$ NpX®$_`pL®$k A¡ÞX$ NpX®$_`pL®$k A¡ÞX$ NpX®$_`pL®$k A¡ÞX$ NpX®$_

Apfp¡Áe rhcpNApfp¡Áe rhcpNApfp¡Áe rhcpNApfp¡Áe rhcpNApfp¡Áe rhcpN

S>_k„`L®$ rhcpNS>_k„`L®$ rhcpNS>_k„`L®$ rhcpNS>_k„`L®$ rhcpNS>_k„`L®$ rhcpN

õV ² $ uV $gpBV$õV ² $ uV $gpBV$õV ² $ uV $gpBV$õV ² $ uV $gpBV$õV ² $ uV $gpBV$

`pZu `yfhW$p rhcpN`pZu `yfhW$p rhcpN`pZu `yfhW$p rhcpN`pZu `yfhW$p rhcpN`pZu `yfhW$p rhcpN

N¡k rhcpNN¡k rhcpNN¡k rhcpNN¡k rhcpNN¡k rhcpN

k|Q_p :

1.1.1.1.1. lhpdp_ Mpsp_u ApNplu Aph¡ X¡$àeyV$u çeyr_rk`g L$rdi_fîu, Aprk. çeyr_rk`g L$rdi_fîu, kuV$ulhpdp_ Mpsp_u ApNplu Aph¡ X¡$àeyV$u çeyr_rk`g L$rdi_fîu, Aprk. çeyr_rk`g L$rdi_fîu, kuV$ulhpdp_ Mpsp_u ApNplu Aph¡ X¡$àeyV$u çeyr_rk`g L$rdi_fîu, Aprk. çeyr_rk`g L$rdi_fîu, kuV$ulhpdp_ Mpsp_u ApNplu Aph¡ X¡$àeyV$u çeyr_rk`g L$rdi_fîu, Aprk. çeyr_rk`g L$rdi_fîu, kuV$ulhpdp_ Mpsp_u ApNplu Aph¡ X¡$àeyV$u çeyr_rk`g L$rdi_fîu, Aprk. çeyr_rk`g L$rdi_fîu, kuV$uA¡[ÞS>_uefîu s\p L$pe®`pgL$ BS>_¡fîu sdpd_¡ ÅZ L$fhpdp„ Aphi¡ s¡Ap¡_¡ s¡Ap¡_p spbp l¡W$m_p õV$pa_¡A¡[ÞS>_uefîu s\p L$pe®`pgL$ BS>_¡fîu sdpd_¡ ÅZ L$fhpdp„ Aphi¡ s¡Ap¡_¡ s¡Ap¡_p spbp l¡W$m_p õV$pa_¡A¡[ÞS>_uefîu s\p L$pe®`pgL$ BS>_¡fîu sdpd_¡ ÅZ L$fhpdp„ Aphi¡ s¡Ap¡_¡ s¡Ap¡_p spbp l¡W$m_p õV$pa_¡A¡[ÞS>_uefîu s\p L$pe®`pgL$ BS>_¡fîu sdpd_¡ ÅZ L$fhpdp„ Aphi¡ s¡Ap¡_¡ s¡Ap¡_p spbp l¡W$m_p õV$pa_¡A¡[ÞS>_uefîu s\p L$pe®`pgL$ BS>_¡fîu sdpd_¡ ÅZ L$fhpdp„ Aphi¡ s¡Ap¡_¡ s¡Ap¡_p spbp l¡W$m_p õV$pa_¡L$pe®Þhus L$fhp_p fl¡i¡.L$pe®Þhus L$fhp_p fl¡i¡.L$pe®Þhus L$fhp_p fl¡i¡.L$pe®Þhus L$fhp_p fl¡i¡.L$pe®Þhus L$fhp_p fl¡i¡.

2 .2 .2 .2 .2 . k„crhs õ\mp„sf_p õ\m¡ õ\mp„sf \e¡g gp¡L$p¡ S>ep„ fl¡hp_p R>¡. s¡ õ\m¡ Aprk. çeyr_rk`g L$rdi_fîuk„crhs õ\mp„sf_p õ\m¡ õ\mp„sf \e¡g gp¡L$p¡ S>ep„ fl¡hp_p R>¡. s¡ õ\m¡ Aprk. çeyr_rk`g L$rdi_fîuk„crhs õ\mp„sf_p õ\m¡ õ\mp„sf \e¡g gp¡L$p¡ S>ep„ fl¡hp_p R>¡. s¡ õ\m¡ Aprk. çeyr_rk`g L$rdi_fîuk„crhs õ\mp„sf_p õ\m¡ õ\mp„sf \e¡g gp¡L$p¡ S>ep„ fl¡hp_p R>¡. s¡ õ\m¡ Aprk. çeyr_rk`g L$rdi_fîuk„crhs õ\mp„sf_p õ\m¡ õ\mp„sf \e¡g gp¡L$p¡ S>ep„ fl¡hp_p R>¡. s¡ õ\m¡ Aprk. çeyr_rk`g L$rdi_fîuS>¡ s¡ hp¡X®$ õ\m rhTuV$ L$fhu A_¡ S>ê$f `X¡$ s¡ õ\m_p¡ D`ep¡N L$fhp dpV¡$ S>ê$fu lp¡e s¡hu sdpdS>¡ s¡ hp¡X®$ õ\m rhTuV$ L$fhu A_¡ S>ê$f `X¡$ s¡ õ\m_p¡ D`ep¡N L$fhp dpV¡$ S>ê$fu lp¡e s¡hu sdpdS>¡ s¡ hp¡X®$ õ\m rhTuV$ L$fhu A_¡ S>ê$f `X¡$ s¡ õ\m_p¡ D`ep¡N L$fhp dpV¡$ S>ê$fu lp¡e s¡hu sdpdS>¡ s¡ hp¡X®$ õ\m rhTuV$ L$fhu A_¡ S>ê$f `X¡$ s¡ õ\m_p¡ D`ep¡N L$fhp dpV¡$ S>ê$fu lp¡e s¡hu sdpdS>¡ s¡ hp¡X®$ õ\m rhTuV$ L$fhu A_¡ S>ê$f `X¡$ s¡ õ\m_p¡ D`ep¡N L$fhp dpV¡$ S>ê$fu lp¡e s¡hu sdpdL$pdNufu L$fhu.L$pdNufu L$fhu.L$pdNufu L$fhu.L$pdNufu L$fhu.L$pdNufu L$fhu.

3 .3 .3 .3 .3 . sdpd hN®-1_p Ar^L$pfuA¡ k„crhs `yf hphpTp¡X$p `qf[õ\rsdp„ ApSy>bpSy>_p DÛp¡Np¡ s\p AÞe ^„^pv$pfusdpd hN®-1_p Ar^L$pfuA¡ k„crhs `yf hphpTp¡X$p `qf[õ\rsdp„ ApSy>bpSy>_p DÛp¡Np¡ s\p AÞe ^„^pv$pfusdpd hN®-1_p Ar^L$pfuA¡ k„crhs `yf hphpTp¡X$p `qf[õ\rsdp„ ApSy>bpSy>_p DÛp¡Np¡ s\p AÞe ^„^pv$pfusdpd hN®-1_p Ar^L$pfuA¡ k„crhs `yf hphpTp¡X$p `qf[õ\rsdp„ ApSy>bpSy>_p DÛp¡Np¡ s\p AÞe ^„^pv$pfusdpd hN®-1_p Ar^L$pfuA¡ k„crhs `yf hphpTp¡X$p `qf[õ\rsdp„ ApSy>bpSy>_p DÛp¡Np¡ s\p AÞe ^„^pv$pfuìeqL$sAp¡ `pk¡\u L$pdcpN¡ s¡hu kp^_ kpdN°u D`gå^ \pe s¡ l¡sy\u aëX$ L„$V²$p¡gdp„ fpMhpdp„ Aph¡g qf-ìeqL$sAp¡ `pk¡\u L$pdcpN¡ s¡hu kp^_ kpdN°u D`gå^ \pe s¡ l¡sy\u aëX$ L„$V²$p¡gdp„ fpMhpdp„ Aph¡g qf-ìeqL$sAp¡ `pk¡\u L$pdcpN¡ s¡hu kp^_ kpdN°u D`gå^ \pe s¡ l¡sy\u aëX$ L„$V²$p¡gdp„ fpMhpdp„ Aph¡g qf-ìeqL$sAp¡ `pk¡\u L$pdcpN¡ s¡hu kp^_ kpdN°u D`gå^ \pe s¡ l¡sy\u aëX$ L„$V²$p¡gdp„ fpMhpdp„ Aph¡g qf-ìeqL$sAp¡ `pk¡\u L$pdcpN¡ s¡hu kp^_ kpdN°u D`gå^ \pe s¡ l¡sy\u aëX$ L„$V²$p¡gdp„ fpMhpdp„ Aph¡g qf-kp¡k X¡$V$p Å¡B Å¡hp¡ A_¡ s¡_p¡ k„`L®$ L$fhp dpV¡$ ep¡Áe D`ep¡N L$fhp¡.kp¡k X¡$V$p Å¡B Å¡hp¡ A_¡ s¡_p¡ k„`L®$ L$fhp dpV¡$ ep¡Áe D`ep¡N L$fhp¡.kp¡k X¡$V$p Å¡B Å¡hp¡ A_¡ s¡_p¡ k„`L®$ L$fhp dpV¡$ ep¡Áe D`ep¡N L$fhp¡.kp¡k X¡$V$p Å¡B Å¡hp¡ A_¡ s¡_p¡ k„`L®$ L$fhp dpV¡$ ep¡Áe D`ep¡N L$fhp¡.kp¡k X¡$V$p Å¡B Å¡hp¡ A_¡ s¡_p¡ k„`L®$ L$fhp dpV¡$ ep¡Áe D`ep¡N L$fhp¡.

4 .4 .4 .4 .4 . rhðprdÓu _v$u_y„ g¡hg 20'' aºV$ \e¡ Ar^L$pfuAp¡A¡ `p¡sp_u S>¡ s¡ L$Q¡fudp lpS>f fl¡i¡ A_¡ dp¡bpBg kÑsrhðprdÓu _v$u_y„ g¡hg 20'' aºV$ \e¡ Ar^L$pfuAp¡A¡ `p¡sp_u S>¡ s¡ L$Q¡fudp lpS>f fl¡i¡ A_¡ dp¡bpBg kÑsrhðprdÓu _v$u_y„ g¡hg 20'' aºV$ \e¡ Ar^L$pfuAp¡A¡ `p¡sp_u S>¡ s¡ L$Q¡fudp lpS>f fl¡i¡ A_¡ dp¡bpBg kÑsrhðprdÓu _v$u_y„ g¡hg 20'' aºV$ \e¡ Ar^L$pfuAp¡A¡ `p¡sp_u S>¡ s¡ L$Q¡fudp lpS>f fl¡i¡ A_¡ dp¡bpBg kÑsrhðprdÓu _v$u_y„ g¡hg 20'' aºV$ \e¡ Ar^L$pfuAp¡A¡ `p¡sp_u S>¡ s¡ L$Q¡fudp lpS>f fl¡i¡ A_¡ dp¡bpBg kÑsL$pe®fs fpMi¡.L$pe®fs fpMi¡.L$pe®fs fpMi¡.L$pe®fs fpMi¡.L$pe®fs fpMi¡.

5 .5 .5 .5 .5 . v$f¡L$ Aprk. çeyr_k`g L$rdi_fîu s\p sdpd L$pe®`pgL$ BS>_¡fîu `p¡sp_p rhõspfdp„ D`[õ\s \e¡gv$f¡L$ Aprk. çeyr_k`g L$rdi_fîu s\p sdpd L$pe®`pgL$ BS>_¡fîu `p¡sp_p rhõspfdp„ D`[õ\s \e¡gv$f¡L$ Aprk. çeyr_k`g L$rdi_fîu s\p sdpd L$pe®`pgL$ BS>_¡fîu `p¡sp_p rhõspfdp„ D`[õ\s \e¡gv$f¡L$ Aprk. çeyr_k`g L$rdi_fîu s\p sdpd L$pe®`pgL$ BS>_¡fîu `p¡sp_p rhõspfdp„ D`[õ\s \e¡gv$f¡L$ Aprk. çeyr_k`g L$rdi_fîu s\p sdpd L$pe®`pgL$ BS>_¡fîu `p¡sp_p rhõspfdp„ D`[õ\s \e¡gBdfS>Þku `qf[õ\rs_u ÅZ s\p _yL$ip_ rhN¡f¡_u ÅZ apefrb°N¡X$ L„$V²$p ¡g_¡ qv$hk `yfp¡ \e¡ dp¡X$pdp„BdfS>Þku `qf[õ\rs_u ÅZ s\p _yL$ip_ rhN¡f¡_u ÅZ apefrb°N¡X$ L„$V²$p ¡g_¡ qv$hk `yfp¡ \e¡ dp¡X$pdp„BdfS>Þku `qf[õ\rs_u ÅZ s\p _yL$ip_ rhN¡f¡_u ÅZ apefrb°N¡X$ L„$V²$p ¡g_¡ qv$hk `yfp¡ \e¡ dp¡X$pdp„BdfS>Þku `qf[õ\rs_u ÅZ s\p _yL$ip_ rhN¡f¡_u ÅZ apefrb°N¡X$ L„$V²$p ¡g_¡ qv$hk `yfp¡ \e¡ dp¡X$pdp„BdfS>Þku `qf[õ\rs_u ÅZ s\p _yL$ip_ rhN¡f¡_u ÅZ apefrb°N¡X$ L„$V²$p ¡g_¡ qv$hk `yfp¡ \e¡ dp¡X$pdp„dp¡X$p kp„S>¡ 7-00 hpN¡ gMphhp_y„ fl¡i¡. fpÓu v$fçep_ Å¡ _yL$ip_ \pe sp¡ s¡_u rhNs buS>¡ qv$hk¡ khpf¡dp¡X$p kp„S>¡ 7-00 hpN¡ gMphhp_y„ fl¡i¡. fpÓu v$fçep_ Å¡ _yL$ip_ \pe sp¡ s¡_u rhNs buS>¡ qv$hk¡ khpf¡dp¡X$p kp„S>¡ 7-00 hpN¡ gMphhp_y„ fl¡i¡. fpÓu v$fçep_ Å¡ _yL$ip_ \pe sp¡ s¡_u rhNs buS>¡ qv$hk¡ khpf¡dp¡X$p kp„S>¡ 7-00 hpN¡ gMphhp_y„ fl¡i¡. fpÓu v$fçep_ Å¡ _yL$ip_ \pe sp¡ s¡_u rhNs buS>¡ qv$hk¡ khpf¡dp¡X$p kp„S>¡ 7-00 hpN¡ gMphhp_y„ fl¡i¡. fpÓu v$fçep_ Å¡ _yL$ip_ \pe sp¡ s¡_u rhNs buS>¡ qv$hk¡ khpf¡7-00 hpÁep ky^udp„ L$fhp_u fl¡i¡.7-00 hpÁep ky^udp„ L$fhp_u fl¡i¡.7-00 hpÁep ky^udp„ L$fhp_u fl¡i¡.7-00 hpÁep ky^udp„ L$fhp_u fl¡i¡.7-00 hpÁep ky^udp„ L$fhp_u fl¡i¡.

6 .6 .6 .6 .6 . kdN° il¡fdp„ `yf-hphpTp¡X$pdp„ Å¡ gpBV$p¡ Åe sp¡ Ap k„Å¡Np¡dp„ k¡hp kv$__u Ap¡qakp¡ s\p f¡ëh¡ õV¡$i_, bkkdN° il¡fdp„ `yf-hphpTp¡X$pdp„ Å¡ gpBV$p¡ Åe sp¡ Ap k„Å¡Np¡dp„ k¡hp kv$__u Ap¡qakp¡ s\p f¡ëh¡ õV¡$i_, bkkdN° il¡fdp„ `yf-hphpTp¡X$pdp„ Å¡ gpBV$p¡ Åe sp¡ Ap k„Å¡Np¡dp„ k¡hp kv$__u Ap¡qakp¡ s\p f¡ëh¡ õV¡$i_, bkkdN° il¡fdp„ `yf-hphpTp¡X$pdp„ Å¡ gpBV$p¡ Åe sp¡ Ap k„Å¡Np¡dp„ k¡hp kv$__u Ap¡qakp¡ s\p f¡ëh¡ õV¡$i_, bkkdN° il¡fdp„ `yf-hphpTp¡X$pdp„ Å¡ gpBV$p¡ Åe sp¡ Ap k„Å¡Np¡dp„ k¡hp kv$__u Ap¡qakp¡ s\p f¡ëh¡ õV¡$i_, bkõV¡$i_ s\p Qpf fõsp D`f S>ê$fu gpBV$]N \B iL¡$ s¡hy„ Apep¡S>_ L$pe®`pgL$ BS>_¡fîu (õV²$uV$gpBV$) L$fi¡.õV¡$i_ s\p Qpf fõsp D`f S>ê$fu gpBV$]N \B iL¡$ s¡hy„ Apep¡S>_ L$pe®`pgL$ BS>_¡fîu (õV²$uV$gpBV$) L$fi¡.õV¡$i_ s\p Qpf fõsp D`f S>ê$fu gpBV$]N \B iL¡$ s¡hy„ Apep¡S>_ L$pe®`pgL$ BS>_¡fîu (õV²$uV$gpBV$) L$fi¡.õV¡$i_ s\p Qpf fõsp D`f S>ê$fu gpBV$]N \B iL¡$ s¡hy„ Apep¡S>_ L$pe®`pgL$ BS>_¡fîu (õV²$uV$gpBV$) L$fi¡.õV¡$i_ s\p Qpf fõsp D`f S>ê$fu gpBV$]N \B iL¡$ s¡hy„ Apep¡S>_ L$pe®`pgL$ BS>_¡fîu (õV²$uV$gpBV$) L$fi¡.

7 .7 .7 .7 .7 . sdpd fpls L¡$ÞÖ_p S>hpbv$pf Ar^L$pfuîuA¡ sgpV$u A\hp L$g¡L$V$fîu Üpfp r_eyL$s AÞe Ar^L$pfu kp\¡sdpd fpls L¡$ÞÖ_p S>hpbv$pf Ar^L$pfuîuA¡ sgpV$u A\hp L$g¡L$V$fîu Üpfp r_eyL$s AÞe Ar^L$pfu kp\¡sdpd fpls L¡$ÞÖ_p S>hpbv$pf Ar^L$pfuîuA¡ sgpV$u A\hp L$g¡L$V$fîu Üpfp r_eyL$s AÞe Ar^L$pfu kp\¡sdpd fpls L¡$ÞÖ_p S>hpbv$pf Ar^L$pfuîuA¡ sgpV$u A\hp L$g¡L$V$fîu Üpfp r_eyL$s AÞe Ar^L$pfu kp\¡sdpd fpls L¡$ÞÖ_p S>hpbv$pf Ar^L$pfuîuA¡ sgpV$u A\hp L$g¡L$V$fîu Üpfp r_eyL$s AÞe Ar^L$pfu kp\¡k„L$g_dp„ fl¡hy „. S>¡\u fpS>e kfL$pf_¡ L$fhp„ Aph_pf qf`p¡V®$dp„ rhk„Nssp kÅ®e _lu.k„L$g_dp„ fl¡hy „. S>¡\u fpS>e kfL$pf_¡ L$fhp„ Aph_pf qf`p¡V®$dp„ rhk„Nssp kÅ®e _lu.k„L$g_dp„ fl¡hy „. S>¡\u fpS>e kfL$pf_¡ L$fhp„ Aph_pf qf`p¡V®$dp„ rhk„Nssp kÅ®e _lu.k„L$g_dp„ fl¡hy „. S>¡\u fpS>e kfL$pf_¡ L$fhp„ Aph_pf qf`p¡V®$dp„ rhk„Nssp kÅ®e _lu.k„L$g_dp„ fl¡hy „. S>¡\u fpS>e kfL$pf_¡ L$fhp„ Aph_pf qf`p¡V®$dp„ rhk„Nssp kÅ®e _lu.

Page 23: f hX$p¡v$fp dlp Nf‘prgL$p f

( 15 )(15 )(15 )(15 )(15 )

`qfriô$ - "A'cpf¡ hfkpv$_p L$pfZ¡ pZu cfpB S>hp_p õ\mp¡_u epv$u

hluhV$u hp¡X®$ _„bf - 1 _\u_\u_\u_\u_\u

hluhV$u hp¡X®$ _„bf - 2 ê‘g dlpv$¡h d„qv$f ‘pk¡, k„s L„$hf L$p¡gp¡“u,S>y“u Apf.V$u.Ap¡. fp¡X$ hpfkuep, k]^ L$p¡.ê‘g dlpv$¡h d„qv$f ‘pk¡, k„s L„$hf L$p¡gp¡“u,S>y“u Apf.V$u.Ap¡. fp¡X$ hpfkuep, k]^ L$p¡.ê‘g dlpv$¡h d„qv$f ‘pk¡, k„s L„$hf L$p¡gp¡“u,S>y“u Apf.V$u.Ap¡. fp¡X$ hpfkuep, k]^ L$p¡.ê‘g dlpv$¡h d„qv$f ‘pk¡, k„s L„$hf L$p¡gp¡“u,S>y“u Apf.V$u.Ap¡. fp¡X$ hpfkuep, k]^ L$p¡.ê‘g dlpv$¡h d„qv$f ‘pk¡, k„s L„$hf L$p¡gp¡“u,S>y“u Apf.V$u.Ap¡. fp¡X$ hpfkuep, k]^ L$p¡.Ap¡. b¢L$ fp¡X$ hpmu Ngu ‘pk¡, hpfkuep, “hp bNuQp ‘pk¡, k]^ ‘pL®$, qsÅ¡fuhpgp“pAp¡. b¢L$ fp¡X$ hpmu Ngu ‘pk¡, hpfkuep, “hp bNuQp ‘pk¡, k]^ ‘pL®$, qsÅ¡fuhpgp“pAp¡. b¢L$ fp¡X$ hpmu Ngu ‘pk¡, hpfkuep, “hp bNuQp ‘pk¡, k]^ ‘pL®$, qsÅ¡fuhpgp“pAp¡. b¢L$ fp¡X$ hpmu Ngu ‘pk¡, hpfkuep, “hp bNuQp ‘pk¡, k]^ ‘pL®$, qsÅ¡fuhpgp“pAp¡. b¢L$ fp¡X$ hpmu Ngu ‘pk¡, hpfkuep, “hp bNuQp ‘pk¡, k]^ ‘pL®$, qsÅ¡fuhpgp“p^f ‘pk¡, hpfkuep, rhÛp“Nf, ^p¡bu smph“u ‘ppR>m, hpfkuep, S>d“pbpC d¡v$p“,^f ‘pk¡, hpfkuep, rhÛp“Nf, ^p¡bu smph“u ‘ppR>m, hpfkuep, S>d“pbpC d¡v$p“,^f ‘pk¡, hpfkuep, rhÛp“Nf, ^p¡bu smph“u ‘ppR>m, hpfkuep, S>d“pbpC d¡v$p“,^f ‘pk¡, hpfkuep, rhÛp“Nf, ^p¡bu smph“u ‘ppR>m, hpfkuep, S>d“pbpC d¡v$p“,^f ‘pk¡, hpfkuep, rhÛp“Nf, ^p¡bu smph“u ‘ppR>m, hpfkuep, S>d“pbpC d¡v$p“,hpfkuep, dv$pf dlp¡ëgp, lS>fs A¡‘pV®$d¡ÞV$ ‘pk¡, epLy$s‘yfp, A¡d. C. A¡k. õLy$g hpmp¡hpfkuep, dv$pf dlp¡ëgp, lS>fs A¡‘pV®$d¡ÞV$ ‘pk¡, epLy$s‘yfp, A¡d. C. A¡k. õLy$g hpmp¡hpfkuep, dv$pf dlp¡ëgp, lS>fs A¡‘pV®$d¡ÞV$ ‘pk¡, epLy$s‘yfp, A¡d. C. A¡k. õLy$g hpmp¡hpfkuep, dv$pf dlp¡ëgp, lS>fs A¡‘pV®$d¡ÞV$ ‘pk¡, epLy$s‘yfp, A¡d. C. A¡k. õLy$g hpmp¡hpfkuep, dv$pf dlp¡ëgp, lS>fs A¡‘pV®$d¡ÞV$ ‘pk¡, epLy$s‘yfp, A¡d. C. A¡k. õLy$g hpmp¡fp¡X$, dv$pf dlp¡ëgp, epLy$s‘yfp,gugpip ^d®ipmp“u ‘pR>m, kfõhsu Qp¡L$, hpfkuep,fp¡X$, dv$pf dlp¡ëgp, epLy$s‘yfp,gugpip ^d®ipmp“u ‘pR>m, kfõhsu Qp¡L$, hpfkuep,fp¡X$, dv$pf dlp¡ëgp, epLy$s‘yfp,gugpip ^d®ipmp“u ‘pR>m, kfõhsu Qp¡L$, hpfkuep,fp¡X$, dv$pf dlp¡ëgp, epLy$s‘yfp,gugpip ^d®ipmp“u ‘pR>m, kfõhsu Qp¡L$, hpfkuep,fp¡X$, dv$pf dlp¡ëgp, epLy$s‘yfp,gugpip ^d®ipmp“u ‘pR>m, kfõhsu Qp¡L$, hpfkuep,k„S>e“Nf Qp¡L,k„S>e“Nf hpfkuep, hpfkuep d¡C“ fp¡X$, gpg blpvy$f ip¡t‘N k¡ÞVf“uk„S>e“Nf Qp¡L,k„S>e“Nf hpfkuep, hpfkuep d¡C“ fp¡X$, gpg blpvy$f ip¡t‘N k¡ÞVf“uk„S>e“Nf Qp¡L,k„S>e“Nf hpfkuep, hpfkuep d¡C“ fp¡X$, gpg blpvy$f ip¡t‘N k¡ÞVf“uk„S>e“Nf Qp¡L,k„S>e“Nf hpfkuep, hpfkuep d¡C“ fp¡X$, gpg blpvy$f ip¡t‘N k¡ÞVf“uk„S>e“Nf Qp¡L,k„S>e“Nf hpfkuep, hpfkuep d¡C“ fp¡X$, gpg blpvy$f ip¡t‘N k¡ÞVf“ubpSy>dp„ S>ep¡su vy$L$p“ ‘pk¡, i¡fX$u“Nf MpX$p¡, L$ÞV¡$“f“u bpSy>dp„, epLy$s‘yfp, Å¡fphf ‘ufbpSy>dp„ S>ep¡su vy$L$p“ ‘pk¡, i¡fX$u“Nf MpX$p¡, L$ÞV¡$“f“u bpSy>dp„, epLy$s‘yfp, Å¡fphf ‘ufbpSy>dp„ S>ep¡su vy$L$p“ ‘pk¡, i¡fX$u“Nf MpX$p¡, L$ÞV¡$“f“u bpSy>dp„, epLy$s‘yfp, Å¡fphf ‘ufbpSy>dp„ S>ep¡su vy$L$p“ ‘pk¡, i¡fX$u“Nf MpX$p¡, L$ÞV¡$“f“u bpSy>dp„, epLy$s‘yfp, Å¡fphf ‘ufbpSy>dp„ S>ep¡su vy$L$p“ ‘pk¡, i¡fX$u“Nf MpX$p¡, L$ÞV¡$“f“u bpSy>dp„, epLy$s‘yfp, Å¡fphf ‘uffp¡X$, kfkuep smph, kp„C“p’ A¡‘pV®$d¡ÞV$’u ‘pfk Qp¡L$X$u ky^u, Apf. V$u. Ap¡. “pmp’ufp¡X$, kfkuep smph, kp„C“p’ A¡‘pV®$d¡ÞV$’u ‘pfk Qp¡L$X$u ky^u, Apf. V$u. Ap¡. “pmp’ufp¡X$, kfkuep smph, kp„C“p’ A¡‘pV®$d¡ÞV$’u ‘pfk Qp¡L$X$u ky^u, Apf. V$u. Ap¡. “pmp’ufp¡X$, kfkuep smph, kp„C“p’ A¡‘pV®$d¡ÞV$’u ‘pfk Qp¡L$X$u ky^u, Apf. V$u. Ap¡. “pmp’ufp¡X$, kfkuep smph, kp„C“p’ A¡‘pV®$d¡ÞV$’u ‘pfk Qp¡L$X$u ky^u, Apf. V$u. Ap¡. “pmp’ukp„Cbpbp d„qv$f ky^u, NpeÓu “Nf d¡vp“, hpfkuep d¡C“ fp¡X$, S>¡. L¡. L$p¡“®f ‘pk¡,kp„Cbpbp d„qv$f ky^u, NpeÓu “Nf d¡vp“, hpfkuep d¡C“ fp¡X$, S>¡. L¡. L$p¡“®f ‘pk¡,kp„Cbpbp d„qv$f ky^u, NpeÓu “Nf d¡vp“, hpfkuep d¡C“ fp¡X$, S>¡. L¡. L$p¡“®f ‘pk¡,kp„Cbpbp d„qv$f ky^u, NpeÓu “Nf d¡vp“, hpfkuep d¡C“ fp¡X$, S>¡. L¡. L$p¡“®f ‘pk¡,kp„Cbpbp d„qv$f ky^u, NpeÓu “Nf d¡vp“, hpfkuep d¡C“ fp¡X$, S>¡. L¡. L$p¡“®f ‘pk¡,rhS>e“Nf-cfhpX$ hpk ‘pk¡, rhS>e“Nf, h©v$ph“ V$pD“iu‘-bp¡çb¡ ‘pDcpÆ ‘pk¡,rhS>e“Nf-cfhpX$ hpk ‘pk¡, rhS>e“Nf, h©v$ph“ V$pD“iu‘-bp¡çb¡ ‘pDcpÆ ‘pk¡,rhS>e“Nf-cfhpX$ hpk ‘pk¡, rhS>e“Nf, h©v$ph“ V$pD“iu‘-bp¡çb¡ ‘pDcpÆ ‘pk¡,rhS>e“Nf-cfhpX$ hpk ‘pk¡, rhS>e“Nf, h©v$ph“ V$pD“iu‘-bp¡çb¡ ‘pDcpÆ ‘pk¡,rhS>e“Nf-cfhpX$ hpk ‘pk¡, rhS>e“Nf, h©v$ph“ V$pD“iu‘-bp¡çb¡ ‘pDcpÆ ‘pk¡,lfZu fp¡X$, khpv$ L$hpV®$k ê$d “„bf-250“u bpS>ydp„, khpv$ L$hpV®$k-Qpf d„qv$f ‘pk¡,lfZu fp¡X$, khpv$ L$hpV®$k ê$d “„bf-250“u bpS>ydp„, khpv$ L$hpV®$k-Qpf d„qv$f ‘pk¡,lfZu fp¡X$, khpv$ L$hpV®$k ê$d “„bf-250“u bpS>ydp„, khpv$ L$hpV®$k-Qpf d„qv$f ‘pk¡,lfZu fp¡X$, khpv$ L$hpV®$k ê$d “„bf-250“u bpS>ydp„, khpv$ L$hpV®$k-Qpf d„qv$f ‘pk¡,lfZu fp¡X$, khpv$ L$hpV®$k ê$d “„bf-250“u bpS>ydp„, khpv$ L$hpV®$k-Qpf d„qv$f ‘pk¡,v$k vy$L$p“ ‘ppR>m, khpv$ L$hpV®$k L„$Q“ L¡$bghpmp“p ^f ‘pk¡, cp„X$hpmp “pL$p ‘pk¡,v$k vy$L$p“ ‘ppR>m, khpv$ L$hpV®$k L„$Q“ L¡$bghpmp“p ^f ‘pk¡, cp„X$hpmp “pL$p ‘pk¡,v$k vy$L$p“ ‘ppR>m, khpv$ L$hpV®$k L„$Q“ L¡$bghpmp“p ^f ‘pk¡, cp„X$hpmp “pL$p ‘pk¡,v$k vy$L$p“ ‘ppR>m, khpv$ L$hpV®$k L„$Q“ L¡$bghpmp“p ^f ‘pk¡, cp„X$hpmp “pL$p ‘pk¡,v$k vy$L$p“ ‘ppR>m, khpv$ L$hpV®$k L„$Q“ L¡$bghpmp“p ^f ‘pk¡, cp„X$hpmp “pL$p ‘pk¡,L¡$kfuep ’u L$ë‘“p“Nf S>sp fp¡X$ ‘pk¡, f¡hX$uep dlpv$¡h L$ÞV¡$“f ‘pk¡, Þey hu. ApC. ‘u.L¡$kfuep ’u L$ë‘“p“Nf S>sp fp¡X$ ‘pk¡, f¡hX$uep dlpv$¡h L$ÞV¡$“f ‘pk¡, Þey hu. ApC. ‘u.L¡$kfuep ’u L$ë‘“p“Nf S>sp fp¡X$ ‘pk¡, f¡hX$uep dlpv$¡h L$ÞV¡$“f ‘pk¡, Þey hu. ApC. ‘u.L¡$kfuep ’u L$ë‘“p“Nf S>sp fp¡X$ ‘pk¡, f¡hX$uep dlpv$¡h L$ÞV¡$“f ‘pk¡, Þey hu. ApC. ‘u.L¡$kfuep ’u L$ë‘“p“Nf S>sp fp¡X$ ‘pk¡, f¡hX$uep dlpv$¡h L$ÞV¡$“f ‘pk¡, Þey hu. ApC. ‘u.fp¡X$, kdp-k„S>e“Nf, “hu“Nfu-kdp, fpW$p¡X$uephpk lfZu, rkÙp’® b„Ágp¡T kdpfp¡X$, kdp-k„S>e“Nf, “hu“Nfu-kdp, fpW$p¡X$uephpk lfZu, rkÙp’® b„Ágp¡T kdpfp¡X$, kdp-k„S>e“Nf, “hu“Nfu-kdp, fpW$p¡X$uephpk lfZu, rkÙp’® b„Ágp¡T kdpfp¡X$, kdp-k„S>e“Nf, “hu“Nfu-kdp, fpW$p¡X$uephpk lfZu, rkÙp’® b„Ágp¡T kdpfp¡X$, kdp-k„S>e“Nf, “hu“Nfu-kdp, fpW$p¡X$uephpk lfZu, rkÙp’® b„Ágp¡T kdpkphgu fp¡X$.L$p¡sfhpk, cfhpX$hpk, cpNp¡mhpmy armey„, b¡X$u sgphX$u, h¡dpgu.kphgu fp¡X$.L$p¡sfhpk, cfhpX$hpk, cpNp¡mhpmy armey„, b¡X$u sgphX$u, h¡dpgu.kphgu fp¡X$.L$p¡sfhpk, cfhpX$hpk, cpNp¡mhpmy armey„, b¡X$u sgphX$u, h¡dpgu.kphgu fp¡X$.L$p¡sfhpk, cfhpX$hpk, cpNp¡mhpmy armey„, b¡X$u sgphX$u, h¡dpgu.kphgu fp¡X$.L$p¡sfhpk, cfhpX$hpk, cpNp¡mhpmy armey„, b¡X$u sgphX$u, h¡dpgu.

hluhV$u hp¡X®$ _„bf - 3 `pZu v$fhpÅ blpf_p¡ _uQpZhpmp¡ rhõspf, fZR>p¡X$Æ_p d„qv$f_u ApSy>bpSy>_p¡ rhõspf,`pZu v$fhpÅ blpf_p¡ _uQpZhpmp¡ rhõspf, fZR>p¡X$Æ_p d„qv$f_u ApSy>bpSy>_p¡ rhõspf,`pZu v$fhpÅ blpf_p¡ _uQpZhpmp¡ rhõspf, fZR>p¡X$Æ_p d„qv$f_u ApSy>bpSy>_p¡ rhõspf,`pZu v$fhpÅ blpf_p¡ _uQpZhpmp¡ rhõspf, fZR>p¡X$Æ_p d„qv$f_u ApSy>bpSy>_p¡ rhõspf,`pZu v$fhpÅ blpf_p¡ _uQpZhpmp¡ rhõspf, fZR>p¡X$Æ_p d„qv$f_u ApSy>bpSy>_p¡ rhõspf,dl„dv$ smph `pk¡ rhdp v$hpMp_p `pR>m (ê$`pf¡g L$p„k), âcps L$p¡gp¡_u `pR>m,dl„dv$ smph `pk¡ rhdp v$hpMp_p `pR>m (ê$`pf¡g L$p„k), âcps L$p¡gp¡_u `pR>m,dl„dv$ smph `pk¡ rhdp v$hpMp_p `pR>m (ê$`pf¡g L$p„k), âcps L$p¡gp¡_u `pR>m,dl„dv$ smph `pk¡ rhdp v$hpMp_p `pR>m (ê$`pf¡g L$p„k), âcps L$p¡gp¡_u `pR>m,dl„dv$ smph `pk¡ rhdp v$hpMp_p `pR>m (ê$`pf¡g L$p„k), âcps L$p¡gp¡_u `pR>m,S>efpd_Nf, ibfu_Nf, hky„^fp kp¡kpeV$u `pR>m, L$p„khpmp¡ cpN, d¡fpm_p¡ hpX$p¡,S>efpd_Nf, ibfu_Nf, hky„^fp kp¡kpeV$u `pR>m, L$p„khpmp¡ cpN, d¡fpm_p¡ hpX$p¡,S>efpd_Nf, ibfu_Nf, hky„^fp kp¡kpeV$u `pR>m, L$p„khpmp¡ cpN, d¡fpm_p¡ hpX$p¡,S>efpd_Nf, ibfu_Nf, hky„^fp kp¡kpeV$u `pR>m, L$p„khpmp¡ cpN, d¡fpm_p¡ hpX$p¡,S>efpd_Nf, ibfu_Nf, hky„^fp kp¡kpeV$u `pR>m, L$p„khpmp¡ cpN, d¡fpm_p¡ hpX$p¡,dpmuhpk, d„Ng`pL®$ `|h® DÑf M|Zp¡, NyS>fps lpDkuN bp¡X®$ rhõspf, fZdyL$s¡ðf bphfudpmuhpk, d„Ng`pL®$ `|h® DÑf M|Zp¡, NyS>fps lpDkuN bp¡X®$ rhõspf, fZdyL$s¡ðf bphfudpmuhpk, d„Ng`pL®$ `|h® DÑf M|Zp¡, NyS>fps lpDkuN bp¡X®$ rhõspf, fZdyL$s¡ðf bphfudpmuhpk, d„Ng`pL®$ `|h® DÑf M|Zp¡, NyS>fps lpDkuN bp¡X®$ rhõspf, fZdyL$s¡ðf bphfudpmuhpk, d„Ng`pL®$ `|h® DÑf M|Zp¡, NyS>fps lpDkuN bp¡X®$ rhõspf, fZdyL$s¡ðf bphfuLy „ $cpfhpX$p `pR>m_p¡ cpN, edy_pdug\u ApNm S>sp¡ fõsp¡ NyS>fps õgd hL®$k `pk¡_uLy „ $cpfhpX$p `pR>m_p¡ cpN, edy_pdug\u ApNm S>sp¡ fõsp¡ NyS>fps õgd hL®$k `pk¡_uLy „ $cpfhpX$p `pR>m_p¡ cpN, edy_pdug\u ApNm S>sp¡ fõsp¡ NyS>fps õgd hL®$k `pk¡_uLy „ $cpfhpX$p `pR>m_p¡ cpN, edy_pdug\u ApNm S>sp¡ fõsp¡ NyS>fps õgd hL®$k `pk¡_uLy „ $cpfhpX$p `pR>m_p¡ cpN, edy_pdug\u ApNm S>sp¡ fõsp¡ NyS>fps õgd hL®$k `pk¡_uTy„`X$`Ë$u, grgsp Qpg, rQd_gpg_u Qpg, _hN°l d„qv$f_u `pR>m, s\p Np¡v$u `pR>m_p¡Ty„`X$`Ë$u, grgsp Qpg, rQd_gpg_u Qpg, _hN°l d„qv$f_u `pR>m, s\p Np¡v$u `pR>m_p¡Ty„`X$`Ë$u, grgsp Qpg, rQd_gpg_u Qpg, _hN°l d„qv$f_u `pR>m, s\p Np¡v$u `pR>m_p¡Ty„`X$`Ë$u, grgsp Qpg, rQd_gpg_u Qpg, _hN°l d„qv$f_u `pR>m, s\p Np¡v$u `pR>m_p¡Ty„`X$`Ë$u, grgsp Qpg, rQd_gpg_u Qpg, _hN°l d„qv$f_u `pR>m, s\p Np¡v$u `pR>m_p¡rhõspf, hpX$u ipL$dpL£$V$ `pR>m_u Ty„`X$`Ë$u Np¡thv$$ aL$uf_u Qpg.rhõspf, hpX$u ipL$dpL£$V$ `pR>m_u Ty„`X$`Ë$u Np¡thv$$ aL$uf_u Qpg.rhõspf, hpX$u ipL$dpL£$V$ `pR>m_u Ty„`X$`Ë$u Np¡thv$$ aL$uf_u Qpg.rhõspf, hpX$u ipL$dpL£$V$ `pR>m_u Ty„`X$`Ë$u Np¡thv$$ aL$uf_u Qpg.rhõspf, hpX$u ipL$dpL£$V$ `pR>m_u Ty„`X$`Ë$u Np¡thv$$ aL$uf_u Qpg.

hluhV$u hp¡X®$ _„bf - 4 tkOhpB dpsp fp¡X$ âsp‘“Nf, lL$ud_u S>Np¡ v„$s¡ðf k„sp¡jhpX$u `pk¡, kÐe_pfpeZtkOhpB dpsp fp¡X$ âsp‘“Nf, lL$ud_u S>Np¡ v„$s¡ðf k„sp¡jhpX$u `pk¡, kÐe_pfpeZtkOhpB dpsp fp¡X$ âsp‘“Nf, lL$ud_u S>Np¡ v„$s¡ðf k„sp¡jhpX$u `pk¡, kÐe_pfpeZtkOhpB dpsp fp¡X$ âsp‘“Nf, lL$ud_u S>Np¡ v„$s¡ðf k„sp¡jhpX$u `pk¡, kÐe_pfpeZtkOhpB dpsp fp¡X$ âsp‘“Nf, lL$ud_u S>Np¡ v„$s¡ðf k„sp¡jhpX$u `pk¡, kÐe_pfpeZkp¡kpeV$u `pk¡_u Ty„`X$`Ë$uAp¡, V¡$ÞkpBg õV$ug `pk¡_p Ty„`X$p.kp¡kpeV$u `pk¡_u Ty„`X$`Ë$uAp¡, V¡$ÞkpBg õV$ug `pk¡_p Ty„`X$p.kp¡kpeV$u `pk¡_u Ty„`X$`Ë$uAp¡, V¡$ÞkpBg õV$ug `pk¡_p Ty„`X$p.kp¡kpeV$u `pk¡_u Ty„`X$`Ë$uAp¡, V¡$ÞkpBg õV$ug `pk¡_p Ty„`X$p.kp¡kpeV$u `pk¡_u Ty„`X$`Ë$uAp¡, V¡$ÞkpBg õV$ug `pk¡_p Ty„`X$p.

hluhV$u hp¡X®$ _„bf - 5 _hp`yfp M„X¡$fph smph_u `pR>m_p¡ dlphuf dlp¡‰p¡, A¡k.Apf. `u. `pk¡_p¡ Ly „cpfhpX$p¡_hp`yfp M„X¡$fph smph_u `pR>m_p¡ dlphuf dlp¡‰p¡, A¡k.Apf. `u. `pk¡_p¡ Ly „cpfhpX$p¡_hp`yfp M„X¡$fph smph_u `pR>m_p¡ dlphuf dlp¡‰p¡, A¡k.Apf. `u. `pk¡_p¡ Ly „cpfhpX$p¡_hp`yfp M„X¡$fph smph_u `pR>m_p¡ dlphuf dlp¡‰p¡, A¡k.Apf. `u. `pk¡_p¡ Ly „cpfhpX$p¡_hp`yfp M„X¡$fph smph_u `pR>m_p¡ dlphuf dlp¡‰p¡, A¡k.Apf. `u. `pk¡_p¡ Ly „cpfhpX$p¡`fk_ kp¡kpeV$u, fpS>dl¡g fp¡X$ dy¿e v$fhpÅ `pk¡, _hgMu_p Tp„`p `pk¡, v$p„X$uepbÅf`fk_ kp¡kpeV$u, fpS>dl¡g fp¡X$ dy¿e v$fhpÅ `pk¡, _hgMu_p Tp„`p `pk¡, v$p„X$uepbÅf`fk_ kp¡kpeV$u, fpS>dl¡g fp¡X$ dy¿e v$fhpÅ `pk¡, _hgMu_p Tp„`p `pk¡, v$p„X$uepbÅf`fk_ kp¡kpeV$u, fpS>dl¡g fp¡X$ dy¿e v$fhpÅ `pk¡, _hgMu_p Tp„`p `pk¡, v$p„X$uepbÅf`fk_ kp¡kpeV$u, fpS>dl¡g fp¡X$ dy¿e v$fhpÅ `pk¡, _hgMu_p Tp„`p `pk¡, v$p„X$uepbÅfdÝehsu õL|$g `pk¡, iuepbpN Qpf fõsp, S>efÐ_ rbëX$]N Qpf fõsp\u _hp`yfp L$lpfdÝehsu õL|$g `pk¡, iuepbpN Qpf fõsp, S>efÐ_ rbëX$]N Qpf fõsp\u _hp`yfp L$lpfdÝehsu õL|$g `pk¡, iuepbpN Qpf fõsp, S>efÐ_ rbëX$]N Qpf fõsp\u _hp`yfp L$lpfdÝehsu õL|$g `pk¡, iuepbpN Qpf fõsp, S>efÐ_ rbëX$]N Qpf fõsp\u _hp`yfp L$lpfdÝehsu õL|$g `pk¡, iuepbpN Qpf fõsp, S>efÐ_ rbëX$]N Qpf fõsp\u _hp`yfp L$lpfdlp¡‰p _pL$p ky^u, M„X¡$fph smph `pR>m_p¡ cpN, õ_¡lLy „S> kp¡kpeV$u rhõspf _hp`yfp 56dlp¡‰p _pL$p ky^u, M„X¡$fph smph `pR>m_p¡ cpN, õ_¡lLy „S> kp¡kpeV$u rhõspf _hp`yfp 56dlp¡‰p _pL$p ky^u, M„X¡$fph smph `pR>m_p¡ cpN, õ_¡lLy „S> kp¡kpeV$u rhõspf _hp`yfp 56dlp¡‰p _pL$p ky^u, M„X¡$fph smph `pR>m_p¡ cpN, õ_¡lLy „S> kp¡kpeV$u rhõspf _hp`yfp 56dlp¡‰p _pL$p ky^u, M„X¡$fph smph `pR>m_p¡ cpN, õ_¡lLy „S> kp¡kpeV$u rhõspf _hp`yfp 56L$hpV®$k® NÙpQpfu Ly „cpfhpX$p¡.L$hpV®$k® NÙpQpfu Ly „cpfhpX$p¡.L$hpV®$k® NÙpQpfu Ly „cpfhpX$p¡.L$hpV®$k® NÙpQpfu Ly „cpfhpX$p¡.L$hpV®$k® NÙpQpfu Ly „cpfhpX$p¡.

hluhV$u hp¡X®$ _„bf - 6 `fiyfpd_p¡ cÌ$p¡, cud_p\ dlpv$¡hhpmp¡ rhõspf, AL$p¡V$p f¡ëh¡ gpB_dp„ _uQpZhpmp¡ cpN,`fiyfpd_p¡ cÌ$p¡, cud_p\ dlpv$¡hhpmp¡ rhõspf, AL$p¡V$p f¡ëh¡ gpB_dp„ _uQpZhpmp¡ cpN,`fiyfpd_p¡ cÌ$p¡, cud_p\ dlpv$¡hhpmp¡ rhõspf, AL$p¡V$p f¡ëh¡ gpB_dp„ _uQpZhpmp¡ cpN,`fiyfpd_p¡ cÌ$p¡, cud_p\ dlpv$¡hhpmp¡ rhõspf, AL$p¡V$p f¡ëh¡ gpB_dp„ _uQpZhpmp¡ cpN,`fiyfpd_p¡ cÌ$p¡, cud_p\ dlpv$¡hhpmp¡ rhõspf, AL$p¡V$p f¡ëh¡ gpB_dp„ _uQpZhpmp¡ cpN,dyS>dlyX$p, AV$gpv$fp, hkphp dlp¡‰p¡, sp„v$$gÅ sgphX$u, Ag„L$pf V$p¡L$uT Apk`pk_p¡dyS>dlyX$p, AV$gpv$fp, hkphp dlp¡‰p¡, sp„v$$gÅ sgphX$u, Ag„L$pf V$p¡L$uT Apk`pk_p¡dyS>dlyX$p, AV$gpv$fp, hkphp dlp¡‰p¡, sp„v$$gÅ sgphX$u, Ag„L$pf V$p¡L$uT Apk`pk_p¡dyS>dlyX$p, AV$gpv$fp, hkphp dlp¡‰p¡, sp„v$$gÅ sgphX$u, Ag„L$pf V$p¡L$uT Apk`pk_p¡dyS>dlyX$p, AV$gpv$fp, hkphp dlp¡‰p¡, sp„v$$gÅ sgphX$u, Ag„L$pf V$p¡L$uT Apk`pk_p¡rhõspf, f¡ëh¡_pmy„, A„rbL$p dug sfa_y„ _pmy„, sp„v$gÅ Npd `pk¡_u Ty„`X$`Ë$urhõspf, f¡ëh¡_pmy„, A„rbL$p dug sfa_y„ _pmy„, sp„v$gÅ Npd `pk¡_u Ty„`X$`Ë$urhõspf, f¡ëh¡_pmy„, A„rbL$p dug sfa_y„ _pmy„, sp„v$gÅ Npd `pk¡_u Ty„`X$`Ë$urhõspf, f¡ëh¡_pmy„, A„rbL$p dug sfa_y„ _pmy„, sp„v$gÅ Npd `pk¡_u Ty„`X$`Ë$urhõspf, f¡ëh¡_pmy„, A„rbL$p dug sfa_y„ _pmy„, sp„v$gÅ Npd `pk¡_u Ty„`X$`Ë$uk¥ev$$hpkZp Npd âp\rdL$ ipmp `pk¡_u Ty„`X$`Ë$u, L$gpgu fp¡X$ cph_p L¡$duL$ëk_uk¥ev$$hpkZp Npd âp\rdL$ ipmp `pk¡_u Ty„`X$`Ë$u, L$gpgu fp¡X$ cph_p L¡$duL$ëk_uk¥ev$$hpkZp Npd âp\rdL$ ipmp `pk¡_u Ty„`X$`Ë$u, L$gpgu fp¡X$ cph_p L¡$duL$ëk_uk¥ev$$hpkZp Npd âp\rdL$ ipmp `pk¡_u Ty„`X$`Ë$u, L$gpgu fp¡X$ cph_p L¡$duL$ëk_uk¥ev$$hpkZp Npd âp\rdL$ ipmp `pk¡_u Ty„`X$`Ë$u, L$gpgu fp¡X$ cph_p L¡$duL$ëk_ubpSy>dp„ Ty„`X$p, _hp`yfp Npd_u Ty„`X$`Ë$u, AL$p¡V$p Npd `pk¡ _v$u L$p„W$p_u Ty„`X$`Ë$u s\pbpSy>dp„ Ty„`X$p, _hp`yfp Npd_u Ty„`X$`Ë$u, AL$p¡V$p Npd `pk¡ _v$u L$p„W$p_u Ty„`X$`Ë$u s\pbpSy>dp„ Ty„`X$p, _hp`yfp Npd_u Ty„`X$`Ë$u, AL$p¡V$p Npd `pk¡ _v$u L$p„W$p_u Ty„`X$`Ë$u s\pbpSy>dp„ Ty„`X$p, _hp`yfp Npd_u Ty„`X$`Ë$u, AL$p¡V$p Npd `pk¡ _v$u L$p„W$p_u Ty„`X$`Ë$u s\pbpSy>dp„ Ty„`X$p, _hp`yfp Npd_u Ty„`X$`Ë$u, AL$p¡V$p Npd `pk¡ _v$u L$p„W$p_u Ty„`X$`Ë$u s\pAL$p¡V$p ¾$p¡k]N `pk¡_u T|„`X$`Ë$u.AL$p¡V$p ¾$p¡k]N `pk¡_u T|„`X$`Ë$u.AL$p¡V$p ¾$p¡k]N `pk¡_u T|„`X$`Ë$u.AL$p¡V$p ¾$p¡k]N `pk¡_u T|„`X$`Ë$u.AL$p¡V$p ¾$p¡k]N `pk¡_u T|„`X$`Ë$u.

hluhV$u hp¡X®$ _„bf - 7 as¡N„S> L¡$ç`, lqfS>_hpk, fZR>p¡X$Æ d„qv$f, L$dpV$u`yfp, dp¡v$uMp_p d¡\p¡X$uõV$ QQ®as¡N„S> L¡$ç`, lqfS>_hpk, fZR>p¡X$Æ d„qv$f, L$dpV$u`yfp, dp¡v$uMp_p d¡\p¡X$uõV$ QQ®as¡N„S> L¡$ç`, lqfS>_hpk, fZR>p¡X$Æ d„qv$f, L$dpV$u`yfp, dp¡v$uMp_p d¡\p¡X$uõV$ QQ®as¡N„S> L¡$ç`, lqfS>_hpk, fZR>p¡X$Æ d„qv$f, L$dpV$u`yfp, dp¡v$uMp_p d¡\p¡X$uõV$ QQ®as¡N„S> L¡$ç`, lqfS>_hpk, fZR>p¡X$Æ d„qv$f, L$dpV$u`yfp, dp¡v$uMp_p d¡\p¡X$uõV$ QQ®`pR>m_p¡ cpN, R>pZu fp¡X$, kfv$pf_Nf L$p„k_u Ty„`X$`Ë$u _hpepX®$ gpg`yfp, fpdhpX$u,`pR>m_p¡ cpN, R>pZu fp¡X$, kfv$pf_Nf L$p„k_u Ty„`X$`Ë$u _hpepX®$ gpg`yfp, fpdhpX$u,`pR>m_p¡ cpN, R>pZu fp¡X$, kfv$pf_Nf L$p„k_u Ty„`X$`Ë$u _hpepX®$ gpg`yfp, fpdhpX$u,`pR>m_p¡ cpN, R>pZu fp¡X$, kfv$pf_Nf L$p„k_u Ty„`X$`Ë$u _hpepX®$ gpg`yfp, fpdhpX$u,`pR>m_p¡ cpN, R>pZu fp¡X$, kfv$pf_Nf L$p„k_u Ty„`X$`Ë$u _hpepX®$ gpg`yfp, fpdhpX$u,

Page 24: f hX$p¡v$fp dlp Nf‘prgL$p f

( 16 )(16 )(16 )(16 )(16 )

`¡Þi_`yfp smph `pk¡, lqfS>_hpk, fpd`yfp cp\yÆ_Nf_p Ty„`X$p, `|rZ®dp kp¡kpeV$u`¡Þi_`yfp smph `pk¡, lqfS>_hpk, fpd`yfp cp\yÆ_Nf_p Ty„`X$p, `|rZ®dp kp¡kpeV$u`¡Þi_`yfp smph `pk¡, lqfS>_hpk, fpd`yfp cp\yÆ_Nf_p Ty„`X$p, `|rZ®dp kp¡kpeV$u`¡Þi_`yfp smph `pk¡, lqfS>_hpk, fpd`yfp cp\yÆ_Nf_p Ty„`X$p, `|rZ®dp kp¡kpeV$u`¡Þi_`yfp smph `pk¡, lqfS>_hpk, fpd`yfp cp\yÆ_Nf_p Ty„`X$p, `|rZ®dp kp¡kpeV$uk„S>e_Nf_p T|„`X$p, B. A¡d. C. _p¡ |h®cpN, i„L$f_Nf_p„ Ty„`X$p„, (fp¡Tfu õL|$g_u ròd¡)k„S>e_Nf_p T|„`X$p, B. A¡d. C. _p¡ |h®cpN, i„L$f_Nf_p„ Ty„`X$p„, (fp¡Tfu õL|$g_u ròd¡)k„S>e_Nf_p T|„`X$p, B. A¡d. C. _p¡ |h®cpN, i„L$f_Nf_p„ Ty„`X$p„, (fp¡Tfu õL|$g_u ròd¡)k„S>e_Nf_p T|„`X$p, B. A¡d. C. _p¡ |h®cpN, i„L$f_Nf_p„ Ty„`X$p„, (fp¡Tfu õL|$g_u ròd¡)k„S>e_Nf_p T|„`X$p, B. A¡d. C. _p¡ |h®cpN, i„L$f_Nf_p„ Ty„`X$p„, (fp¡Tfu õL|$g_u ròd¡)A¡L$sp_Nf lpDkuN bp¡X®$_p dL$p_p¡ pR>m_p¡ Ty„`X$p„, Np¡fhp Npd _pL¡$ bp`y_Nf A_¡ AÞeA¡L$sp_Nf lpDkuN bp¡X®$_p dL$p_p¡ pR>m_p¡ Ty„`X$p„, Np¡fhp Npd _pL¡$ bp`y_Nf A_¡ AÞeA¡L$sp_Nf lpDkuN bp¡X®$_p dL$p_p¡ pR>m_p¡ Ty„`X$p„, Np¡fhp Npd _pL¡$ bp`y_Nf A_¡ AÞeA¡L$sp_Nf lpDkuN bp¡X®$_p dL$p_p¡ pR>m_p¡ Ty„`X$p„, Np¡fhp Npd _pL¡$ bp`y_Nf A_¡ AÞeA¡L$sp_Nf lpDkuN bp¡X®$_p dL$p_p¡ pR>m_p¡ Ty„`X$p„, Np¡fhp Npd _pL¡$ bp`y_Nf A_¡ AÞeTy„`X$`Ë$u hudp ep¡S>_p v$hpMp_p_u bpSy>dp„ Ty„`X$p„ _hu fpdhpX$u, kfõhsu_Nf Np¡v$u fp¡X$Ty„`X$`Ë$u hudp ep¡S>_p v$hpMp_p_u bpSy>dp„ Ty„`X$p„ _hu fpdhpX$u, kfõhsu_Nf Np¡v$u fp¡X$Ty„`X$`Ë$u hudp ep¡S>_p v$hpMp_p_u bpSy>dp„ Ty„`X$p„ _hu fpdhpX$u, kfõhsu_Nf Np¡v$u fp¡X$Ty„`X$`Ë$u hudp ep¡S>_p v$hpMp_p_u bpSy>dp„ Ty„`X$p„ _hu fpdhpX$u, kfõhsu_Nf Np¡v$u fp¡X$Ty„`X$`Ë$u hudp ep¡S>_p v$hpMp_p_u bpSy>dp„ Ty„`X$p„ _hu fpdhpX$u, kfõhsu_Nf Np¡v$u fp¡X$rhõspf, lqfAp¡d_Nf, lfu_Nf, f¡k¾$p¡k® BÞX$õV²$ueg kp¡kpeV$u lqfAp¡d_Nf `pk¡. dÝerhõspf, lqfAp¡d_Nf, lfu_Nf, f¡k¾$p¡k® BÞX$õV²$ueg kp¡kpeV$u lqfAp¡d_Nf `pk¡. dÝerhõspf, lqfAp¡d_Nf, lfu_Nf, f¡k¾$p¡k® BÞX$õV²$ueg kp¡kpeV$u lqfAp¡d_Nf `pk¡. dÝerhõspf, lqfAp¡d_Nf, lfu_Nf, f¡k¾$p¡k® BÞX$õV²$ueg kp¡kpeV$u lqfAp¡d_Nf `pk¡. dÝerhõspf, lqfAp¡d_Nf, lfu_Nf, f¡k¾$p¡k® BÞX$õV²$ueg kp¡kpeV$u lqfAp¡d_Nf `pk¡. dÝeNyS>fps rhS> L„$5“u kb õV¡$i“, fpdpL$pL$p fp¡X$, vydpX$ fp¡X L$p„k “pmy„$, kp¡MX$p “pmy„,NyS>fps rhS> L„$5“u kb õV¡$i“, fpdpL$pL$p fp¡X$, vydpX$ fp¡X L$p„k “pmy„$, kp¡MX$p “pmy„,NyS>fps rhS> L„$5“u kb õV¡$i“, fpdpL$pL$p fp¡X$, vydpX$ fp¡X L$p„k “pmy„$, kp¡MX$p “pmy„,NyS>fps rhS> L„$5“u kb õV¡$i“, fpdpL$pL$p fp¡X$, vydpX$ fp¡X L$p„k “pmy„$, kp¡MX$p “pmy„,NyS>fps rhS> L„$5“u kb õV¡$i“, fpdpL$pL$p fp¡X$, vydpX$ fp¡X L$p„k “pmy„$, kp¡MX$p “pmy„,bpS>hp “pmy„bpS>hp “pmy„bpS>hp “pmy„bpS>hp “pmy„bpS>hp “pmy„

hluhV$u hp¡X®$ _„bf - 8 rh_p¡bp cph¡ dpN®_p¡ DÑf sfa_p¡ cpN, sygkucpB_u Qpg bphpdp_ Qpg, fbpfu armey„,rh_p¡bp cph¡ dpN®_p¡ DÑf sfa_p¡ cpN, sygkucpB_u Qpg bphpdp_ Qpg, fbpfu armey„,rh_p¡bp cph¡ dpN®_p¡ DÑf sfa_p¡ cpN, sygkucpB_u Qpg bphpdp_ Qpg, fbpfu armey„,rh_p¡bp cph¡ dpN®_p¡ DÑf sfa_p¡ cpN, sygkucpB_u Qpg bphpdp_ Qpg, fbpfu armey„,rh_p¡bp cph¡ dpN®_p¡ DÑf sfa_p¡ cpN, sygkucpB_u Qpg bphpdp_ Qpg, fbpfu armey„,NyS>fps lpDkuN bp¡X®$_p dL$p_p¡_u bpSy>_p¡ MpX$u_p¡ rhõspf, c¥fh_p\ d„qv$f, L$pkdlpgpNyS>fps lpDkuN bp¡X®$_p dL$p_p¡_u bpSy>_p¡ MpX$u_p¡ rhõspf, c¥fh_p\ d„qv$f, L$pkdlpgpNyS>fps lpDkuN bp¡X®$_p dL$p_p¡_u bpSy>_p¡ MpX$u_p¡ rhõspf, c¥fh_p\ d„qv$f, L$pkdlpgpNyS>fps lpDkuN bp¡X®$_p dL$p_p¡_u bpSy>_p¡ MpX$u_p¡ rhõspf, c¥fh_p\ d„qv$f, L$pkdlpgpNyS>fps lpDkuN bp¡X®$_p dL$p_p¡_u bpSy>_p¡ MpX$u_p¡ rhõspf, c¥fh_p\ d„qv$f, L$pkdlpgpL$b°õsp__p¡ _uQpZhpmp¡ rhõspf,Ape®L$Þep rh^pge_u `pR>m_p¡ cpN-L$pf¡gubpNL$b°õsp__p¡ _uQpZhpmp¡ rhõspf,Ape®L$Þep rh^pge_u `pR>m_p¡ cpN-L$pf¡gubpNL$b°õsp__p¡ _uQpZhpmp¡ rhõspf,Ape®L$Þep rh^pge_u `pR>m_p¡ cpN-L$pf¡gubpNL$b°õsp__p¡ _uQpZhpmp¡ rhõspf,Ape®L$Þep rh^pge_u `pR>m_p¡ cpN-L$pf¡gubpNL$b°õsp__p¡ _uQpZhpmp¡ rhõspf,Ape®L$Þep rh^pge_u `pR>m_p¡ cpN-L$pf¡gubpNS>gpfpd_Nf _uQpZhpmp¡ cpN, s\p byÙv¡h L$p¡gp¡_u `pR>m_p¡ cpN, kepÆbpN\uS>gpfpd_Nf _uQpZhpmp¡ cpN, s\p byÙv¡h L$p¡gp¡_u `pR>m_p¡ cpN, kepÆbpN\uS>gpfpd_Nf _uQpZhpmp¡ cpN, s\p byÙv¡h L$p¡gp¡_u `pR>m_p¡ cpN, kepÆbpN\uS>gpfpd_Nf _uQpZhpmp¡ cpN, s\p byÙv¡h L$p¡gp¡_u `pR>m_p¡ cpN, kepÆbpN\uS>gpfpd_Nf _uQpZhpmp¡ cpN, s\p byÙv¡h L$p¡gp¡_u `pR>m_p¡ cpN, kepÆbpN\uL$pf¡gubpN_u DÑf sfa_p¡ kp¡kpeV$u_p¡ cpN, _h^fsu_p¡ rhõspf _hp õgd L$hpV®$kL$pf¡gubpN_u DÑf sfa_p¡ kp¡kpeV$u_p¡ cpN, _h^fsu_p¡ rhõspf _hp õgd L$hpV®$kL$pf¡gubpN_u DÑf sfa_p¡ kp¡kpeV$u_p¡ cpN, _h^fsu_p¡ rhõspf _hp õgd L$hpV®$kL$pf¡gubpN_u DÑf sfa_p¡ kp¡kpeV$u_p¡ cpN, _h^fsu_p¡ rhõspf _hp õgd L$hpV®$kL$pf¡gubpN_u DÑf sfa_p¡ kp¡kpeV$u_p¡ cpN, _h^fsu_p¡ rhõspf _hp õgd L$hpV®$k`pR>m `lpX$u_p„ Ty„`X$p f¡_bk¡fp L$ëepZ_Nf_u Ty„`X$`Ë$u k|fS> A¡õV¡$V `pR>m_u`pR>m `lpX$u_p„ Ty„`X$p f¡_bk¡fp L$ëepZ_Nf_u Ty„`X$`Ë$u k|fS> A¡õV¡$V `pR>m_u`pR>m `lpX$u_p„ Ty„`X$p f¡_bk¡fp L$ëepZ_Nf_u Ty„`X$`Ë$u k|fS> A¡õV¡$V `pR>m_u`pR>m `lpX$u_p„ Ty„`X$p f¡_bk¡fp L$ëepZ_Nf_u Ty„`X$`Ë$u k|fS> A¡õV¡$V `pR>m_u`pR>m `lpX$u_p„ Ty„`X$p f¡_bk¡fp L$ëepZ_Nf_u Ty„`X$`Ë$u k|fS> A¡õV¡$V `pR>m_uTy„`X$`Ë$u, v$p„qX$epbÅf gL$X$u`yg dyL$sp_„v$$ bk õV¡$ÞX$hpmp¡ rhõspf, L$pf¡gubpN p¡gukTy„`X$`Ë$u, v$p„qX$epbÅf gL$X$u`yg dyL$sp_„v$$ bk õV¡$ÞX$hpmp¡ rhõspf, L$pf¡gubpN p¡gukTy„`X$`Ë$u, v$p„qX$epbÅf gL$X$u`yg dyL$sp_„v$$ bk õV¡$ÞX$hpmp¡ rhõspf, L$pf¡gubpN p¡gukTy„`X$`Ë$u, v$p„qX$epbÅf gL$X$u`yg dyL$sp_„v$$ bk õV¡$ÞX$hpmp¡ rhõspf, L$pf¡gubpN p¡gukTy„`X$`Ë$u, v$p„qX$epbÅf gL$X$u`yg dyL$sp_„v$$ bk õV¡$ÞX$hpmp¡ rhõspf, L$pf¡gubpN p¡gukõV¡$i_ kpd¡_p¡ cpN.õV¡$i_ kpd¡_p¡ cpN.õV¡$i_ kpd¡_p¡ cpN.õV¡$i_ kpd¡_p¡ cpN.õV¡$i_ kpd¡_p¡ cpN.

hluhV$u hp¡X®$ _„bf - 9 bphQphpX$ “pL$p’u S>y“u hp¡X®$ Ap¡auk ky^u, bphQphpX$ A„v$f“p¡ rhõspf, Np¡thv$‘pL®$bphQphpX$ “pL$p’u S>y“u hp¡X®$ Ap¡auk ky^u, bphQphpX$ A„v$f“p¡ rhõspf, Np¡thv$‘pL®$bphQphpX$ “pL$p’u S>y“u hp¡X®$ Ap¡auk ky^u, bphQphpX$ A„v$f“p¡ rhõspf, Np¡thv$‘pL®$bphQphpX$ “pL$p’u S>y“u hp¡X®$ Ap¡auk ky^u, bphQphpX$ A„v$f“p¡ rhõspf, Np¡thv$‘pL®$bphQphpX$ “pL$p’u S>y“u hp¡X®$ Ap¡auk ky^u, bphQphpX$ A„v$f“p¡ rhõspf, Np¡thv$‘pL®$’u v¥“p‘pL®$ ky^u, kpgudpf kp¡kp. NpeÓu“Nf kp¡kp., Tpgp“p X¡$fu’u L$Qfp ‘¡V$u ky^u,’u v¥“p‘pL®$ ky^u, kpgudpf kp¡kp. NpeÓu“Nf kp¡kp., Tpgp“p X¡$fu’u L$Qfp ‘¡V$u ky^u,’u v¥“p‘pL®$ ky^u, kpgudpf kp¡kp. NpeÓu“Nf kp¡kp., Tpgp“p X¡$fu’u L$Qfp ‘¡V$u ky^u,’u v¥“p‘pL®$ ky^u, kpgudpf kp¡kp. NpeÓu“Nf kp¡kp., Tpgp“p X¡$fu’u L$Qfp ‘¡V$u ky^u,’u v¥“p‘pL®$ ky^u, kpgudpf kp¡kp. NpeÓu“Nf kp¡kp., Tpgp“p X¡$fu’u L$Qfp ‘¡V$u ky^u,AS>bX$u dug fp¡X$, T„X$p Qp¡L$ gpgp dfpW$u“p ^f ‘pk¡, S>e dlpL$pgu kp¡kp.,Afrl„sAS>bX$u dug fp¡X$, T„X$p Qp¡L$ gpgp dfpW$u“p ^f ‘pk¡, S>e dlpL$pgu kp¡kp.,Afrl„sAS>bX$u dug fp¡X$, T„X$p Qp¡L$ gpgp dfpW$u“p ^f ‘pk¡, S>e dlpL$pgu kp¡kp.,Afrl„sAS>bX$u dug fp¡X$, T„X$p Qp¡L$ gpgp dfpW$u“p ^f ‘pk¡, S>e dlpL$pgu kp¡kp.,Afrl„sAS>bX$u dug fp¡X$, T„X$p Qp¡L$ gpgp dfpW$u“p ^f ‘pk¡, S>e dlpL$pgu kp¡kp.,Afrl„skp¡kp., Ap¡dL$pf kp¡kp. s’p d¡v$p“, kp¡“pguL$p A¡‘pV®$. s’p ‘qfhpf ky^u, qfÝ^u kp¡kp.,kp¡kp., Ap¡dL$pf kp¡kp. s’p d¡v$p“, kp¡“pguL$p A¡‘pV®$. s’p ‘qfhpf ky^u, qfÝ^u kp¡kp.,kp¡kp., Ap¡dL$pf kp¡kp. s’p d¡v$p“, kp¡“pguL$p A¡‘pV®$. s’p ‘qfhpf ky^u, qfÝ^u kp¡kp.,kp¡kp., Ap¡dL$pf kp¡kp. s’p d¡v$p“, kp¡“pguL$p A¡‘pV®$. s’p ‘qfhpf ky^u, qfÝ^u kp¡kp.,kp¡kp., Ap¡dL$pf kp¡kp. s’p d¡v$p“, kp¡“pguL$p A¡‘pV®$. s’p ‘qfhpf ky^u, qfÝ^u kp¡kp.,s’p ‘qfhpf ky^u, rhl„N L$p¡ç‘g¡n, AM„X$Ap“„v$ kp¡kp., NyS>fps lpDk]N bp¡X®$,s’p ‘qfhpf ky^u, rhl„N L$p¡ç‘g¡n, AM„X$Ap“„v$ kp¡kp., NyS>fps lpDk]N bp¡X®$,s’p ‘qfhpf ky^u, rhl„N L$p¡ç‘g¡n, AM„X$Ap“„v$ kp¡kp., NyS>fps lpDk]N bp¡X®$,s’p ‘qfhpf ky^u, rhl„N L$p¡ç‘g¡n, AM„X$Ap“„v$ kp¡kp., NyS>fps lpDk]N bp¡X®$,s’p ‘qfhpf ky^u, rhl„N L$p¡ç‘g¡n, AM„X$Ap“„v$ kp¡kp., NyS>fps lpDk]N bp¡X®$,rsgL$“Nf kp¡kp., Åv$h Adu îÝ^p kp¡kp., S>gpfpd Qp¡L$, blpf L$p¡gp¡“u, L©$óZ dlp¡ëgp¡rsgL$“Nf kp¡kp., Åv$h Adu îÝ^p kp¡kp., S>gpfpd Qp¡L$, blpf L$p¡gp¡“u, L©$óZ dlp¡ëgp¡rsgL$“Nf kp¡kp., Åv$h Adu îÝ^p kp¡kp., S>gpfpd Qp¡L$, blpf L$p¡gp¡“u, L©$óZ dlp¡ëgp¡rsgL$“Nf kp¡kp., Åv$h Adu îÝ^p kp¡kp., S>gpfpd Qp¡L$, blpf L$p¡gp¡“u, L©$óZ dlp¡ëgp¡rsgL$“Nf kp¡kp., Åv$h Adu îÝ^p kp¡kp., S>gpfpd Qp¡L$, blpf L$p¡gp¡“u, L©$óZ dlp¡ëgp¡, 144, khpV$k® ‘pZu“u V$p„L$u ksf spgyL$p, ipbu“p, ksf spgyL$p, Apri®hpv$ ‘pL$®,, 144, khpV$k® ‘pZu“u V$p„L$u ksf spgyL$p, ipbu“p, ksf spgyL$p, Apri®hpv$ ‘pL$®,, 144, khpV$k® ‘pZu“u V$p„L$u ksf spgyL$p, ipbu“p, ksf spgyL$p, Apri®hpv$ ‘pL$®,, 144, khpV$k® ‘pZu“u V$p„L$u ksf spgyL$p, ipbu“p, ksf spgyL$p, Apri®hpv$ ‘pL$®,, 144, khpV$k® ‘pZu“u V$p„L$u ksf spgyL$p, ipbu“p, ksf spgyL$p, Apri®hpv$ ‘pL$®,r“lpfuL$p, kfusp ‘pL®$, k„s fp¡lusv$pk dlp¡ëgp¡, “yd® hkpls, huf cNstkl fp¡X$,r“lpfuL$p, kfusp ‘pL®$, k„s fp¡lusv$pk dlp¡ëgp¡, “yd® hkpls, huf cNstkl fp¡X$,r“lpfuL$p, kfusp ‘pL®$, k„s fp¡lusv$pk dlp¡ëgp¡, “yd® hkpls, huf cNstkl fp¡X$,r“lpfuL$p, kfusp ‘pL®$, k„s fp¡lusv$pk dlp¡ëgp¡, “yd® hkpls, huf cNstkl fp¡X$,r“lpfuL$p, kfusp ‘pL®$, k„s fp¡lusv$pk dlp¡ëgp¡, “yd® hkpls, huf cNstkl fp¡X$,qL$i“hpX$u, “hp¡ L$p¡çey“uV$u lp¡g.qL$i“hpX$u, “hp¡ L$p¡çey“uV$u lp¡g.qL$i“hpX$u, “hp¡ L$p¡çey“uV$u lp¡g.qL$i“hpX$u, “hp¡ L$p¡çey“uV$u lp¡g.qL$i“hpX$u, “hp¡ L$p¡çey“uV$u lp¡g.

hluhV$u hp¡X®$ _„bf - 10 k„`sfph L$p¡gp¡_u, kfL$uV$ lpDk, ApL£$X$$ `pk¡, bp¡çb¡ ip¡`uN k¡ÞV$f, s¡S>k õL|$g `pk¡,k„`sfph L$p¡gp¡_u, kfL$uV$ lpDk, ApL£$X$$ `pk¡, bp¡çb¡ ip¡`uN k¡ÞV$f, s¡S>k õL|$g `pk¡,k„`sfph L$p¡gp¡_u, kfL$uV$ lpDk, ApL£$X$$ `pk¡, bp¡çb¡ ip¡`uN k¡ÞV$f, s¡S>k õL|$g `pk¡,k„`sfph L$p¡gp¡_u, kfL$uV$ lpDk, ApL£$X$$ `pk¡, bp¡çb¡ ip¡`uN k¡ÞV$f, s¡S>k õL|$g `pk¡,k„`sfph L$p¡gp¡_u, kfL$uV$ lpDk, ApL£$X$$ `pk¡, bp¡çb¡ ip¡`uN k¡ÞV$f, s¡S>k õL|$g `pk¡,ApÐdS>ep¡rs d„qv$f `pk¡, ApQpe®_u lp¡qõ`V$g `pk¡, Np¡fhp, lpBV¡$Þi_ Qpf fõsp,ApÐdS>ep¡rs d„qv$f `pk¡, ApQpe®_u lp¡qõ`V$g `pk¡, Np¡fhp, lpBV¡$Þi_ Qpf fõsp,ApÐdS>ep¡rs d„qv$f `pk¡, ApQpe®_u lp¡qõ`V$g `pk¡, Np¡fhp, lpBV¡$Þi_ Qpf fõsp,ApÐdS>ep¡rs d„qv$f `pk¡, ApQpe®_u lp¡qõ`V$g `pk¡, Np¡fhp, lpBV¡$Þi_ Qpf fõsp,ApÐdS>ep¡rs d„qv$f `pk¡, ApQpe®_u lp¡qõ`V$g `pk¡, Np¡fhp, lpBV¡$Þi_ Qpf fõsp,Np¡ëX$_ kuëhf pk¡, L$ph¡fu Óuh¡Zu fp¡X$, ApB. V$u. ApB. Np¡fhp, N¡„X$p kL®$g Np¡fhp fp¡X$,Np¡ëX$_ kuëhf pk¡, L$ph¡fu Óuh¡Zu fp¡X$, ApB. V$u. ApB. Np¡fhp, N¡„X$p kL®$g Np¡fhp fp¡X$,Np¡ëX$_ kuëhf pk¡, L$ph¡fu Óuh¡Zu fp¡X$, ApB. V$u. ApB. Np¡fhp, N¡„X$p kL®$g Np¡fhp fp¡X$,Np¡ëX$_ kuëhf pk¡, L$ph¡fu Óuh¡Zu fp¡X$, ApB. V$u. ApB. Np¡fhp, N¡„X$p kL®$g Np¡fhp fp¡X$,Np¡ëX$_ kuëhf pk¡, L$ph¡fu Óuh¡Zu fp¡X$, ApB. V$u. ApB. Np¡fhp, N¡„X$p kL®$g Np¡fhp fp¡X$,A¡g¡çbuL$ L$p¡gp¡_u_p _pL¡$ Np¡fhp, fpd¡ðf d„qv$f fp¡X$, kdsp fp¡X$, Np¡Óu d¡B_ fp¡X$, QL$guA¡g¡çbuL$ L$p¡gp¡_u_p _pL¡$ Np¡fhp, fpd¡ðf d„qv$f fp¡X$, kdsp fp¡X$, Np¡Óu d¡B_ fp¡X$, QL$guA¡g¡çbuL$ L$p¡gp¡_u_p _pL¡$ Np¡fhp, fpd¡ðf d„qv$f fp¡X$, kdsp fp¡X$, Np¡Óu d¡B_ fp¡X$, QL$guA¡g¡çbuL$ L$p¡gp¡_u_p _pL¡$ Np¡fhp, fpd¡ðf d„qv$f fp¡X$, kdsp fp¡X$, Np¡Óu d¡B_ fp¡X$, QL$guA¡g¡çbuL$ L$p¡gp¡_u_p _pL¡$ Np¡fhp, fpd¡ðf d„qv$f fp¡X$, kdsp fp¡X$, Np¡Óu d¡B_ fp¡X$, QL$gukL®$g `pk¡, Ly „S> kp¡kpeV$u, lfuAp¡d_Nf, f¡kL$p¡k® X¡$`p¡ `pk¡, kycp_`yfp Npd `pR>m_pkL®$g `pk¡, Ly „S> kp¡kpeV$u, lfuAp¡d_Nf, f¡kL$p¡k® X¡$`p¡ `pk¡, kycp_`yfp Npd `pR>m_pkL®$g `pk¡, Ly „S> kp¡kpeV$u, lfuAp¡d_Nf, f¡kL$p¡k® X¡$`p¡ `pk¡, kycp_`yfp Npd `pR>m_pkL®$g `pk¡, Ly „S> kp¡kpeV$u, lfuAp¡d_Nf, f¡kL$p¡k® X¡$`p¡ `pk¡, kycp_`yfp Npd `pR>m_pkL®$g `pk¡, Ly „S> kp¡kpeV$u, lfuAp¡d_Nf, f¡kL$p¡k® X¡$`p¡ `pk¡, kycp_`yfp Npd `pR>m_pT|„`X$p„, AgL$p`yfu Nf_pmy„.T|„`X$p„, AgL$p`yfu Nf_pmy„.T|„`X$p„, AgL$p`yfu Nf_pmy„.T|„`X$p„, AgL$p`yfu Nf_pmy„.T|„`X$p„, AgL$p`yfu Nf_pmy„.

hluhV$u hp¡X®$ _„bf - 11 klL$pf _Nf sp„v$gÅ fp¡X$, sp„v$gÅ Npd, smphhpmp¡ cpN, _hu _Nfu sp„v$gÅ Npd,klL$pf _Nf sp„v$gÅ fp¡X$, sp„v$gÅ Npd, smphhpmp¡ cpN, _hu _Nfu sp„v$gÅ Npd,klL$pf _Nf sp„v$gÅ fp¡X$, sp„v$gÅ Npd, smphhpmp¡ cpN, _hu _Nfu sp„v$gÅ Npd,klL$pf _Nf sp„v$gÅ fp¡X$, sp„v$gÅ Npd, smphhpmp¡ cpN, _hu _Nfu sp„v$gÅ Npd,klL$pf _Nf sp„v$gÅ fp¡X$, sp„v$gÅ Npd, smphhpmp¡ cpN, _hu _Nfu sp„v$gÅ Npd,S>¡.`u. fp¡X$ `usp„bf kp¡kpeV$u, v$u`L$ NpX®$_ L$p¡V¡$S> `pk¡, v$uhpmu`yfp Npd, v$uhpmu`yfpS>¡.`u. fp¡X$ `usp„bf kp¡kpeV$u, v$u`L$ NpX®$_ L$p¡V¡$S> `pk¡, v$uhpmu`yfp Npd, v$uhpmu`yfpS>¡.`u. fp¡X$ `usp„bf kp¡kpeV$u, v$u`L$ NpX®$_ L$p¡V¡$S> `pk¡, v$uhpmu`yfp Npd, v$uhpmu`yfpS>¡.`u. fp¡X$ `usp„bf kp¡kpeV$u, v$u`L$ NpX®$_ L$p¡V¡$S> `pk¡, v$uhpmu`yfp Npd, v$uhpmu`yfpS>¡.`u. fp¡X$ `usp„bf kp¡kpeV$u, v$u`L$ NpX®$_ L$p¡V¡$S> `pk¡, v$uhpmu`yfp Npd, v$uhpmu`yfpfp¡X$, lp\ucpC _Nf_p _pL$p\u v$uhpmu`yfp Npd_p _pL$p ky^u, rihp_u L$p¡gp¡_u_p _pL¡$,fp¡X$, lp\ucpC _Nf_p _pL$p\u v$uhpmu`yfp Npd_p _pL$p ky^u, rihp_u L$p¡gp¡_u_p _pL¡$,fp¡X$, lp\ucpC _Nf_p _pL$p\u v$uhpmu`yfp Npd_p _pL$p ky^u, rihp_u L$p¡gp¡_u_p _pL¡$,fp¡X$, lp\ucpC _Nf_p _pL$p\u v$uhpmu`yfp Npd_p _pL$p ky^u, rihp_u L$p¡gp¡_u_p _pL¡$,fp¡X$, lp\ucpC _Nf_p _pL$p\u v$uhpmu`yfp Npd_p _pL$p ky^u, rihp_u L$p¡gp¡_u_p _pL¡$,hpkZp fp¡X$, dL$f„v$$ v$¡$kpC dpN®, îuÆ^pd kp¡kpeV$u\u A`¡np pL®$ Qpf fõsp ky^u, d^fhpkZp fp¡X$, dL$f„v$$ v$¡$kpC dpN®, îuÆ^pd kp¡kpeV$u\u A`¡np pL®$ Qpf fõsp ky^u, d^fhpkZp fp¡X$, dL$f„v$$ v$¡$kpC dpN®, îuÆ^pd kp¡kpeV$u\u A`¡np pL®$ Qpf fõsp ky^u, d^fhpkZp fp¡X$, dL$f„v$$ v$¡$kpC dpN®, îuÆ^pd kp¡kpeV$u\u A`¡np pL®$ Qpf fõsp ky^u, d^fhpkZp fp¡X$, dL$f„v$$ v$¡$kpC dpN®, îuÆ^pd kp¡kpeV$u\u A`¡np pL®$ Qpf fõsp ky^u, d^fõLy$g `pk¡, k`_ ãg¡V$ Qpf fõsp, S>gpfpd_Nf fp¡X$, d_p¡f\ A¡`pV®$d¡ÞV$ `pk¡, Nv$p`yfpõLy$g `pk¡, k`_ ãg¡V$ Qpf fõsp, S>gpfpd_Nf fp¡X$, d_p¡f\ A¡`pV®$d¡ÞV$ `pk¡, Nv$p`yfpõLy$g `pk¡, k`_ ãg¡V$ Qpf fõsp, S>gpfpd_Nf fp¡X$, d_p¡f\ A¡`pV®$d¡ÞV$ `pk¡, Nv$p`yfpõLy$g `pk¡, k`_ ãg¡V$ Qpf fõsp, S>gpfpd_Nf fp¡X$, d_p¡f\ A¡`pV®$d¡ÞV$ `pk¡, Nv$p`yfpõLy$g `pk¡, k`_ ãg¡V$ Qpf fõsp, S>gpfpd_Nf fp¡X$, d_p¡f\ A¡`pV®$d¡ÞV$ `pk¡, Nv$p`yfpfp¡X$, f„S>_ kp¡kpeV$u\u `¡fuk_Nf ky^u, fpZ¡ðf dlpv$¡h `pR>m, k„srhlpf kp¡kpeV$ufp¡X$, f„S>_ kp¡kpeV$u\u `¡fuk_Nf ky^u, fpZ¡ðf dlpv$¡h `pR>m, k„srhlpf kp¡kpeV$ufp¡X$, f„S>_ kp¡kpeV$u\u `¡fuk_Nf ky^u, fpZ¡ðf dlpv$¡h `pR>m, k„srhlpf kp¡kpeV$ufp¡X$, f„S>_ kp¡kpeV$u\u `¡fuk_Nf ky^u, fpZ¡ðf dlpv$¡h `pR>m, k„srhlpf kp¡kpeV$ufp¡X$, f„S>_ kp¡kpeV$u\u `¡fuk_Nf ky^u, fpZ¡ðf dlpv$¡h `pR>m, k„srhlpf kp¡kpeV$uS>hp_p fõs¡, v$¡h_Nf hkplsdp„, V$éyb L„`_u `pR>m, fpdv$¡$h_Nf, Np¡Óu fp¡X$,S>hp_p fõs¡, v$¡h_Nf hkplsdp„, V$éyb L„`_u `pR>m, fpdv$¡$h_Nf, Np¡Óu fp¡X$,S>hp_p fõs¡, v$¡h_Nf hkplsdp„, V$éyb L„`_u `pR>m, fpdv$¡$h_Nf, Np¡Óu fp¡X$,S>hp_p fõs¡, v$¡h_Nf hkplsdp„, V$éyb L„`_u `pR>m, fpdv$¡$h_Nf, Np¡Óu fp¡X$,S>hp_p fõs¡, v$¡h_Nf hkplsdp„, V$éyb L„`_u `pR>m, fpdv$¡$h_Nf, Np¡Óu fp¡X$,kyv$pdp_Nf, kh¥ep_Nf - Np¡Óu fp¡X$.kyv$pdp_Nf, kh¥ep_Nf - Np¡Óu fp¡X$.kyv$pdp_Nf, kh¥ep_Nf - Np¡Óu fp¡X$.kyv$pdp_Nf, kh¥ep_Nf - Np¡Óu fp¡X$.kyv$pdp_Nf, kh¥ep_Nf - Np¡Óu fp¡X$.

hluhV$u hp¡X®$ _„bf - 12 hX$kf fpW$p¡X$uephpk smph, Æ. ApC. X$u. ku. L$p¡gp¡_u `pk¡_u Ty„`X$`Ë$u, Å„byhphX$kf fpW$p¡X$uephpk smph, Æ. ApC. X$u. ku. L$p¡gp¡_u `pk¡_u Ty„`X$`Ë$u, Å„byhphX$kf fpW$p¡X$uephpk smph, Æ. ApC. X$u. ku. L$p¡gp¡_u `pk¡_u Ty„`X$`Ë$u, Å„byhphX$kf fpW$p¡X$uephpk smph, Æ. ApC. X$u. ku. L$p¡gp¡_u `pk¡_u Ty„`X$`Ë$u, Å„byhphX$kf fpW$p¡X$uephpk smph, Æ. ApC. X$u. ku. L$p¡gp¡_u `pk¡_u Ty„`X$`Ë$u, Å„byhpbÅZuephpk.bÅZuephpk.bÅZuephpk.bÅZuephpk.bÅZuephpk.

Page 25: f hX$p¡v$fp dlp Nf‘prgL$p f

( 17 )(17 )(17 )(17 )(17 )

`qfqiô$ - "L$'hfkpv$u ap¡L$k“u epv$u

‘|h® Tp¡“hluhV$u hp¡X®$ “„bf : 2

A“y. “„bf õ’m“u rhNs ap¡L$k“u k„¿ep1 .1 .1 .1 .1 . sygkuhpX$usygkuhpX$usygkuhpX$usygkuhpX$usygkuhpX$u 0 50 50 50 50 5

2 .2 .2 .2 .2 . lp’uMp“p ‘pk¡lp’uMp“p ‘pk¡lp’uMp“p ‘pk¡lp’uMp“p ‘pk¡lp’uMp“p ‘pk¡ 0 20 20 20 20 2

3 .3 .3 .3 .3 . c|sX$uTp„‘p Mp„Qpc|sX$uTp„‘p Mp„Qpc|sX$uTp„‘p Mp„Qpc|sX$uTp„‘p Mp„Qpc|sX$uTp„‘p Mp„Qp 0 10 10 10 10 1

4 .4 .4 .4 .4 . “pmp ‘pk¡ d„Ng¡ðf“pmp ‘pk¡ d„Ng¡ðf“pmp ‘pk¡ d„Ng¡ðf“pmp ‘pk¡ d„Ng¡ðf“pmp ‘pk¡ d„Ng¡ðf 0 10 10 10 10 1

5 .5 .5 .5 .5 . sygkuhpX$u-A¡L$spsygkuhpX$u-A¡L$spsygkuhpX$u-A¡L$spsygkuhpX$u-A¡L$spsygkuhpX$u-A¡L$sp 0 10 10 10 10 1

6 .6 .6 .6 .6 . lfZu-hpfiuep f]N fp¡X$, kp„Bbpbp kp¡kpeV$ulfZu-hpfiuep f]N fp¡X$, kp„Bbpbp kp¡kpeV$ulfZu-hpfiuep f]N fp¡X$, kp„Bbpbp kp¡kpeV$ulfZu-hpfiuep f]N fp¡X$, kp„Bbpbp kp¡kpeV$ulfZu-hpfiuep f]N fp¡X$, kp„Bbpbp kp¡kpeV$u 0 10 10 10 10 1

7 .7 .7 .7 .7 . Ap¡X$“Nf “pmpAp¡X$“Nf “pmpAp¡X$“Nf “pmpAp¡X$“Nf “pmpAp¡X$“Nf “pmp 0 20 20 20 20 2

8 .8 .8 .8 .8 . hluhV$u hp¡X®$ “„bf : 2“u L$Q¡fu ‘pR>m khpv$hluhV$u hp¡X®$ “„bf : 2“u L$Q¡fu ‘pR>m khpv$hluhV$u hp¡X®$ “„bf : 2“u L$Q¡fu ‘pR>m khpv$hluhV$u hp¡X®$ “„bf : 2“u L$Q¡fu ‘pR>m khpv$hluhV$u hp¡X®$ “„bf : 2“u L$Q¡fu ‘pR>m khpv$ 0 20 20 20 20 2

9 .9 .9 .9 .9 . rhÛp“Nf, rihiqL$s dlp¡‰prhÛp“Nf, rihiqL$s dlp¡‰prhÛp“Nf, rihiqL$s dlp¡‰prhÛp“Nf, rihiqL$s dlp¡‰prhÛp“Nf, rihiqL$s dlp¡‰p 0 30 30 30 30 3

10.10.10.10.10. k„S>e“Nfk„S>e“Nfk„S>e“Nfk„S>e“Nfk„S>e“Nf 0 30 30 30 30 3

11.11.11.11.11. Apf. V$u. Ap¡. “u kp¡kpeV$u ‘pR>m, iqL$s dlp¡‰p¡Apf. V$u. Ap¡. “u kp¡kpeV$u ‘pR>m, iqL$s dlp¡‰p¡Apf. V$u. Ap¡. “u kp¡kpeV$u ‘pR>m, iqL$s dlp¡‰p¡Apf. V$u. Ap¡. “u kp¡kpeV$u ‘pR>m, iqL$s dlp¡‰p¡Apf. V$u. Ap¡. “u kp¡kpeV$u ‘pR>m, iqL$s dlp¡‰p¡ 0 20 20 20 20 2

12.12.12.12.12. lfZu Sy>“p S>L$ps “pL$p smph ‘pk¡lfZu Sy>“p S>L$ps “pL$p smph ‘pk¡lfZu Sy>“p S>L$ps “pL$p smph ‘pk¡lfZu Sy>“p S>L$ps “pL$p smph ‘pk¡lfZu Sy>“p S>L$ps “pL$p smph ‘pk¡ 0 10 10 10 10 1

hluhV$u hp¡X®$ “„bf : 913.13.13.13.13. hluhV$u hp¡X®$ “„bf : 9“u Ap¡qak ‘pR>m, fpdÆ d„qv$fhluhV$u hp¡X®$ “„bf : 9“u Ap¡qak ‘pR>m, fpdÆ d„qv$fhluhV$u hp¡X®$ “„bf : 9“u Ap¡qak ‘pR>m, fpdÆ d„qv$fhluhV$u hp¡X®$ “„bf : 9“u Ap¡qak ‘pR>m, fpdÆ d„qv$fhluhV$u hp¡X®$ “„bf : 9“u Ap¡qak ‘pR>m, fpdÆ d„qv$f 0 30 30 30 30 3

‘ròd Tp¡“hluhV$u hp¡X®$ “„bf : 6

1 .1 .1 .1 .1 . sp„v$gÅ smphsp„v$gÅ smphsp„v$gÅ smphsp„v$gÅ smphsp„v$gÅ smph 0 10 10 10 10 1

2 .2 .2 .2 .2 . AV$gpv$fp smphAV$gpv$fp smphAV$gpv$fp smphAV$gpv$fp smphAV$gpv$fp smph 0 10 10 10 10 1

3 .3 .3 .3 .3 . L$gpgu Npd smphL$gpgu Npd smphL$gpgu Npd smphL$gpgu Npd smphL$gpgu Npd smph 0 10 10 10 10 1

4 .4 .4 .4 .4 . AL$p¡V$p h¡fpB dpsp d„qv$fAL$p¡V$p h¡fpB dpsp d„qv$fAL$p¡V$p h¡fpB dpsp d„qv$fAL$p¡V$p h¡fpB dpsp d„qv$fAL$p¡V$p h¡fpB dpsp d„qv$f 0 10 10 10 10 1

5 .5 .5 .5 .5 . AL$p¡V$p BðfL©$‘pAL$p¡V$p BðfL©$‘pAL$p¡V$p BðfL©$‘pAL$p¡V$p BðfL©$‘pAL$p¡V$p BðfL©$‘p 0 10 10 10 10 1

`qfriô$ - "b'h^pfp_p V¡$guap¡_ L$_¡L$i_ spfuM 10 S|>_ ky udp„ d|L$hp_p R>¡ s¡_u epv$u

õ\m k„¿ep----- dy¿e Ar‚ipdL$ L¡$ÞÖ (`|f r_e„ÓZ dpV¡$)dy¿e Ar‚ipdL$ L¡$ÞÖ (`|f r_e„ÓZ dpV¡$)dy¿e Ar‚ipdL$ L¡$ÞÖ (`|f r_e„ÓZ dpV¡$)dy¿e Ar‚ipdL$ L¡$ÞÖ (`|f r_e„ÓZ dpV¡$)dy¿e Ar‚ipdL$ L¡$ÞÖ (`|f r_e„ÓZ dpV¡$) 22222----- _peb L$pe®‘pgL$ BS>“¡f Ap¡qak, ApS>hp_peb L$pe®‘pgL$ BS>“¡f Ap¡qak, ApS>hp_peb L$pe®‘pgL$ BS>“¡f Ap¡qak, ApS>hp_peb L$pe®‘pgL$ BS>“¡f Ap¡qak, ApS>hp_peb L$pe®‘pgL$ BS>“¡f Ap¡qak, ApS>hp 11111----- Apkp¡S> hpefg¡k k¡ÞV$f `fApkp¡S> hpefg¡k k¡ÞV$f `fApkp¡S> hpefg¡k k¡ÞV$f `fApkp¡S> hpefg¡k k¡ÞV$f `fApkp¡S> hpefg¡k k¡ÞV$f `f 11111

Ly$g 4Ly$g 4Ly$g 4Ly$g 4Ly$g 4

Page 26: f hX$p¡v$fp dlp Nf‘prgL$p f

( 18 )(18 )(18 )(18 )(18 )

6 .6 .6 .6 .6 . rhðprdÓu “v$urhðprdÓu “v$urhðprdÓu “v$urhðprdÓu “v$urhðprdÓu “v$u 0 20 20 20 20 2

7 .7 .7 .7 .7 . “rh ÅdhpX$u“rh ÅdhpX$u“rh ÅdhpX$u“rh ÅdhpX$u“rh ÅdhpX$u 0 30 30 30 30 3

hluhV$u hp¡X®$ “„bf : 108 .8 .8 .8 .8 . Np¡fhp Npd smphNp¡fhp Npd smphNp¡fhp Npd smphNp¡fhp Npd smphNp¡fhp Npd smph 0 10 10 10 10 1

9 .9 .9 .9 .9 . L$p¡W$uep smphL$p¡W$uep smphL$p¡W$uep smphL$p¡W$uep smphL$p¡W$uep smph 0 10 10 10 10 1

hluhV$u hp¡X®$ “„bf : 1110.10.10.10.10. Np¡Óu NpdNp¡Óu NpdNp¡Óu NpdNp¡Óu NpdNp¡Óu Npd 0 20 20 20 20 2

11.11.11.11.11. kycp“‘yfp sgphX$ukycp“‘yfp sgphX$ukycp“‘yfp sgphX$ukycp“‘yfp sgphX$ukycp“‘yfp sgphX$u 0 20 20 20 20 2

12.12.12.12.12. Np¡Óu khp£v$e dlp¡‰pNp¡Óu khp£v$e dlp¡‰pNp¡Óu khp£v$e dlp¡‰pNp¡Óu khp£v$e dlp¡‰pNp¡Óu khp£v$e dlp¡‰p 0 10 10 10 10 1

DÑf Tp¡“hluhV$u hp¡X®$ “„bf : 7

1 .1 .1 .1 .1 . k„S>e“Nf, rhcpN-2“u A„v$f, l“ydp“Æ d„qv$f ‘pk¡k„S>e“Nf, rhcpN-2“u A„v$f, l“ydp“Æ d„qv$f ‘pk¡k„S>e“Nf, rhcpN-2“u A„v$f, l“ydp“Æ d„qv$f ‘pk¡k„S>e“Nf, rhcpN-2“u A„v$f, l“ydp“Æ d„qv$f ‘pk¡k„S>e“Nf, rhcpN-2“u A„v$f, l“ydp“Æ d„qv$f ‘pk¡ 0 20 20 20 20 2

2.2.2.2.2. k„S>e“Nf, BÞv$ufp“Nf“u A„v$f “v$u“u pf D‘f îu hkphp kpl¡b“p Of ‘pk¡ ‘l¡gu buÆ Ngudp„k„S>e“Nf, BÞv$ufp“Nf“u A„v$f “v$u“u pf D‘f îu hkphp kpl¡b“p Of ‘pk¡ ‘l¡gu buÆ Ngudp„k„S>e“Nf, BÞv$ufp“Nf“u A„v$f “v$u“u pf D‘f îu hkphp kpl¡b“p Of ‘pk¡ ‘l¡gu buÆ Ngudp„k„S>e“Nf, BÞv$ufp“Nf“u A„v$f “v$u“u pf D‘f îu hkphp kpl¡b“p Of ‘pk¡ ‘l¡gu buÆ Ngudp„k„S>e“Nf, BÞv$ufp“Nf“u A„v$f “v$u“u pf D‘f îu hkphp kpl¡b“p Of ‘pk¡ ‘l¡gu buÆ Ngudp„ 0202020202

3 .3 .3 .3 .3 . rihd kp¡kpeV$udp„ Sy>“p A“¡ “hp “pmp ‘pk¡rihd kp¡kpeV$udp„ Sy>“p A“¡ “hp “pmp ‘pk¡rihd kp¡kpeV$udp„ Sy>“p A“¡ “hp “pmp ‘pk¡rihd kp¡kpeV$udp„ Sy>“p A“¡ “hp “pmp ‘pk¡rihd kp¡kpeV$udp„ Sy>“p A“¡ “hp “pmp ‘pk¡ 0 30 30 30 30 3

4 .4 .4 .4 .4 . k¥r“L$ R>pÓpge“u ‘pR>m, qv$‘L$ kp¡kpeV$u“p “pL$p D‘fk¥r“L$ R>pÓpge“u ‘pR>m, qv$‘L$ kp¡kpeV$u“p “pL$p D‘fk¥r“L$ R>pÓpge“u ‘pR>m, qv$‘L$ kp¡kpeV$u“p “pL$p D‘fk¥r“L$ R>pÓpge“u ‘pR>m, qv$‘L$ kp¡kpeV$u“p “pL$p D‘fk¥r“L$ R>pÓpge“u ‘pR>m, qv$‘L$ kp¡kpeV$u“p “pL$p D‘f 0 10 10 10 10 1

5 .5 .5 .5 .5 . k„sp¡L$“Nf “pmp ‘pk¡k„sp¡L$“Nf “pmp ‘pk¡k„sp¡L$“Nf “pmp ‘pk¡k„sp¡L$“Nf “pmp ‘pk¡k„sp¡L$“Nf “pmp ‘pk¡ 0 10 10 10 10 1

6 .6 .6 .6 .6 . Tprhe¡f“Nf “pmy„ Dsfsp„Tprhe¡f“Nf “pmy„ Dsfsp„Tprhe¡f“Nf “pmy„ Dsfsp„Tprhe¡f“Nf “pmy„ Dsfsp„Tprhe¡f“Nf “pmy„ Dsfsp„ 0 10 10 10 10 1

7 .7 .7 .7 .7 . kfv$pf“Nf“p “pmp ‘pk¡kfv$pf“Nf“p “pmp ‘pk¡kfv$pf“Nf“p “pmp ‘pk¡kfv$pf“Nf“p “pmp ‘pk¡kfv$pf“Nf“p “pmp ‘pk¡ 0 20 20 20 20 2

8 .8 .8 .8 .8 . k¡S>g N¡f¡S> ‘¡V$u ‘pk¡k¡S>g N¡f¡S> ‘¡V$u ‘pk¡k¡S>g N¡f¡S> ‘¡V$u ‘pk¡k¡S>g N¡f¡S> ‘¡V$u ‘pk¡k¡S>g N¡f¡S> ‘¡V$u ‘pk¡ 0 10 10 10 10 1

9 .9 .9 .9 .9 . ‘yr“s‘pL®$ kp¡kpeV$u“p “pmp ‘pk¡‘yr“s‘pL®$ kp¡kpeV$u“p “pmp ‘pk¡‘yr“s‘pL®$ kp¡kpeV$u“p “pmp ‘pk¡‘yr“s‘pL®$ kp¡kpeV$u“p “pmp ‘pk¡‘yr“s‘pL®$ kp¡kpeV$u“p “pmp ‘pk¡ 0 10 10 10 10 1

10.10.10.10.10. rhîp„su õdip“ “pmp ‘pk¡rhîp„su õdip“ “pmp ‘pk¡rhîp„su õdip“ “pmp ‘pk¡rhîp„su õdip“ “pmp ‘pk¡rhîp„su õdip“ “pmp ‘pk¡ 0 10 10 10 10 1

11.11.11.11.11. r“Tpd‘yfp d¡B“ fp¡X$ D‘f, k|ep® ag¡V$“u kpd¡r“Tpd‘yfp d¡B“ fp¡X$ D‘f, k|ep® ag¡V$“u kpd¡r“Tpd‘yfp d¡B“ fp¡X$ D‘f, k|ep® ag¡V$“u kpd¡r“Tpd‘yfp d¡B“ fp¡X$ D‘f, k|ep® ag¡V$“u kpd¡r“Tpd‘yfp d¡B“ fp¡X$ D‘f, k|ep® ag¡V$“u kpd¡ 0 10 10 10 10 1

12.12.12.12.12. aV$}gpBTf ‘pL®$ kp¡kpeV$u ‘pk¡aV$}gpBTf ‘pL®$ kp¡kpeV$u ‘pk¡aV$}gpBTf ‘pL®$ kp¡kpeV$u ‘pk¡aV$}gpBTf ‘pL®$ kp¡kpeV$u ‘pk¡aV$}gpBTf ‘pL®$ kp¡kpeV$u ‘pk¡ 0 10 10 10 10 1

13.13.13.13.13. rhðprdÓu rb°S> D5frhðprdÓu rb°S> D5frhðprdÓu rb°S> D5frhðprdÓu rb°S> D5frhðprdÓu rb°S> D5f 0 20 20 20 20 2

14.14.14.14.14. L$dpV$ubpN, kpbf Mp“p ‘pk¡L$dpV$ubpN, kpbf Mp“p ‘pk¡L$dpV$ubpN, kpbf Mp“p ‘pk¡L$dpV$ubpN, kpbf Mp“p ‘pk¡L$dpV$ubpN, kpbf Mp“p ‘pk¡ 0 10 10 10 10 1

15.15.15.15.15. L$dpV$ubpN, lfZ Mp“p ‘pk¡L$dpV$ubpN, lfZ Mp“p ‘pk¡L$dpV$ubpN, lfZ Mp“p ‘pk¡L$dpV$ubpN, lfZ Mp“p ‘pk¡L$dpV$ubpN, lfZ Mp“p ‘pk¡ 0 10 10 10 10 1

16.16.16.16.16. L$dpV$ubpN, r“gNpe ‘pk¡L$dpV$ubpN, r“gNpe ‘pk¡L$dpV$ubpN, r“gNpe ‘pk¡L$dpV$ubpN, r“gNpe ‘pk¡L$dpV$ubpN, r“gNpe ‘pk¡ 0 10 10 10 10 1

17.17.17.17.17. L$dpV$ubpN, gL$X$u ‘yg D‘fL$dpV$ubpN, gL$X$u ‘yg D‘fL$dpV$ubpN, gL$X$u ‘yg D‘fL$dpV$ubpN, gL$X$u ‘yg D‘fL$dpV$ubpN, gL$X$u ‘yg D‘f 0 10 10 10 10 1

18.18.18.18.18. “flfu rb°S> D‘f ‘l¡gp ’p„cg¡“flfu rb°S> D‘f ‘l¡gp ’p„cg¡“flfu rb°S> D‘f ‘l¡gp ’p„cg¡“flfu rb°S> D‘f ‘l¡gp ’p„cg¡“flfu rb°S> D‘f ‘l¡gp ’p„cg¡ 0 10 10 10 10 1

19.19.19.19.19. L$dpV$u‘yfp, ^p¡bu ^pV$ ‘pk¡L$dpV$u‘yfp, ^p¡bu ^pV$ ‘pk¡L$dpV$u‘yfp, ^p¡bu ^pV$ ‘pk¡L$dpV$u‘yfp, ^p¡bu ^pV$ ‘pk¡L$dpV$u‘yfp, ^p¡bu ^pV$ ‘pk¡ 0 10 10 10 10 1

20.20.20.20.20. L$dpV$u‘yfp, îu dl¡dyv$cpB“p Of ‘pk¡, rhcpN - ‘ ‘pR>mL$dpV$u‘yfp, îu dl¡dyv$cpB“p Of ‘pk¡, rhcpN - ‘ ‘pR>mL$dpV$u‘yfp, îu dl¡dyv$cpB“p Of ‘pk¡, rhcpN - ‘ ‘pR>mL$dpV$u‘yfp, îu dl¡dyv$cpB“p Of ‘pk¡, rhcpN - ‘ ‘pR>mL$dpV$u‘yfp, îu dl¡dyv$cpB“p Of ‘pk¡, rhcpN - ‘ ‘pR>m 0 10 10 10 10 1

21.21.21.21.21. L$dpV$u‘yfp, rhcpN-5“u bpSy> TpX$ ‘pk¡L$dpV$u‘yfp, rhcpN-5“u bpSy> TpX$ ‘pk¡L$dpV$u‘yfp, rhcpN-5“u bpSy> TpX$ ‘pk¡L$dpV$u‘yfp, rhcpN-5“u bpSy> TpX$ ‘pk¡L$dpV$u‘yfp, rhcpN-5“u bpSy> TpX$ ‘pk¡ 0 10 10 10 10 1

22.22.22.22.22. Sy>“p fZR>p¡X$Æ d„qv$f gudX$p“p TpX$ ‘pk¡Sy>“p fZR>p¡X$Æ d„qv$f gudX$p“p TpX$ ‘pk¡Sy>“p fZR>p¡X$Æ d„qv$f gudX$p“p TpX$ ‘pk¡Sy>“p fZR>p¡X$Æ d„qv$f gudX$p“p TpX$ ‘pk¡Sy>“p fZR>p¡X$Æ d„qv$f gudX$p“p TpX$ ‘pk¡ 0 10 10 10 10 1

Page 27: f hX$p¡v$fp dlp Nf‘prgL$p f

( 19 )(19 )(19 )(19 )(19 )

23.23.23.23.23. aÑ¡N„S> “heyN õLy$g“u ‘pR>m, fbpfuhpk îu Qud“cpB“p Of ‘pk¡aÑ¡N„S> “heyN õLy$g“u ‘pR>m, fbpfuhpk îu Qud“cpB“p Of ‘pk¡aÑ¡N„S> “heyN õLy$g“u ‘pR>m, fbpfuhpk îu Qud“cpB“p Of ‘pk¡aÑ¡N„S> “heyN õLy$g“u ‘pR>m, fbpfuhpk îu Qud“cpB“p Of ‘pk¡aÑ¡N„S> “heyN õLy$g“u ‘pR>m, fbpfuhpk îu Qud“cpB“p Of ‘pk¡ 0 10 10 10 10 1

24.24.24.24.24. aÑ¡N„S> “heyN õLy$g“u ‘pR>m, Åvy$Nf“u Ngudp„ qv$hpg D‘faÑ¡N„S> “heyN õLy$g“u ‘pR>m, Åvy$Nf“u Ngudp„ qv$hpg D‘faÑ¡N„S> “heyN õLy$g“u ‘pR>m, Åvy$Nf“u Ngudp„ qv$hpg D‘faÑ¡N„S> “heyN õLy$g“u ‘pR>m, Åvy$Nf“u Ngudp„ qv$hpg D‘faÑ¡N„S> “heyN õLy$g“u ‘pR>m, Åvy$Nf“u Ngudp„ qv$hpg D‘f 0 10 10 10 10 1

25.25.25.25.25. cp’yÆ“Nfdp„ ‘|rZ®dp kp¡kpeV$u“p “pmp ‘pk¡cp’yÆ“Nfdp„ ‘|rZ®dp kp¡kpeV$u“p “pmp ‘pk¡cp’yÆ“Nfdp„ ‘|rZ®dp kp¡kpeV$u“p “pmp ‘pk¡cp’yÆ“Nfdp„ ‘|rZ®dp kp¡kpeV$u“p “pmp ‘pk¡cp’yÆ“Nfdp„ ‘|rZ®dp kp¡kpeV$u“p “pmp ‘pk¡ 0 10 10 10 10 1

26.26.26.26.26. aÑ¡N„S> õdip“ sfa’u cp’yÆ“Nf d„qv$f ‘pk¡aÑ¡N„S> õdip“ sfa’u cp’yÆ“Nf d„qv$f ‘pk¡aÑ¡N„S> õdip“ sfa’u cp’yÆ“Nf d„qv$f ‘pk¡aÑ¡N„S> õdip“ sfa’u cp’yÆ“Nf d„qv$f ‘pk¡aÑ¡N„S> õdip“ sfa’u cp’yÆ“Nf d„qv$f ‘pk¡ 0 10 10 10 10 1

27.27.27.27.27. ‘¡Þi“‘yfp ‘V¡$g Qp¡L$ bpghpX$u ‘pk¡‘¡Þi“‘yfp ‘V¡$g Qp¡L$ bpghpX$u ‘pk¡‘¡Þi“‘yfp ‘V¡$g Qp¡L$ bpghpX$u ‘pk¡‘¡Þi“‘yfp ‘V¡$g Qp¡L$ bpghpX$u ‘pk¡‘¡Þi“‘yfp ‘V¡$g Qp¡L$ bpghpX$u ‘pk¡ 0 10 10 10 10 1

28.28.28.28.28. ‘¡Þi“‘yfp Ap„b¡X$L$f Qp¡L$, cp’yÆ d„qv$f“u bpSy>dp„‘¡Þi“‘yfp Ap„b¡X$L$f Qp¡L$, cp’yÆ d„qv$f“u bpSy>dp„‘¡Þi“‘yfp Ap„b¡X$L$f Qp¡L$, cp’yÆ d„qv$f“u bpSy>dp„‘¡Þi“‘yfp Ap„b¡X$L$f Qp¡L$, cp’yÆ d„qv$f“u bpSy>dp„‘¡Þi“‘yfp Ap„b¡X$L$f Qp¡L$, cp’yÆ d„qv$f“u bpSy>dp„ 0 10 10 10 10 1

29.29.29.29.29. ‘¡Þi“‘yfp îu Bb°pludcpB i¡M“p Of ‘pk¡‘¡Þi“‘yfp îu Bb°pludcpB i¡M“p Of ‘pk¡‘¡Þi“‘yfp îu Bb°pludcpB i¡M“p Of ‘pk¡‘¡Þi“‘yfp îu Bb°pludcpB i¡M“p Of ‘pk¡‘¡Þi“‘yfp îu Bb°pludcpB i¡M“p Of ‘pk¡ 0 10 10 10 10 1

hluhV$u hp¡X®$ “„bf : 830.30.30.30.30. “pNfhpX$p, MpkhpX$u “hp ‘yg D‘f“pNfhpX$p, MpkhpX$u “hp ‘yg D‘f“pNfhpX$p, MpkhpX$u “hp ‘yg D‘f“pNfhpX$p, MpkhpX$u “hp ‘yg D‘f“pNfhpX$p, MpkhpX$u “hp ‘yg D‘f 0 10 10 10 10 1

31.31.31.31.31. Np¡thv$“Nf, “pL$p ‘yg D‘fNp¡thv$“Nf, “pL$p ‘yg D‘fNp¡thv$“Nf, “pL$p ‘yg D‘fNp¡thv$“Nf, “pL$p ‘yg D‘fNp¡thv$“Nf, “pL$p ‘yg D‘f 0 10 10 10 10 1

32.32.32.32.32. L$dpV$ubpN, bpg cyh““p„ Mp„Qpdp„ “v$u“u ^pf¡L$dpV$ubpN, bpg cyh““p„ Mp„Qpdp„ “v$u“u ^pf¡L$dpV$ubpN, bpg cyh““p„ Mp„Qpdp„ “v$u“u ^pf¡L$dpV$ubpN, bpg cyh““p„ Mp„Qpdp„ “v$u“u ^pf¡L$dpV$ubpN, bpg cyh““p„ Mp„Qpdp„ “v$u“u ^pf¡ 0 10 10 10 10 1

33.33.33.33.33. L$dpV$ubpN, L$pd“p’ S>sp„ “p“p ‘yg D5fL$dpV$ubpN, L$pd“p’ S>sp„ “p“p ‘yg D5fL$dpV$ubpN, L$pd“p’ S>sp„ “p“p ‘yg D5fL$dpV$ubpN, L$pd“p’ S>sp„ “p“p ‘yg D5fL$dpV$ubpN, L$pd“p’ S>sp„ “p“p ‘yg D5f 0 10 10 10 10 1

34.34.34.34.34. L$dpV$ubpN, S>gpfpd S>sp„ fõs¡L$dpV$ubpN, S>gpfpd S>sp„ fõs¡L$dpV$ubpN, S>gpfpd S>sp„ fõs¡L$dpV$ubpN, S>gpfpd S>sp„ fõs¡L$dpV$ubpN, S>gpfpd S>sp„ fõs¡ 0 20 20 20 20 2

35.35.35.35.35. L$dpV$ubpN, T| X$pef¡L$V$fîu“p dL$p“ ‘pk¡L$dpV$ubpN, T| X$pef¡L$V$fîu“p dL$p“ ‘pk¡L$dpV$ubpN, T| X$pef¡L$V$fîu“p dL$p“ ‘pk¡L$dpV$ubpN, T| X$pef¡L$V$fîu“p dL$p“ ‘pk¡L$dpV$ubpN, T| X$pef¡L$V$fîu“p dL$p“ ‘pk¡ 0 30 30 30 30 3

36.36.36.36.36. L$dpV$ubpN, f]R> Mp“p ‘pk¡L$dpV$ubpN, f]R> Mp“p ‘pk¡L$dpV$ubpN, f]R> Mp“p ‘pk¡L$dpV$ubpN, f]R> Mp“p ‘pk¡L$dpV$ubpN, f]R> Mp“p ‘pk¡ 0 20 20 20 20 2

37.37.37.37.37. L$dpV$ubpN, AS>Nf Of ‘pk¡L$dpV$ubpN, AS>Nf Of ‘pk¡L$dpV$ubpN, AS>Nf Of ‘pk¡L$dpV$ubpN, AS>Nf Of ‘pk¡L$dpV$ubpN, AS>Nf Of ‘pk¡ 0 10 10 10 10 1

38.38.38.38.38. L$dpV$ubpN ‘pk¡, “flfu ‘yg D‘fL$dpV$ubpN ‘pk¡, “flfu ‘yg D‘fL$dpV$ubpN ‘pk¡, “flfu ‘yg D‘fL$dpV$ubpN ‘pk¡, “flfu ‘yg D‘fL$dpV$ubpN ‘pk¡, “flfu ‘yg D‘f 0 30 30 30 30 3

39.39.39.39.39. L$ëepZ“Nf, T|‘X$‘Ë$u lºk¡“u Qp¡L$L$ëepZ“Nf, T|‘X$‘Ë$u lºk¡“u Qp¡L$L$ëepZ“Nf, T|‘X$‘Ë$u lºk¡“u Qp¡L$L$ëepZ“Nf, T|‘X$‘Ë$u lºk¡“u Qp¡L$L$ëepZ“Nf, T|‘X$‘Ë$u lºk¡“u Qp¡L$ 0 10 10 10 10 1

40.40.40.40.40. L$ëepZ“Nf, T|‘X$‘Ë$u spÆephpgu NguL$ëepZ“Nf, T|‘X$‘Ë$u spÆephpgu NguL$ëepZ“Nf, T|‘X$‘Ë$u spÆephpgu NguL$ëepZ“Nf, T|‘X$‘Ë$u spÆephpgu NguL$ëepZ“Nf, T|‘X$‘Ë$u spÆephpgu Ngu 0 10 10 10 10 1

41.41.41.41.41. L$ëepZ“Nf, T|„‘X$‘Ë$u AS>d¡fu dlp¡‰p¡L$ëepZ“Nf, T|„‘X$‘Ë$u AS>d¡fu dlp¡‰p¡L$ëepZ“Nf, T|„‘X$‘Ë$u AS>d¡fu dlp¡‰p¡L$ëepZ“Nf, T|„‘X$‘Ë$u AS>d¡fu dlp¡‰p¡L$ëepZ“Nf, T|„‘X$‘Ë$u AS>d¡fu dlp¡‰p¡ 0 30 30 30 30 3

42.42.42.42.42. L$ëepZ“Nf, T|„‘X$‘Ë$u lfuS>“ hpkL$ëepZ“Nf, T|„‘X$‘Ë$u lfuS>“ hpkL$ëepZ“Nf, T|„‘X$‘Ë$u lfuS>“ hpkL$ëepZ“Nf, T|„‘X$‘Ë$u lfuS>“ hpkL$ëepZ“Nf, T|„‘X$‘Ë$u lfuS>“ hpk 0 10 10 10 10 1

43.43.43.43.43. L$ëepZ“Nf, T|„‘X$‘Ë$u Quõsuep dÆõv$ ‘W$pZ dlp¡‰p¡L$ëepZ“Nf, T|„‘X$‘Ë$u Quõsuep dÆõv$ ‘W$pZ dlp¡‰p¡L$ëepZ“Nf, T|„‘X$‘Ë$u Quõsuep dÆõv$ ‘W$pZ dlp¡‰p¡L$ëepZ“Nf, T|„‘X$‘Ë$u Quõsuep dÆõv$ ‘W$pZ dlp¡‰p¡L$ëepZ“Nf, T|„‘X$‘Ë$u Quõsuep dÆõv$ ‘W$pZ dlp¡‰p¡ 0 10 10 10 10 1

44.44.44.44.44. L$pf¡gubpN, L$pkdlpgp ‘yg D5fL$pf¡gubpN, L$pkdlpgp ‘yg D5fL$pf¡gubpN, L$pkdlpgp ‘yg D5fL$pf¡gubpN, L$pkdlpgp ‘yg D5fL$pf¡gubpN, L$pkdlpgp ‘yg D5f 0 20 20 20 20 2

45.45.45.45.45. L$pf¡gubpN, Np„^u“Nf kp¡kpeV$u “v$u“u ^pf¡L$pf¡gubpN, Np„^u“Nf kp¡kpeV$u “v$u“u ^pf¡L$pf¡gubpN, Np„^u“Nf kp¡kpeV$u “v$u“u ^pf¡L$pf¡gubpN, Np„^u“Nf kp¡kpeV$u “v$u“u ^pf¡L$pf¡gubpN, Np„^u“Nf kp¡kpeV$u “v$u“u ^pf¡ 0 10 10 10 10 1

46.46.46.46.46. L$pf¡gubpN, S>e A„b¡“NfL$pf¡gubpN, S>e A„b¡“NfL$pf¡gubpN, S>e A„b¡“NfL$pf¡gubpN, S>e A„b¡“NfL$pf¡gubpN, S>e A„b¡“Nf 0 10 10 10 10 1

47.47.47.47.47. L$pf¡gubpN, kepÆ kp¡kpeV$uL$pf¡gubpN, kepÆ kp¡kpeV$uL$pf¡gubpN, kepÆ kp¡kpeV$uL$pf¡gubpN, kepÆ kp¡kpeV$uL$pf¡gubpN, kepÆ kp¡kpeV$u 0 20 20 20 20 2

48.48.48.48.48. L$pf¡gubpN, Np¡thv$“Nf cp’yÆ d„qv$f ‘pk¡L$pf¡gubpN, Np¡thv$“Nf cp’yÆ d„qv$f ‘pk¡L$pf¡gubpN, Np¡thv$“Nf cp’yÆ d„qv$f ‘pk¡L$pf¡gubpN, Np¡thv$“Nf cp’yÆ d„qv$f ‘pk¡L$pf¡gubpN, Np¡thv$“Nf cp’yÆ d„qv$f ‘pk¡ 0 30 30 30 30 3

49.49.49.49.49. L$pf¡gubpN, Np¡thv$“Nf d¡B“ fp¡X$L$pf¡gubpN, Np¡thv$“Nf d¡B“ fp¡X$L$pf¡gubpN, Np¡thv$“Nf d¡B“ fp¡X$L$pf¡gubpN, Np¡thv$“Nf d¡B“ fp¡X$L$pf¡gubpN, Np¡thv$“Nf d¡B“ fp¡X$ 0 30 30 30 30 3

50.50.50.50.50. kgpV$hpX$p, “hp^f dlp¡‰p¡, Ål¡f k„X$pk ‘pR>mkgpV$hpX$p, “hp^f dlp¡‰p¡, Ål¡f k„X$pk ‘pR>mkgpV$hpX$p, “hp^f dlp¡‰p¡, Ål¡f k„X$pk ‘pR>mkgpV$hpX$p, “hp^f dlp¡‰p¡, Ål¡f k„X$pk ‘pR>mkgpV$hpX$p, “hp^f dlp¡‰p¡, Ål¡f k„X$pk ‘pR>m 0 10 10 10 10 1

51.51.51.51.51. “hu^fsu, fbpfuhpk“hu^fsu, fbpfuhpk“hu^fsu, fbpfuhpk“hu^fsu, fbpfuhpk“hu^fsu, fbpfuhpk 0 20 20 20 20 2

52.52.52.52.52. “hu^fsu, bNuQp ‘pk¡“hu^fsu, bNuQp ‘pk¡“hu^fsu, bNuQp ‘pk¡“hu^fsu, bNuQp ‘pk¡“hu^fsu, bNuQp ‘pk¡ 0 10 10 10 10 1

53.53.53.53.53. “hu^fsu, QsyfcpB“u Qpg“hu^fsu, QsyfcpB“u Qpg“hu^fsu, QsyfcpB“u Qpg“hu^fsu, QsyfcpB“u Qpg“hu^fsu, QsyfcpB“u Qpg 0 20 20 20 20 2

54.54.54.54.54. kgpV$hpX$p, sygkubpB“u Qpg “v$u“p Y$pm¡kgpV$hpX$p, sygkubpB“u Qpg “v$u“p Y$pm¡kgpV$hpX$p, sygkubpB“u Qpg “v$u“p Y$pm¡kgpV$hpX$p, sygkubpB“u Qpg “v$u“p Y$pm¡kgpV$hpX$p, sygkubpB“u Qpg “v$u“p Y$pm¡ 0 10 10 10 10 1

55.55.55.55.55. kgpV$hpX$p, sygkubpB“u Qpg fbpfuhpkkgpV$hpX$p, sygkubpB“u Qpg fbpfuhpkkgpV$hpX$p, sygkubpB“u Qpg fbpfuhpkkgpV$hpX$p, sygkubpB“u Qpg fbpfuhpkkgpV$hpX$p, sygkubpB“u Qpg fbpfuhpk 0 10 10 10 10 1

56.56.56.56.56. kgpV$hpX$p, sygkubpB“u Qpg bmuepv$¡h d„qv$f ‘pk¡kgpV$hpX$p, sygkubpB“u Qpg bmuepv$¡h d„qv$f ‘pk¡kgpV$hpX$p, sygkubpB“u Qpg bmuepv$¡h d„qv$f ‘pk¡kgpV$hpX$p, sygkubpB“u Qpg bmuepv$¡h d„qv$f ‘pk¡kgpV$hpX$p, sygkubpB“u Qpg bmuepv$¡h d„qv$f ‘pk¡ 0 10 10 10 10 1

Page 28: f hX$p¡v$fp dlp Nf‘prgL$p f

( 20 )(20 )(20 )(20 )(20 )

57.57.57.57.57. kgpV$hpX$p, sygkubpB“u Qpg bpfp¡V$ dlp¡‰p¡kgpV$hpX$p, sygkubpB“u Qpg bpfp¡V$ dlp¡‰p¡kgpV$hpX$p, sygkubpB“u Qpg bpfp¡V$ dlp¡‰p¡kgpV$hpX$p, sygkubpB“u Qpg bpfp¡V$ dlp¡‰p¡kgpV$hpX$p, sygkubpB“u Qpg bpfp¡V$ dlp¡‰p¡ 0 10 10 10 10 1

58.58.58.58.58. Þey klep¡N“Nf îu hpO¡gp“p Of ‘pk¡Þey klep¡N“Nf îu hpO¡gp“p Of ‘pk¡Þey klep¡N“Nf îu hpO¡gp“p Of ‘pk¡Þey klep¡N“Nf îu hpO¡gp“p Of ‘pk¡Þey klep¡N“Nf îu hpO¡gp“p Of ‘pk¡ 0 10 10 10 10 1

59.59.59.59.59. ehs¡ðf L$ç‘pDÞX$ehs¡ðf L$ç‘pDÞX$ehs¡ðf L$ç‘pDÞX$ehs¡ðf L$ç‘pDÞX$ehs¡ðf L$ç‘pDÞX$ 0 20 20 20 20 2

v$rnZ Tp¡“hluhV$u hp¡X®$ “„bf : 3

1 .1 .1 .1 .1 . X$cp¡B fp¡X$ ê$‘pf¡g L$p„k dlp“Nf kpd¡X$cp¡B fp¡X$ ê$‘pf¡g L$p„k dlp“Nf kpd¡X$cp¡B fp¡X$ ê$‘pf¡g L$p„k dlp“Nf kpd¡X$cp¡B fp¡X$ ê$‘pf¡g L$p„k dlp“Nf kpd¡X$cp¡B fp¡X$ ê$‘pf¡g L$p„k dlp“Nf kpd¡ 0 10 10 10 10 1

2 .2 .2 .2 .2 . X$cp¡B fp¡X$ “rh “NfuX$cp¡B fp¡X$ “rh “NfuX$cp¡B fp¡X$ “rh “NfuX$cp¡B fp¡X$ “rh “NfuX$cp¡B fp¡X$ “rh “Nfu 0 10 10 10 10 1

hluhV$u hp¡X®$ “„bf : 43 .3 .3 .3 .3 . kp¡“p V¡$L$fu smhp ‘pk¡kp¡“p V¡$L$fu smhp ‘pk¡kp¡“p V¡$L$fu smhp ‘pk¡kp¡“p V¡$L$fu smhp ‘pk¡kp¡“p V¡$L$fu smhp ‘pk¡ 0 10 10 10 10 1

4 .4 .4 .4 .4 . L©$óZ“Nf ^p^f¡V$uepL©$óZ“Nf ^p^f¡V$uepL©$óZ“Nf ^p^f¡V$uepL©$óZ“Nf ^p^f¡V$uepL©$óZ“Nf ^p^f¡V$uep 0 20 20 20 20 2

hluhV$u hp¡X®$ “„bf : 125 .5 .5 .5 .5 . dL$f‘yfp, k|e®“Nf ÆÆdpsp smph D‘fdL$f‘yfp, k|e®“Nf ÆÆdpsp smph D‘fdL$f‘yfp, k|e®“Nf ÆÆdpsp smph D‘fdL$f‘yfp, k|e®“Nf ÆÆdpsp smph D‘fdL$f‘yfp, k|e®“Nf ÆÆdpsp smph D‘f 0 10 10 10 10 1

6 .6 .6 .6 .6 . Å„byAp rb°S>, Å„byAp “l¡fÅ„byAp rb°S>, Å„byAp “l¡fÅ„byAp rb°S>, Å„byAp “l¡fÅ„byAp rb°S>, Å„byAp “l¡fÅ„byAp rb°S>, Å„byAp “l¡f 0 20 20 20 20 2

7 .7 .7 .7 .7 . hX$kf fpW$p¡X$uep hpkhX$kf fpW$p¡X$uep hpkhX$kf fpW$p¡X$uep hpkhX$kf fpW$p¡X$uep hpkhX$kf fpW$p¡X$uep hpk 0 10 10 10 10 1

8 .8 .8 .8 .8 . hX$kf L$p¡V$“p’ dlpv$¡h S>hp“p fõs¡hX$kf L$p¡V$“p’ dlpv$¡h S>hp“p fõs¡hX$kf L$p¡V$“p’ dlpv$¡h S>hp“p fõs¡hX$kf L$p¡V$“p’ dlpv$¡h S>hp“p fõs¡hX$kf L$p¡V$“p’ dlpv$¡h S>hp“p fõs¡ 0 10 10 10 10 1

9 .9 .9 .9 .9 . hX$kf dlpv$¡h d„qv$f smph ‘pk¡hX$kf dlpv$¡h d„qv$f smph ‘pk¡hX$kf dlpv$¡h d„qv$f smph ‘pk¡hX$kf dlpv$¡h d„qv$f smph ‘pk¡hX$kf dlpv$¡h d„qv$f smph ‘pk¡ 0 10 10 10 10 1

S>ê$fueps s\p dp„NZuhpmp õ\mp¡ `f h^pfp_p ap¡L$kp¡ d|L$hp_u ìehõ\p L$pe® pgL$ CS>_¡f (õV²$uV$ gpCV$) L$f¡ R>¡.“p¢ : L$pe®‘pgL$ BS>“¡f (õV²$uV$gpBV$)A¡ S>¡ s¡ rhõspf“p Aprk. çeyr“rk‘g L$rdi“f (Tp¡“) s’p L$pe®‘pgL$L$pe®‘pgL$ BS>“¡f (õV²$uV$gpBV$)A¡ S>¡ s¡ rhõspf“p Aprk. çeyr“rk‘g L$rdi“f (Tp¡“) s’p L$pe®‘pgL$L$pe®‘pgL$ BS>“¡f (õV²$uV$gpBV$)A¡ S>¡ s¡ rhõspf“p Aprk. çeyr“rk‘g L$rdi“f (Tp¡“) s’p L$pe®‘pgL$L$pe®‘pgL$ BS>“¡f (õV²$uV$gpBV$)A¡ S>¡ s¡ rhõspf“p Aprk. çeyr“rk‘g L$rdi“f (Tp¡“) s’p L$pe®‘pgL$L$pe®‘pgL$ BS>“¡f (õV²$uV$gpBV$)A¡ S>¡ s¡ rhõspf“p Aprk. çeyr“rk‘g L$rdi“f (Tp¡“) s’p L$pe®‘pgL$

BS>“¡f (Tp¡“)“p¡ k„‘L®$ L$fu spfuM : 1-6-2019 ‘l¡gp ap¡L$k gNpX$hp“u epv$u s¥epf L$fphhu.BS>“¡f (Tp¡“)“p¡ k„‘L®$ L$fu spfuM : 1-6-2019 ‘l¡gp ap¡L$k gNpX$hp“u epv$u s¥epf L$fphhu.BS>“¡f (Tp¡“)“p¡ k„‘L®$ L$fu spfuM : 1-6-2019 ‘l¡gp ap¡L$k gNpX$hp“u epv$u s¥epf L$fphhu.BS>“¡f (Tp¡“)“p¡ k„‘L®$ L$fu spfuM : 1-6-2019 ‘l¡gp ap¡L$k gNpX$hp“u epv$u s¥epf L$fphhu.BS>“¡f (Tp¡“)“p¡ k„‘L®$ L$fu spfuM : 1-6-2019 ‘l¡gp ap¡L$k gNpX$hp“u epv$u s¥epf L$fphhu.

`qfqiô$ - "X$'

aqfepv$$ L¡$ÞÖp¡Ap¡qak ap¡_ Ap¡qak ap¡_

hluhV$u hp¡X®$ _„. : 2hluhV$u hp¡X®$ _„. : 2hluhV$u hp¡X®$ _„. : 2hluhV$u hp¡X®$ _„. : 2hluhV$u hp¡X®$ _„. : 2/1/1/1/1/1 24623672462367246236724623672462367, 99789 58594, 99789 58594, 99789 58594, 99789 58594, 99789 58594 hluhV$u hp¡X®$ _„. : 3hluhV$u hp¡X®$ _„. : 3hluhV$u hp¡X®$ _„. : 3hluhV$u hp¡X®$ _„. : 3hluhV$u hp¡X®$ _„. : 3 2511616, 99796 13689 2511616, 99796 13689 2511616, 99796 13689 2511616, 99796 13689 2511616, 99796 13689

hluhV$u hp¡X®$ _„. : 4hluhV$u hp¡X®$ _„. : 4hluhV$u hp¡X®$ _„. : 4hluhV$u hp¡X®$ _„. : 4hluhV$u hp¡X®$ _„. : 4 98796 13689 98796 13689 98796 13689 98796 13689 98796 13689 hluhV$u hp¡X®$ _„. : 5hluhV$u hp¡X®$ _„. : 5hluhV$u hp¡X®$ _„. : 5hluhV$u hp¡X®$ _„. : 5hluhV$u hp¡X®$ _„. : 5/8 99789 58596/8 99789 58596/8 99789 58596/8 99789 58596/8 99789 58596

hluhV$u hp¡X®$ _„. : 6hluhV$u hp¡X®$ _„. : 6hluhV$u hp¡X®$ _„. : 6hluhV$u hp¡X®$ _„. : 6hluhV$u hp¡X®$ _„. : 6 23105692310569231056923105692310569, 99099 15259, 99099 15259, 99099 15259, 99099 15259, 99099 15259 hluhV$u hp¡X®$ _„. : 7hluhV$u hp¡X®$ _„. : 7hluhV$u hp¡X®$ _„. : 7hluhV$u hp¡X®$ _„. : 7hluhV$u hp¡X®$ _„. : 7 99789 58596 99789 58596 99789 58596 99789 58596 99789 58596

hluhV$u hp¡X®$ _„. : 9hluhV$u hp¡X®$ _„. : 9hluhV$u hp¡X®$ _„. : 9hluhV$u hp¡X®$ _„. : 9hluhV$u hp¡X®$ _„. : 9 2565770, 99789 585942565770, 99789 585942565770, 99789 585942565770, 99789 585942565770, 99789 58594 hluhV$u hp¡X®$ _„. : 10hluhV$u hp¡X®$ _„. : 10hluhV$u hp¡X®$ _„. : 10hluhV$u hp¡X®$ _„. : 10hluhV$u hp¡X®$ _„. : 10 98796 15030 98796 15030 98796 15030 98796 15030 98796 15030

hluhV$u hp¡X®$ _„. : 11hluhV$u hp¡X®$ _„. : 11hluhV$u hp¡X®$ _„. : 11hluhV$u hp¡X®$ _„. : 11hluhV$u hp¡X®$ _„. : 11 23984032398403239840323984032398403, 99099 15259, 99099 15259, 99099 15259, 99099 15259, 99099 15259 hluhV$u hp¡X®$ _„bf : 12 hluhV$u hp¡X®$ _„bf : 12 hluhV$u hp¡X®$ _„bf : 12 hluhV$u hp¡X®$ _„bf : 12 hluhV$u hp¡X®$ _„bf : 12 2634859 2634859 2634859 2634859 2634859

Æ.ApC.X$u.ku. (L$p¡d.)Æ.ApC.X$u.ku. (L$p¡d.)Æ.ApC.X$u.ku. (L$p¡d.)Æ.ApC.X$u.ku. (L$p¡d.)Æ.ApC.X$u.ku. (L$p¡d.) 99789 5859599789 5859599789 5859599789 5859599789 58595 õV²$uV$ gpCV$õV²$uV$ gpCV$õV²$uV$ gpCV$õV²$uV$ gpCV$õV²$uV$ gpCV$ BdfS>Þku k¡gBdfS>Þku k¡gBdfS>Þku k¡gBdfS>Þku k¡gBdfS>Þku k¡g 2434216,98796136882434216,98796136882434216,98796136882434216,98796136882434216,9879613688

24 # 7 õV²$uV$gpBV$ aqfepv$DÑf Tp¡“ hp¡X® $ “„bf : 7-8DÑf Tp¡“ hp¡X® $ “„bf : 7-8DÑf Tp¡“ hp¡X® $ “„bf : 7-8DÑf Tp¡“ hp¡X® $ “„bf : 7-8DÑf Tp¡“ hp¡X® $ “„bf : 7-8 76220 0103776220 0103776220 0103776220 0103776220 01037 ‘|h® Tp¡“ hp¡X®$ “„bf : 2-9‘|h® Tp¡“ hp¡X®$ “„bf : 2-9‘|h® Tp¡“ hp¡X®$ “„bf : 2-9‘|h® Tp¡“ hp¡X®$ “„bf : 2-9‘|h® Tp¡“ hp¡X®$ “„bf : 2-9 92655 6204192655 6204192655 6204192655 6204192655 62041

v$rnZ Tp¡“ hp¡X® $ “„bf : 3-4-12v$rnZ Tp¡“ hp¡X® $ “„bf : 3-4-12v$rnZ Tp¡“ hp¡X® $ “„bf : 3-4-12v$rnZ Tp¡“ hp¡X® $ “„bf : 3-4-12v$rnZ Tp¡“ hp¡X® $ “„bf : 3-4-12 70432 1426370432 1426370432 1426370432 1426370432 14263 ‘ròd Tp¡“ hp¡X® $ “„bf : 6-10-11‘ròd Tp¡“ hp¡X® $ “„bf : 6-10-11‘ròd Tp¡“ hp¡X® $ “„bf : 6-10-11‘ròd Tp¡“ hp¡X® $ “„bf : 6-10-11‘ròd Tp¡“ hp¡X® $ “„bf : 6-10-11 99789 2366499789 2366499789 2366499789 2366499789 23664

Page 29: f hX$p¡v$fp dlp Nf‘prgL$p f

( 21 )(21 )(21 )(21 )(21 )

-: kpef_ hNpX$hp_u Ùrs :-(1)(1)(1)(1)(1) 24 a|V$_u k`pV$uA¡ : (`|f_u k„crhs Q¡shZu dpV¡$) kpef_ kss 2 (`|f_u k„crhs Q¡shZu dpV¡$) kpef_ kss 2 (`|f_u k„crhs Q¡shZu dpV¡$) kpef_ kss 2 (`|f_u k„crhs Q¡shZu dpV¡$) kpef_ kss 2 (`|f_u k„crhs Q¡shZu dpV¡$) kpef_ kss 2 11111/////22222 du_uV$_p Npmp dpV¡$ km„N du_uV$_p Npmp dpV¡$ km„N du_uV$_p Npmp dpV¡$ km„N du_uV$_p Npmp dpV¡$ km„N du_uV$_p Npmp dpV¡$ km„N

hNpX$hy „.hNpX$hy „.hNpX$hy „.hNpX$hy „.hNpX$hy „.(2)(2)(2)(2)(2) 26 a|V$_u k`pV$uA¡ : (_pNqfL$p¡_¡ õ\mp„sf_u Q¡shZu Ap`hp dpV¡$) kpef_ 30 k¡L$ÞX$ Qpgy A_¡ 30 k¡L$ÞX$ (_pNqfL$p¡_¡ õ\mp„sf_u Q¡shZu Ap`hp dpV¡$) kpef_ 30 k¡L$ÞX$ Qpgy A_¡ 30 k¡L$ÞX$ (_pNqfL$p¡_¡ õ\mp„sf_u Q¡shZu Ap`hp dpV¡$) kpef_ 30 k¡L$ÞX$ Qpgy A_¡ 30 k¡L$ÞX$ (_pNqfL$p¡_¡ õ\mp„sf_u Q¡shZu Ap`hp dpV¡$) kpef_ 30 k¡L$ÞX$ Qpgy A_¡ 30 k¡L$ÞX$ (_pNqfL$p¡_¡ õ\mp„sf_u Q¡shZu Ap`hp dpV¡$) kpef_ 30 k¡L$ÞX$ Qpgy A_¡ 30 k¡L$ÞX$

h^yh^yh^yh^yh^yA¡ fus¡ R> hMs hpNi¡ A¡V$g¡ L¡$ Ly$g - 5 A¡ fus¡ R> hMs hpNi¡ A¡V$g¡ L¡$ Ly$g - 5 A¡ fus¡ R> hMs hpNi¡ A¡V$g¡ L¡$ Ly$g - 5 A¡ fus¡ R> hMs hpNi¡ A¡V$g¡ L¡$ Ly$g - 5 A¡ fus¡ R> hMs hpNi¡ A¡V$g¡ L¡$ Ly$g - 5 11111/////22222 du_uV$_p Npmpdp„ hpNi¡. du_uV$_p Npmpdp„ hpNi¡. du_uV$_p Npmpdp„ hpNi¡. du_uV$_p Npmpdp„ hpNi¡. du_uV$_p Npmpdp„ hpNi¡.

A¡_pDÞkd¡ÞV$ L$fhp_u Ùrs :- (ey. ku. X$u. _p r_ey¼s L$f¡gp õV$pa Üpfp)hX$p¡v$fp il¡f_p r_QpZhpmp cpNdp„ fl¡sp _pNqfL$p¡_¡ S>Zphhpdp„ Aph¡ R>¡ L¡$, rhðprdÓu _v$udp„ `pZu_y„hX$p¡v$fp il¡f_p r_QpZhpmp cpNdp„ fl¡sp _pNqfL$p¡_¡ S>Zphhpdp„ Aph¡ R>¡ L¡$, rhðprdÓu _v$udp„ `pZu_y„hX$p¡v$fp il¡f_p r_QpZhpmp cpNdp„ fl¡sp _pNqfL$p¡_¡ S>Zphhpdp„ Aph¡ R>¡ L¡$, rhðprdÓu _v$udp„ `pZu_y„hX$p¡v$fp il¡f_p r_QpZhpmp cpNdp„ fl¡sp _pNqfL$p¡_¡ S>Zphhpdp„ Aph¡ R>¡ L¡$, rhðprdÓu _v$udp„ `pZu_y„hX$p¡v$fp il¡f_p r_QpZhpmp cpNdp„ fl¡sp _pNqfL$p¡_¡ S>Zphhpdp„ Aph¡ R>¡ L¡$, rhðprdÓu _v$udp„ `pZu_y„

g¡hg h^u fl¡g R>¡ S>¡ ceS>_L$ k`pV$u ky^u `lp¢Qhp_u iL$esp R>¡ S>¡\u _uQpZhpmp rhõspf_p _pNqfL$p¡_¡g¡hg h^u fl¡g R>¡ S>¡ ceS>_L$ k`pV$u ky^u `lp¢Qhp_u iL$esp R>¡ S>¡\u _uQpZhpmp rhõspf_p _pNqfL$p¡_¡g¡hg h^u fl¡g R>¡ S>¡ ceS>_L$ k`pV$u ky^u `lp¢Qhp_u iL$esp R>¡ S>¡\u _uQpZhpmp rhõspf_p _pNqfL$p¡_¡g¡hg h^u fl¡g R>¡ S>¡ ceS>_L$ k`pV$u ky^u `lp¢Qhp_u iL$esp R>¡ S>¡\u _uQpZhpmp rhõspf_p _pNqfL$p¡_¡g¡hg h^u fl¡g R>¡ S>¡ ceS>_L$ k`pV$u ky^u `lp¢Qhp_u iL$esp R>¡ S>¡\u _uQpZhpmp rhõspf_p _pNqfL$p¡_¡Q¡shZu Ap`hpdp„ Aph¡ R>¡ L¡$, AkfN°õs _pNqfL$p¡A¡ kgpds õ\m¡ õ\mp„sf L$fhp rh_„su R>¡.Q¡shZu Ap`hpdp„ Aph¡ R>¡ L¡$, AkfN°õs _pNqfL$p¡A¡ kgpds õ\m¡ õ\mp„sf L$fhp rh_„su R>¡.Q¡shZu Ap`hpdp„ Aph¡ R>¡ L¡$, AkfN°õs _pNqfL$p¡A¡ kgpds õ\m¡ õ\mp„sf L$fhp rh_„su R>¡.Q¡shZu Ap`hpdp„ Aph¡ R>¡ L¡$, AkfN°õs _pNqfL$p¡A¡ kgpds õ\m¡ õ\mp„sf L$fhp rh_„su R>¡.Q¡shZu Ap`hpdp„ Aph¡ R>¡ L¡$, AkfN°õs _pNqfL$p¡A¡ kgpds õ\m¡ õ\mp„sf L$fhp rh_„su R>¡.ê$V$ _„bf : 1 rhðprdÓu _v$u_p |f_p pZu_p¡ AkfN°õs rhõspf dpBL$ a¡fhhp_p¡ ê$V$ :-

Ar‚ip„su L¡$ÞÖ\u _k]N lp¡d \B BÞv$ufp A¡hÞey fp¡X$ \B eis¡ðf L„`pDÞX$ bfp¡X$p Ap¡V$p ¡dp¡bpBëk,Ar‚ip„su L¡$ÞÖ\u _k]N lp¡d \B BÞv$ufp A¡hÞey fp¡X$ \B eis¡ðf L„`pDÞX$ bfp¡X$p Ap¡V$p ¡dp¡bpBëk,Ar‚ip„su L¡$ÞÖ\u _k]N lp¡d \B BÞv$ufp A¡hÞey fp¡X$ \B eis¡ðf L„`pDÞX$ bfp¡X$p Ap¡V$p ¡dp¡bpBëk,Ar‚ip„su L¡$ÞÖ\u _k]N lp¡d \B BÞv$ufp A¡hÞey fp¡X$ \B eis¡ðf L„`pDÞX$ bfp¡X$p Ap¡V$p ¡dp¡bpBëk,Ar‚ip„su L¡$ÞÖ\u _k]N lp¡d \B BÞv$ufp A¡hÞey fp¡X$ \B eis¡ðf L„`pDÞX$ bfp¡X$p Ap¡V$p ¡dp¡bpBëk,fpS>îu V$p¡L$uT_p dpN® `f\u Å„byhpX$u, `fiyfpd cÌ$p¡, L$pgyduep_p¡ cÌ$p¡, `fiyfpd _Nf \B L$X$L$ bÅf f¡ëh¡fpS>îu V$p¡L$uT_p dpN® `f\u Å„byhpX$u, `fiyfpd cÌ$p¡, L$pgyduep_p¡ cÌ$p¡, `fiyfpd _Nf \B L$X$L$ bÅf f¡ëh¡fpS>îu V$p¡L$uT_p dpN® `f\u Å„byhpX$u, `fiyfpd cÌ$p¡, L$pgyduep_p¡ cÌ$p¡, `fiyfpd _Nf \B L$X$L$ bÅf f¡ëh¡fpS>îu V$p¡L$uT_p dpN® `f\u Å„byhpX$u, `fiyfpd cÌ$p¡, L$pgyduep_p¡ cÌ$p¡, `fiyfpd _Nf \B L$X$L$ bÅf f¡ëh¡fpS>îu V$p¡L$uT_p dpN® `f\u Å„byhpX$u, `fiyfpd cÌ$p¡, L$pgyduep_p¡ cÌ$p¡, `fiyfpd _Nf \B L$X$L$ bÅf f¡ëh¡õV¡$i__p Nf_pmp ky^u_p¡ fõsp¡ Ðep„\u f¡ëh¡ _pmp\u _uL$mu qv$_¡i dug_p fõs¡ AL$p¡V$p Npd_u `|h® sfa\u _v$u_p¡õV¡$i__p Nf_pmp ky^u_p¡ fõsp¡ Ðep„\u f¡ëh¡ _pmp\u _uL$mu qv$_¡i dug_p fõs¡ AL$p¡V$p Npd_u `|h® sfa\u _v$u_p¡õV¡$i__p Nf_pmp ky^u_p¡ fõsp¡ Ðep„\u f¡ëh¡ _pmp\u _uL$mu qv$_¡i dug_p fõs¡ AL$p¡V$p Npd_u `|h® sfa\u _v$u_p¡õV¡$i__p Nf_pmp ky^u_p¡ fõsp¡ Ðep„\u f¡ëh¡ _pmp\u _uL$mu qv$_¡i dug_p fõs¡ AL$p¡V$p Npd_u `|h® sfa\u _v$u_p¡õV¡$i__p Nf_pmp ky^u_p¡ fõsp¡ Ðep„\u f¡ëh¡ _pmp\u _uL$mu qv$_¡i dug_p fõs¡ AL$p¡V$p Npd_u `|h® sfa\u _v$u_p¡L$p „W$p ¡ \B dy„S>dlyX$p AV$gpv$fp `„`uN õV¡$i_ Ðep„\u NyS>fps V² ¡$L$V$f_p fõs¡ Ap¡hf rb°S> \B gpgbpN \B fpS>dl¡gL$p„W$p ¡ \B dy„S>dlyX$p AV$gpv$fp `„`uN õV¡$i_ Ðep„\u NyS>fps V² ¡$L$V$f_p fõs¡ Ap¡hf rb°S> \B gpgbpN \B fpS>dl¡gL$p„W$p ¡ \B dy„S>dlyX$p AV$gpv$fp `„`uN õV¡$i_ Ðep„\u NyS>fps V² ¡$L$V$f_p fõs¡ Ap¡hf rb°S> \B gpgbpN \B fpS>dl¡gL$p„W$p ¡ \B dy„S>dlyX$p AV$gpv$fp `„`uN õV¡$i_ Ðep„\u NyS>fps V² ¡$L$V$f_p fõs¡ Ap¡hf rb°S> \B gpgbpN \B fpS>dl¡gL$p„W$p ¡ \B dy„S>dlyX$p AV$gpv$fp `„`uN õV¡$i_ Ðep„\u NyS>fps V² ¡$L$V$f_p fõs¡ Ap¡hf rb°S> \B gpgbpN \B fpS>dl¡gfp¡X$\u `fs Ar‚ip„su L¡$ÞÖ...fp¡X$\u `fs Ar‚ip„su L¡$ÞÖ...fp¡X$\u `fs Ar‚ip„su L¡$ÞÖ...fp¡X$\u `fs Ar‚ip„su L¡$ÞÖ...fp¡X$\u `fs Ar‚ip„su L¡$ÞÖ...ê$V$ _„bf : 2 rhðprdÓu _v$u_p |f_p pZu_p¡ AkfN°õs rhõspfdp„ dpBL$ a¡fhhp_p¡ ê$V$ :-

Ar‚ip„su L¡$ÞÖ\u ip„spv$¡hu _k]N lp¡d \B L$p¡W$u L$Q¡fu_p fõs¡ Apfp^_p rk_¡dp `pk¡\u, v$hpMp_p_p¡Ar‚ip„su L¡$ÞÖ\u ip„spv$¡hu _k]N lp¡d \B L$p¡W$u L$Q¡fu_p fõs¡ Apfp^_p rk_¡dp `pk¡\u, v$hpMp_p_p¡Ar‚ip„su L¡$ÞÖ\u ip„spv$¡hu _k]N lp¡d \B L$p¡W$u L$Q¡fu_p fõs¡ Apfp^_p rk_¡dp `pk¡\u, v$hpMp_p_p¡Ar‚ip„su L¡$ÞÖ\u ip„spv$¡hu _k]N lp¡d \B L$p¡W$u L$Q¡fu_p fõs¡ Apfp^_p rk_¡dp `pk¡\u, v$hpMp_p_p¡Ar‚ip„su L¡$ÞÖ\u ip„spv$¡hu _k]N lp¡d \B L$p¡W$u L$Q¡fu_p fõs¡ Apfp^_p rk_¡dp `pk¡\u, v$hpMp_p_p¡rhõspf kfL$pfu L$hpV$k® L$dpV$ubpN_p fõs¡ R>¡‰p Tp„`p \B AÝep`L$ Ly$V$uf \B âsp`N„S>_u sdpd kp¡kpeV$urhõspf kfL$pfu L$hpV$k® L$dpV$ubpN_p fõs¡ R>¡‰p Tp„`p \B AÝep`L$ Ly$V$uf \B âsp`N„S>_u sdpd kp¡kpeV$urhõspf kfL$pfu L$hpV$k® L$dpV$ubpN_p fõs¡ R>¡‰p Tp„`p \B AÝep`L$ Ly$V$uf \B âsp`N„S>_u sdpd kp¡kpeV$urhõspf kfL$pfu L$hpV$k® L$dpV$ubpN_p fõs¡ R>¡‰p Tp„`p \B AÝep`L$ Ly$V$uf \B âsp`N„S>_u sdpd kp¡kpeV$urhõspf kfL$pfu L$hpV$k® L$dpV$ubpN_p fõs¡ R>¡‰p Tp„`p \B AÝep`L$ Ly$V$uf \B âsp`N„S>_u sdpd kp¡kpeV$us¡dS> _V$fpS> rk_¡dp_p¡ pR>m_p¡ rhõspf Ðep„\u bpv$ipl ApBk a¡L$V$fu \B fp¡Tfu lpBõLy$g \B d¡\p¡X$uõV$$ QQ®_us¡dS> _V$fpS> rk_¡dp_p¡ pR>m_p¡ rhõspf Ðep„\u bpv$ipl ApBk a¡L$V$fu \B fp¡Tfu lpBõLy$g \B d¡\p¡X$uõV$$ QQ®_us¡dS> _V$fpS> rk_¡dp_p¡ pR>m_p¡ rhõspf Ðep„\u bpv$ipl ApBk a¡L$V$fu \B fp¡Tfu lpBõLy$g \B d¡\p¡X$uõV$$ QQ®_us¡dS> _V$fpS> rk_¡dp_p¡ pR>m_p¡ rhõspf Ðep„\u bpv$ipl ApBk a¡L$V$fu \B fp¡Tfu lpBõLy$g \B d¡\p¡X$uõV$$ QQ®_us¡dS> _V$fpS> rk_¡dp_p¡ pR>m_p¡ rhõspf Ðep„\u bpv$ipl ApBk a¡L$V$fu \B fp¡Tfu lpBõLy$g \B d¡\p¡X$uõV$$ QQ®_u`pR>m_p¡ rhõspf L$ëepZ lp¡V$g_u pk¡_p¡ _uQpZhpmp¡ rhõspf _heyN õL|g pR>m_p¡ _uQpZhpmp¡ rhõspf Ðep„\u`pR>m_p¡ rhõspf L$ëepZ lp¡V$g_u pk¡_p¡ _uQpZhpmp¡ rhõspf _heyN õL|g pR>m_p¡ _uQpZhpmp¡ rhõspf Ðep„\u`pR>m_p¡ rhõspf L$ëepZ lp¡V$g_u pk¡_p¡ _uQpZhpmp¡ rhõspf _heyN õL|g pR>m_p¡ _uQpZhpmp¡ rhõspf Ðep„\u`pR>m_p¡ rhõspf L$ëepZ lp¡V$g_u pk¡_p¡ _uQpZhpmp¡ rhõspf _heyN õL|g pR>m_p¡ _uQpZhpmp¡ rhõspf Ðep„\u`pR>m_p¡ rhõspf L$ëepZ lp¡V$g_u pk¡_p¡ _uQpZhpmp¡ rhõspf _heyN õL|g pR>m_p¡ _uQpZhpmp¡ rhõspf Ðep„\ukv$f bÅf \B `ÓL$pf kp¡kpeV$u_p fõs¡ V¡$nV$pBg L$p¡gp¡_u, S>e¡i L$p¡gp¡_u\u fZR>p¡X$ ch_ \B qv$ìe`pL®$ kp¡.kv$f bÅf \B `ÓL$pf kp¡kpeV$u_p fõs¡ V¡$nV$pBg L$p¡gp¡_u, S>e¡i L$p¡gp¡_u\u fZR>p¡X$ ch_ \B qv$ìe`pL®$ kp¡.kv$f bÅf \B `ÓL$pf kp¡kpeV$u_p fõs¡ V¡$nV$pBg L$p¡gp¡_u, S>e¡i L$p¡gp¡_u\u fZR>p¡X$ ch_ \B qv$ìe`pL®$ kp¡.kv$f bÅf \B `ÓL$pf kp¡kpeV$u_p fõs¡ V¡$nV$pBg L$p¡gp¡_u, S>e¡i L$p¡gp¡_u\u fZR>p¡X$ ch_ \B qv$ìe`pL®$ kp¡.kv$f bÅf \B `ÓL$pf kp¡kpeV$u_p fõs¡ V¡$nV$pBg L$p¡gp¡_u, S>e¡i L$p¡gp¡_u\u fZR>p¡X$ ch_ \B qv$ìe`pL®$ kp¡.îu_Nf, _hpepX®$, Np¡fhp fpd_Nf, NdpZuep smph, âNrs _Nf, Np¡fhp `„QhV$u, r_g¡i _Nf, fp¡lus hpk,îu_Nf, _hpepX®$, Np¡fhp fpd_Nf, NdpZuep smph, âNrs _Nf, Np¡fhp `„QhV$u, r_g¡i _Nf, fp¡lus hpk,îu_Nf, _hpepX®$, Np¡fhp fpd_Nf, NdpZuep smph, âNrs _Nf, Np¡fhp `„QhV$u, r_g¡i _Nf, fp¡lus hpk,îu_Nf, _hpepX®$, Np¡fhp fpd_Nf, NdpZuep smph, âNrs _Nf, Np¡fhp `„QhV$u, r_g¡i _Nf, fp¡lus hpk,îu_Nf, _hpepX®$, Np¡fhp fpd_Nf, NdpZuep smph, âNrs _Nf, Np¡fhp `„QhV$u, r_g¡i _Nf, fp¡lus hpk,l_ydp_ amuey, rhS>e _Nf Np¡fhp\u `fs Ar‚ip„su ipMpl_ydp_ amuey, rhS>e _Nf Np¡fhp\u `fs Ar‚ip„su ipMpl_ydp_ amuey, rhS>e _Nf Np¡fhp\u `fs Ar‚ip„su ipMpl_ydp_ amuey, rhS>e _Nf Np¡fhp\u `fs Ar‚ip„su ipMpl_ydp_ amuey, rhS>e _Nf Np¡fhp\u `fs Ar‚ip„su ipMpê$V$ _„bf : 3 rhðprdÓu _v$u_p |f_p pZu_p¡ AkfN°õs rhõspfdp„ dpBL$ a¡fhhp_p¡ ê$V$ :-

Ar‚ip„rs L¡$ÞÖ\u fph`yfp V$phf \B _pNfhpX$p Qpf fõsp \B MpkhpX$u õdip__u `pR>m_p¡ rhõspf,Ar‚ip„rs L¡$ÞÖ\u fph`yfp V$phf \B _pNfhpX$p Qpf fõsp \B MpkhpX$u õdip__u `pR>m_p¡ rhõspf,Ar‚ip„rs L¡$ÞÖ\u fph`yfp V$phf \B _pNfhpX$p Qpf fõsp \B MpkhpX$u õdip__u `pR>m_p¡ rhõspf,Ar‚ip„rs L¡$ÞÖ\u fph`yfp V$phf \B _pNfhpX$p Qpf fõsp \B MpkhpX$u õdip__u `pR>m_p¡ rhõspf,Ar‚ip„rs L¡$ÞÖ\u fph`yfp V$phf \B _pNfhpX$p Qpf fõsp \B MpkhpX$u õdip__u `pR>m_p¡ rhõspf,blzQfpÆ d„v$uf_p¡ `pR>m_p¡ rhõspf Ðep„\u `fs \B k|fS> A¡õV¡$V$ s¡dS> s¡_u `pR>m_p L$pfMp_p s¡dS>blzQfpÆ d„v$uf_p¡ `pR>m_p¡ rhõspf Ðep„\u `fs \B k|fS> A¡õV¡$V$ s¡dS> s¡_u `pR>m_p L$pfMp_p s¡dS>blzQfpÆ d„v$uf_p¡ `pR>m_p¡ rhõspf Ðep„\u `fs \B k|fS> A¡õV¡$V$ s¡dS> s¡_u `pR>m_p L$pfMp_p s¡dS>blzQfpÆ d„v$uf_p¡ `pR>m_p¡ rhõspf Ðep„\u `fs \B k|fS> A¡õV¡$V$ s¡dS> s¡_u `pR>m_p L$pfMp_p s¡dS>blzQfpÆ d„v$uf_p¡ `pR>m_p¡ rhõspf Ðep„\u `fs \B k|fS> A¡õV¡$V$ s¡dS> s¡_u `pR>m_p L$pfMp_p s¡dS>T|„`X$`Ë$u_p¡ rhõspf Ðep„\u Nyê$L©$`p kp¡kpeV$u \B L$pf¡gubpN byÙv$¡h L$p¡gp¡_u, A¡d. ApB. Æ. L$hpV$k®,T|„`X$`Ë$u_p¡ rhõspf Ðep„\u Nyê$L©$`p kp¡kpeV$u \B L$pf¡gubpN byÙv$¡h L$p¡gp¡_u, A¡d. ApB. Æ. L$hpV$k®,T|„`X$`Ë$u_p¡ rhõspf Ðep„\u Nyê$L©$`p kp¡kpeV$u \B L$pf¡gubpN byÙv$¡h L$p¡gp¡_u, A¡d. ApB. Æ. L$hpV$k®,T|„`X$`Ë$u_p¡ rhõspf Ðep„\u Nyê$L©$`p kp¡kpeV$u \B L$pf¡gubpN byÙv$¡h L$p¡gp¡_u, A¡d. ApB. Æ. L$hpV$k®,T|„`X$`Ë$u_p¡ rhõspf Ðep„\u Nyê$L©$`p kp¡kpeV$u \B L$pf¡gubpN byÙv$¡h L$p¡gp¡_u, A¡d. ApB. Æ. L$hpV$k®,dpZ¡L$`pL®$, fbpfu hkpls, kepÆ`pL®$ Ðep„\u _uL$mu L$us}Ly „ $S> h‰c_Nf d¡ÞV$g lp¡qõ`V$g \B lfui_NfdpZ¡L$`pL®$, fbpfu hkpls, kepÆ`pL®$ Ðep„\u _uL$mu L$us}Ly „ $S> h‰c_Nf d¡ÞV$g lp¡qõ`V$g \B lfui_NfdpZ¡L$`pL®$, fbpfu hkpls, kepÆ`pL®$ Ðep„\u _uL$mu L$us}Ly „ $S> h‰c_Nf d¡ÞV$g lp¡qõ`V$g \B lfui_NfdpZ¡L$`pL®$, fbpfu hkpls, kepÆ`pL®$ Ðep„\u _uL$mu L$us}Ly „ $S> h‰c_Nf d¡ÞV$g lp¡qõ`V$g \B lfui_NfdpZ¡L$`pL®$, fbpfu hkpls, kepÆ`pL®$ Ðep„\u _uL$mu L$us}Ly „ $S> h‰c_Nf d¡ÞV$g lp¡qõ`V$g \B lfui_Nfkhp®_„v$, Ðep„\u `f \B Ape®L$Þep rhÛpge_u `pR>m_u sdpd kp¡kpeV$u ^_gÿdu, Np„^u_Nf, õV¡$V$ b¢L$, d¡Ov$|skhp®_„v$, Ðep„\u `f \B Ape®L$Þep rhÛpge_u `pR>m_u sdpd kp¡kpeV$u ^_gÿdu, Np„^u_Nf, õV¡$V$ b¢L$, d¡Ov$|skhp®_„v$, Ðep„\u `f \B Ape®L$Þep rhÛpge_u `pR>m_u sdpd kp¡kpeV$u ^_gÿdu, Np„^u_Nf, õV¡$V$ b¢L$, d¡Ov$|skhp®_„v$, Ðep„\u `f \B Ape®L$Þep rhÛpge_u `pR>m_u sdpd kp¡kpeV$u ^_gÿdu, Np„^u_Nf, õV¡$V$ b¢L$, d¡Ov$|skhp®_„v$, Ðep„\u `f \B Ape®L$Þep rhÛpge_u `pR>m_u sdpd kp¡kpeV$u ^_gÿdu, Np„^u_Nf, õV¡$V$ b¢L$, d¡Ov$|s\B L$pkdApgp_u `pNp_p¡ rhõspf Ðep„\u c|sX$u Tp„`p \B sygkuhpX$u_p¡ T|„`X$`Ë$u_p¡ rhõspf Ðep„\u as¡`yfp\B L$pkdApgp_u `pNp_p¡ rhõspf Ðep„\u c|sX$u Tp„`p \B sygkuhpX$u_p¡ T|„`X$`Ë$u_p¡ rhõspf Ðep„\u as¡`yfp\B L$pkdApgp_u `pNp_p¡ rhõspf Ðep„\u c|sX$u Tp„`p \B sygkuhpX$u_p¡ T|„`X$`Ë$u_p¡ rhõspf Ðep„\u as¡`yfp\B L$pkdApgp_u `pNp_p¡ rhõspf Ðep„\u c|sX$u Tp„`p \B sygkuhpX$u_p¡ T|„`X$`Ë$u_p¡ rhõspf Ðep„\u as¡`yfp\B L$pkdApgp_u `pNp_p¡ rhõspf Ðep„\u c|sX$u Tp„`p \B sygkuhpX$u_p¡ T|„`X$`Ë$u_p¡ rhõspf Ðep„\u as¡`yfpLy „cpfhpX$p, Mpfu sgphX$u Ly „cpfhpX$p, rhðL$dp® dlp¡‰p¡, lfZu fp¡X$, Ðep„\u `fs f„N ipmp_p¡ r_QpZhpmp¡ rhõspfLy „cpfhpX$p, Mpfu sgphX$u Ly „cpfhpX$p, rhðL$dp® dlp¡‰p¡, lfZu fp¡X$, Ðep„\u `fs f„N ipmp_p¡ r_QpZhpmp¡ rhõspfLy „cpfhpX$p, Mpfu sgphX$u Ly „cpfhpX$p, rhðL$dp® dlp¡‰p¡, lfZu fp¡X$, Ðep„\u `fs f„N ipmp_p¡ r_QpZhpmp¡ rhõspfLy „cpfhpX$p, Mpfu sgphX$u Ly „cpfhpX$p, rhðL$dp® dlp¡‰p¡, lfZu fp¡X$, Ðep„\u `fs f„N ipmp_p¡ r_QpZhpmp¡ rhõspfLy „cpfhpX$p, Mpfu sgphX$u Ly „cpfhpX$p, rhðL$dp® dlp¡‰p¡, lfZu fp¡X$, Ðep„\u `fs f„N ipmp_p¡ r_QpZhpmp¡ rhõspf\B kgpV$hpX$p rh_p¡bp cph¡ dpN® `f_p¡ DÑf sfa_p¡ cpN _hu ^fsu_p¡ ApX$u_p¡ qL$_pfp¡, Ap¡g BÞX$uep f¡X$uep¡\B kgpV$hpX$p rh_p¡bp cph¡ dpN® `f_p¡ DÑf sfa_p¡ cpN _hu ^fsu_p¡ ApX$u_p¡ qL$_pfp¡, Ap¡g BÞX$uep f¡X$uep¡\B kgpV$hpX$p rh_p¡bp cph¡ dpN® `f_p¡ DÑf sfa_p¡ cpN _hu ^fsu_p¡ ApX$u_p¡ qL$_pfp¡, Ap¡g BÞX$uep f¡X$uep¡\B kgpV$hpX$p rh_p¡bp cph¡ dpN® `f_p¡ DÑf sfa_p¡ cpN _hu ^fsu_p¡ ApX$u_p¡ qL$_pfp¡, Ap¡g BÞX$uep f¡X$uep¡\B kgpV$hpX$p rh_p¡bp cph¡ dpN® `f_p¡ DÑf sfa_p¡ cpN _hu ^fsu_p¡ ApX$u_p¡ qL$_pfp¡, Ap¡g BÞX$uep f¡X$uep¡`pR>m bphpdp_`yfp lfuS>__u Qpg \B sygkuhpX$u_u Qpg \B Apfp^_p rk_¡dp ky^u_p¡ dpN® \B L$p¡W$u L$Q¡fu_p`pR>m bphpdp_`yfp lfuS>__u Qpg \B sygkuhpX$u_u Qpg \B Apfp^_p rk_¡dp ky^u_p¡ dpN® \B L$p¡W$u L$Q¡fu_p`pR>m bphpdp_`yfp lfuS>__u Qpg \B sygkuhpX$u_u Qpg \B Apfp^_p rk_¡dp ky^u_p¡ dpN® \B L$p¡W$u L$Q¡fu_p`pR>m bphpdp_`yfp lfuS>__u Qpg \B sygkuhpX$u_u Qpg \B Apfp^_p rk_¡dp ky^u_p¡ dpN® \B L$p¡W$u L$Q¡fu_p`pR>m bphpdp_`yfp lfuS>__u Qpg \B sygkuhpX$u_u Qpg \B Apfp^_p rk_¡dp ky^u_p¡ dpN® \B L$p¡W$u L$Q¡fu_pfõs¡ `fs Ar‚ip„su L¡$ÞÖfõs¡ `fs Ar‚ip„su L¡$ÞÖfõs¡ `fs Ar‚ip„su L¡$ÞÖfõs¡ `fs Ar‚ip„su L¡$ÞÖfõs¡ `fs Ar‚ip„su L¡$ÞÖê$V$ _„bf 4 : rhðprdÓu _v$u_p |f_p pZu_p¡ AkfN°õs rhõspfdp„ dpBL$ a¡fhhp_p¡ ê$V$ :-

Ar‚ip„su L¡$ÞÖ\u _V$fpS> rk_¡dp \B `„X$ep lp¡V¡$g Ðep„\u kfv$pf_Nf_p¡ L$p„k\u _hpepX®$, gpg`yfp,Ar‚ip„su L¡$ÞÖ\u _V$fpS> rk_¡dp \B `„X$ep lp¡V¡$g Ðep„\u kfv$pf_Nf_p¡ L$p„k\u _hpepX®$, gpg`yfp,Ar‚ip„su L¡$ÞÖ\u _V$fpS> rk_¡dp \B `„X$ep lp¡V¡$g Ðep„\u kfv$pf_Nf_p¡ L$p„k\u _hpepX®$, gpg`yfp,Ar‚ip„su L¡$ÞÖ\u _V$fpS> rk_¡dp \B `„X$ep lp¡V¡$g Ðep„\u kfv$pf_Nf_p¡ L$p„k\u _hpepX®$, gpg`yfp,Ar‚ip„su L¡$ÞÖ\u _V$fpS> rk_¡dp \B `„X$ep lp¡V¡$g Ðep„\u kfv$pf_Nf_p¡ L$p„k\u _hpepX®$, gpg`yfp,`¡Þi_`yfp_p¡ r_QpZhpmp¡ rhõspf Ðep„\u R>pZu S>L$ps_pL$p\u R>pZu \B `fs lpCh¡\u as¡N„S> `p¡õV$ Ap¡auk \C`¡Þi_`yfp_p¡ r_QpZhpmp¡ rhõspf Ðep„\u R>pZu S>L$ps_pL$p\u R>pZu \B `fs lpCh¡\u as¡N„S> `p¡õV$ Ap¡auk \C`¡Þi_`yfp_p¡ r_QpZhpmp¡ rhõspf Ðep„\u R>pZu S>L$ps_pL$p\u R>pZu \B `fs lpCh¡\u as¡N„S> `p¡õV$ Ap¡auk \C`¡Þi_`yfp_p¡ r_QpZhpmp¡ rhõspf Ðep„\u R>pZu S>L$ps_pL$p\u R>pZu \B `fs lpCh¡\u as¡N„S> `p¡õV$ Ap¡auk \C`¡Þi_`yfp_p¡ r_QpZhpmp¡ rhõspf Ðep„\u R>pZu S>L$ps_pL$p\u R>pZu \B `fs lpCh¡\u as¡N„S> `p¡õV$ Ap¡auk \CAb®_ X¡$hg`d¡ÞV$ Ap¡qak \B L$p¡Þh¡ÞV$ õLy$g B. A¡d. B. d„qv$f \B kdp \B lfZu Npd ky^u_p¡ rhõspf Ðep„\uAb®_ X¡$hg`d¡ÞV$ Ap¡qak \B L$p¡Þh¡ÞV$ õLy$g B. A¡d. B. d„qv$f \B kdp \B lfZu Npd ky^u_p¡ rhõspf Ðep„\uAb®_ X¡$hg`d¡ÞV$ Ap¡qak \B L$p¡Þh¡ÞV$ õLy$g B. A¡d. B. d„qv$f \B kdp \B lfZu Npd ky^u_p¡ rhõspf Ðep„\uAb®_ X¡$hg`d¡ÞV$ Ap¡qak \B L$p¡Þh¡ÞV$ õLy$g B. A¡d. B. d„qv$f \B kdp \B lfZu Npd ky^u_p¡ rhõspf Ðep„\uAb®_ X¡$hg`d¡ÞV$ Ap¡qak \B L$p¡Þh¡ÞV$ õLy$g B. A¡d. B. d„qv$f \B kdp \B lfZu Npd ky^u_p¡ rhõspf Ðep„\u`fs Ar‚ip„su L¡$ÞÖ....`fs Ar‚ip„su L¡$ÞÖ....`fs Ar‚ip„su L¡$ÞÖ....`fs Ar‚ip„su L¡$ÞÖ....`fs Ar‚ip„su L¡$ÞÖ....

Page 30: f hX$p¡v$fp dlp Nf‘prgL$p f

( 22 )(22 )(22 )(22 )(22 )

ê$V$ _„bf 5 : rhðprdÓu _v$u_p |f_p pZu_p¡ AkfN°õs rhõspfdp„ dpBL$ a¡fhhp_p¡ ê$V$ :-Ar‚ip„su L¡$ÞÖ\u i„L$f _Nf, fp¡Tfu õLy$g_u bpSy>dp„ âsp`_Nf\u Æ. ApC. X$u. ku. hX$kf fp¡X$$,Ar‚ip„su L¡$ÞÖ\u i„L$f _Nf, fp¡Tfu õLy$g_u bpSy>dp„ âsp`_Nf\u Æ. ApC. X$u. ku. hX$kf fp¡X$$,Ar‚ip„su L¡$ÞÖ\u i„L$f _Nf, fp¡Tfu õLy$g_u bpSy>dp„ âsp`_Nf\u Æ. ApC. X$u. ku. hX$kf fp¡X$$,Ar‚ip„su L¡$ÞÖ\u i„L$f _Nf, fp¡Tfu õLy$g_u bpSy>dp„ âsp`_Nf\u Æ. ApC. X$u. ku. hX$kf fp¡X$$,Ar‚ip„su L¡$ÞÖ\u i„L$f _Nf, fp¡Tfu õLy$g_u bpSy>dp„ âsp`_Nf\u Æ. ApC. X$u. ku. hX$kf fp¡X$$,

NpeÓu_Nf kp¡kpeV$u, hk„srhlpf kp¡kpeV$u, A„rbL$p kp¡kpeV$u, hX$kf Npd, L$p¡V¡$ðf dlpv$¡hhpmp¡ fõsp¡ V²$pÞk`¡L$NpeÓu_Nf kp¡kpeV$u, hk„srhlpf kp¡kpeV$u, A„rbL$p kp¡kpeV$u, hX$kf Npd, L$p¡V¡$ðf dlpv$¡hhpmp¡ fõsp¡ V²$pÞk`¡L$NpeÓu_Nf kp¡kpeV$u, hk„srhlpf kp¡kpeV$u, A„rbL$p kp¡kpeV$u, hX$kf Npd, L$p¡V¡$ðf dlpv$¡hhpmp¡ fõsp¡ V²$pÞk`¡L$NpeÓu_Nf kp¡kpeV$u, hk„srhlpf kp¡kpeV$u, A„rbL$p kp¡kpeV$u, hX$kf Npd, L$p¡V¡$ðf dlpv$¡hhpmp¡ fõsp¡ V²$pÞk`¡L$NpeÓu_Nf kp¡kpeV$u, hk„srhlpf kp¡kpeV$u, A„rbL$p kp¡kpeV$u, hX$kf Npd, L$p¡V¡$ðf dlpv$¡hhpmp¡ fõsp¡ V²$pÞk`¡L$kpd¡_u T|„`X$`Ë$uhpmp¡ fp¡X$, V²$pÞk`¡L$-L$gpgu apV$L$ hpmp¡ fp¡X$\u qv$ëlu `åguL$ õLy$g\u L$gpgu Npd AV$gpv$fpkpd¡_u T|„`X$`Ë$uhpmp¡ fp¡X$, V²$pÞk`¡L$-L$gpgu apV$L$ hpmp¡ fp¡X$\u qv$ëlu `åguL$ õLy$g\u L$gpgu Npd AV$gpv$fpkpd¡_u T|„`X$`Ë$uhpmp¡ fp¡X$, V²$pÞk`¡L$-L$gpgu apV$L$ hpmp¡ fp¡X$\u qv$ëlu `åguL$ õLy$g\u L$gpgu Npd AV$gpv$fpkpd¡_u T|„`X$`Ë$uhpmp¡ fp¡X$, V²$pÞk`¡L$-L$gpgu apV$L$ hpmp¡ fp¡X$\u qv$ëlu `åguL$ õLy$g\u L$gpgu Npd AV$gpv$fpkpd¡_u T|„`X$`Ë$uhpmp¡ fp¡X$, V²$pÞk`¡L$-L$gpgu apV$L$ hpmp¡ fp¡X$\u qv$ëlu `åguL$ õLy$g\u L$gpgu Npd AV$gpv$fpdyS>dlzX$p fp¡X$, fpd_Nf hkpls Np¡Óu fp¡X$, k¥ev$ hpkZp fp¡X$, kfL$pfu õLy$g kpd¡, fpZ¡ðf Ty`X$`Ë$u, v¡h_NfdyS>dlzX$p fp¡X$, fpd_Nf hkpls Np¡Óu fp¡X$, k¥ev$ hpkZp fp¡X$, kfL$pfu õLy$g kpd¡, fpZ¡ðf Ty`X$`Ë$u, v¡h_NfdyS>dlzX$p fp¡X$, fpd_Nf hkpls Np¡Óu fp¡X$, k¥ev$ hpkZp fp¡X$, kfL$pfu õLy$g kpd¡, fpZ¡ðf Ty`X$`Ë$u, v¡h_NfdyS>dlzX$p fp¡X$, fpd_Nf hkpls Np¡Óu fp¡X$, k¥ev$ hpkZp fp¡X$, kfL$pfu õLy$g kpd¡, fpZ¡ðf Ty`X$`Ë$u, v¡h_NfdyS>dlzX$p fp¡X$, fpd_Nf hkpls Np¡Óu fp¡X$, k¥ev$ hpkZp fp¡X$, kfL$pfu õLy$g kpd¡, fpZ¡ðf Ty`X$`Ë$u, v¡h_Nf`pR>m hpkZp fp¡X$\u `fs Ar‚ip„su L¡$ÞÖ......`pR>m hpkZp fp¡X$\u `fs Ar‚ip„su L¡$ÞÖ......`pR>m hpkZp fp¡X$\u `fs Ar‚ip„su L¡$ÞÖ......`pR>m hpkZp fp¡X$\u `fs Ar‚ip„su L¡$ÞÖ......`pR>m hpkZp fp¡X$\u `fs Ar‚ip„su L¡$ÞÖ......ê$V$ _„bf 6 : rhðprdÓu _v$u_p |f_p pZu_p¡ AkfN°õs rhõspfdp„ dpBL$ a¡fhhp_p¡ ê$V$ :-

Ar‚ip„su L¡$ÞÖ\u `pZuN¡V$ `„Qpes ¼hpV$k®, cÖ L$Q¡fu `pZuN¡V$ â¡dg kp¡. lfui `¡V²$p ¡g `„` `pR>m,Ar‚ip„su L¡$ÞÖ\u `pZuN¡V$ `„Qpes ¼hpV$k®, cÖ L$Q¡fu `pZuN¡V$ â¡dg kp¡. lfui `¡V²$p ¡g `„` `pR>m,Ar‚ip„su L¡$ÞÖ\u `pZuN¡V$ `„Qpes ¼hpV$k®, cÖ L$Q¡fu `pZuN¡V$ â¡dg kp¡. lfui `¡V²$p ¡g `„` `pR>m,Ar‚ip„su L¡$ÞÖ\u `pZuN¡V$ `„Qpes ¼hpV$k®, cÖ L$Q¡fu `pZuN¡V$ â¡dg kp¡. lfui `¡V²$p ¡g `„` `pR>m,Ar‚ip„su L¡$ÞÖ\u `pZuN¡V$ `„Qpes ¼hpV$k®, cÖ L$Q¡fu `pZuN¡V$ â¡dg kp¡. lfui `¡V²$p ¡g `„` `pR>m,fl¡dp_u pL®$_u bpSy>dp„ d¡dZ L$p¡gp¡_u. Sy>_u NY$u AS>bX$u dug, hpOfu hpk, hpfkuep hudp v$hpMp_p, fl¡dp_u pL®$,fl¡dp_u pL®$_u bpSy>dp„ d¡dZ L$p¡gp¡_u. Sy>_u NY$u AS>bX$u dug, hpOfu hpk, hpfkuep hudp v$hpMp_p, fl¡dp_u pL®$,fl¡dp_u pL®$_u bpSy>dp„ d¡dZ L$p¡gp¡_u. Sy>_u NY$u AS>bX$u dug, hpOfu hpk, hpfkuep hudp v$hpMp_p, fl¡dp_u pL®$,fl¡dp_u pL®$_u bpSy>dp„ d¡dZ L$p¡gp¡_u. Sy>_u NY$u AS>bX$u dug, hpOfu hpk, hpfkuep hudp v$hpMp_p, fl¡dp_u pL®$,fl¡dp_u pL®$_u bpSy>dp„ d¡dZ L$p¡gp¡_u. Sy>_u NY$u AS>bX$u dug, hpOfu hpk, hpfkuep hudp v$hpMp_p, fl¡dp_u pL®$,_hp`yfp N_ucpC_u Qpgu, Apd°`pgu, qL$ip_hpX$u, _hÆh_ S>e A„b¡ _Nf, l_ydp_ `p¡m, k„s fp¡lusv$pk, iuh_hp`yfp N_ucpC_u Qpgu, Apd°`pgu, qL$ip_hpX$u, _hÆh_ S>e A„b¡ _Nf, l_ydp_ `p¡m, k„s fp¡lusv$pk, iuh_hp`yfp N_ucpC_u Qpgu, Apd°`pgu, qL$ip_hpX$u, _hÆh_ S>e A„b¡ _Nf, l_ydp_ `p¡m, k„s fp¡lusv$pk, iuh_hp`yfp N_ucpC_u Qpgu, Apd°`pgu, qL$ip_hpX$u, _hÆh_ S>e A„b¡ _Nf, l_ydp_ `p¡m, k„s fp¡lusv$pk, iuh_hp`yfp N_ucpC_u Qpgu, Apd°`pgu, qL$ip_hpX$u, _hÆh_ S>e A„b¡ _Nf, l_ydp_ `p¡m, k„s fp¡lusv$pk, iuhiq¼s Qp¡L$, Th¡f _Nf kp¡kpeV$u ÅN©rs dlp¡‰p¡, Qpdy„X$p _Nf-1, ApS>hp fp¡X$ sygku Qp¡L$, fp^p õhpdu Qp¡L$,iq¼s Qp¡L$, Th¡f _Nf kp¡kpeV$u ÅN©rs dlp¡‰p¡, Qpdy„X$p _Nf-1, ApS>hp fp¡X$ sygku Qp¡L$, fp^p õhpdu Qp¡L$,iq¼s Qp¡L$, Th¡f _Nf kp¡kpeV$u ÅN©rs dlp¡‰p¡, Qpdy„X$p _Nf-1, ApS>hp fp¡X$ sygku Qp¡L$, fp^p õhpdu Qp¡L$,iq¼s Qp¡L$, Th¡f _Nf kp¡kpeV$u ÅN©rs dlp¡‰p¡, Qpdy„X$p _Nf-1, ApS>hp fp¡X$ sygku Qp¡L$, fp^p õhpdu Qp¡L$,iq¼s Qp¡L$, Th¡f _Nf kp¡kpeV$u ÅN©rs dlp¡‰p¡, Qpdy„X$p _Nf-1, ApS>hp fp¡X$ sygku Qp¡L$, fp^p õhpdu Qp¡L$,Ap„b¡X$L$f Qp¡L$, 54 ¼hpV$k®, NpeÓu _Nf, hpfkuep f]N fp¡X$, îuL©$óZ dlp¡‰p¡, h©Þv$ph_ `pL®$ kp¡kpeV$u cp\uÆAp„b¡X$L$f Qp¡L$, 54 ¼hpV$k®, NpeÓu _Nf, hpfkuep f]N fp¡X$, îuL©$óZ dlp¡‰p¡, h©Þv$ph_ `pL®$ kp¡kpeV$u cp\uÆAp„b¡X$L$f Qp¡L$, 54 ¼hpV$k®, NpeÓu _Nf, hpfkuep f]N fp¡X$, îuL©$óZ dlp¡‰p¡, h©Þv$ph_ `pL®$ kp¡kpeV$u cp\uÆAp„b¡X$L$f Qp¡L$, 54 ¼hpV$k®, NpeÓu _Nf, hpfkuep f]N fp¡X$, îuL©$óZ dlp¡‰p¡, h©Þv$ph_ `pL®$ kp¡kpeV$u cp\uÆAp„b¡X$L$f Qp¡L$, 54 ¼hpV$k®, NpeÓu _Nf, hpfkuep f]N fp¡X$, îuL©$óZ dlp¡‰p¡, h©Þv$ph_ `pL®$ kp¡kpeV$u cp\uÆQp¡L$, T„X$p Qp¡L$, L$buf Qp¡L$, Ly$sfp hpX$u, fl¡dp_u `pL®$, ApS>hp fp¡X$, S>e A„b¡ amuey„, S>gpfpd _Nf, S>„Ng¡ðfQp¡L$, T„X$p Qp¡L$, L$buf Qp¡L$, Ly$sfp hpX$u, fl¡dp_u `pL®$, ApS>hp fp¡X$, S>e A„b¡ amuey„, S>gpfpd _Nf, S>„Ng¡ðfQp¡L$, T„X$p Qp¡L$, L$buf Qp¡L$, Ly$sfp hpX$u, fl¡dp_u `pL®$, ApS>hp fp¡X$, S>e A„b¡ amuey„, S>gpfpd _Nf, S>„Ng¡ðfQp¡L$, T„X$p Qp¡L$, L$buf Qp¡L$, Ly$sfp hpX$u, fl¡dp_u `pL®$, ApS>hp fp¡X$, S>e A„b¡ amuey„, S>gpfpd _Nf, S>„Ng¡ðfQp¡L$, T„X$p Qp¡L$, L$buf Qp¡L$, Ly$sfp hpX$u, fl¡dp_u `pL®$, ApS>hp fp¡X$, S>e A„b¡ amuey„, S>gpfpd _Nf, S>„Ng¡ðfdlpv¡h\u `fs Ar‚ip„su L¡$ÞÖ ..........dlpv¡h\u `fs Ar‚ip„su L¡$ÞÖ ..........dlpv¡h\u `fs Ar‚ip„su L¡$ÞÖ ..........dlpv¡h\u `fs Ar‚ip„su L¡$ÞÖ ..........dlpv¡h\u `fs Ar‚ip„su L¡$ÞÖ ..........

Page 31: f hX$p¡v$fp dlp Nf‘prgL$p f

hX$p¡v$fp dlp_Nf‘prgL$p“p

lp¡v$¡$v$pfp¡îu / Ar^L$pfuîuAp¡

s¡dS> kcpkv$îuAp¡

hX$p¡v$$fp il¡f_p AÞe

ANÐe_p V¡$guap¡_ _„bf

Page 32: f hX$p¡v$fp dlp Nf‘prgL$p f
Page 33: f hX$p¡v$fp dlp Nf‘prgL$p f

(25)(25)(25)(25)(25)

hX$p¡v$fp dlp_Nf‘prgL$p_p lp¡Ø¡v$pfîu A_¡ Ar^L$pfuîuAp¡_p V¡$guap¡_ _„bfp¡_u epv$u`u. bu. A¡L$k : 2433388, 2433116, 2431416. a¡L$k : 2433060

1.$ d¡ef îu L¡$eyf “pfZv$pk fp¡L$X$uep 2419901 98250 17379

2. X¡$àeyV$u d¡ef îudsu “„v$pb¡“ îuL$p„s Å¡ju 2419902 98251 11042

3. Q¡fd¡_ (õ\peu krdrs) X$pµ. rls¡ÞÖ âcyv$pk ‘V¡$g 2419903 98250 62747

1. çeyr“rk‘g L$rdi“f îu õhê$‘ ‘u ApC.A¡.A¡k. 2433344 99784 07674

2. X¡$àeyV$u çeyr“rk‘g L$rdi“f (h) îu ky uf L¡$. ‘V¡$g Æ.A¡.A¡k. 2433233 99099 19529

3. X¡$àeyV$u çeyr“rk‘g L$rdi“f îu hg L¡$. ‘„X$ep Æ.A¡.A¡k. 2433517 9428562172s’p X¡$àeyV$u çeyr“rk‘gL$rdi“f (‘. Tp¡“)

4. l. X¡$àeyV$u çeyr“rk‘g L$rdi“f îu i¥g¡j L¡$. “peL$ - 98250 25787(DÑf Tp¡“) s’p l. A¡X$u. kuV$u. 2430051CS>“¡f (N¡k) s’p l¡X$-kp¡guX$h¡õV$ d¡“¡., õV²$uV$gpBV$

5. l. kuV$u A¡qÞS>“uef îu i¥g¡j A¡Q. rd”u - 98258 01964

6. l. X¡$àeyV$u çeyr“rk‘g L$rdi“f îu Aë‘¡i Æ. dS>dy„v$pf - 98258 01934(v$rnZ Tp¡“) s’p l. A¡X$u.kuV$u A¡qÞS>“uef (‘u. Apf. Ap¡./â¡k/Vy$fuõV$/rbëX$]N âp¡.)

7. l. X¡$àeyV$u çeyr“rk‘g L$rdi“f îu r^f¡“ A¡“. sm‘v$p - 98795 09207(‘|h® Tp¡“) s’p l. A¡X$u. kuV$uA¡qÞS>“uef(aeyQfuõV$uL$ àgp“]N k¡g)X¡²$“¡S> / ky. X$u. hL®$k

8. l. A¡X$u. kuV$u A¡qÞS>“uef îu Ad©s A¡d. dL$hpZp 98795 55092s’p L$pe®‘pgL$ BS>“¡f (‘p. ‘y.)

9. Apfp¡Áe Adgv$pf X$pµ. v$¡h¡i A¡d. ‘V¡$g 2432050 96876 0667110. X$pef¡¼V$f (ApC.V$u.) îu d“ujLy$dpf A¡k. cË$ 2435646 97272 5015911. Apku. çeyr“rk‘g L$rdi“f îu kyf¡i A¡k. syh¡f 2792505 98258 03116

(DÑf Tp¡“)12. Apku. çeyr“rk‘g L$rdi“f îu Æo¡i hu. Np¡rlg 2330640 96876 54943

(v$rnZ Tp¡“)/f¡hÞey)13. l. Apku. çeyr“. L$rdi“f îu cy‘¡ÞÖ A¡d. i¡W$ 2465798 98796 15028

(‘ròd Tp¡“) s’pl. rhÆgÞk Ap¡qakf

14. l. Apku. çeyr“. L$rdi“f îu r“su“ A¡k. kp¡g„L$u 2641805 98258 01254(‘|h® Tp¡“)

A“y¾$d V¡$guap¡_ _„bf“„bf lp¡Øp¡ _pd Ap¡qak dp¡bpBg/fl¡W$pZ

1 2 3 4 `

Page 34: f hX$p¡v$fp dlp Nf‘prgL$p f

(26)(26)(26)(26)(26)

15. Ar^L$ Apfp¡Áe Adgv$pf A“¡ X$pµ. dyL¡$i A¡. h¥Û - 90990 25929X¡$Tu‚¡V¡$X$ Ap¡qakf aºX$ k¡ãV$u

16. X$pef¡¼V$f, A¡ÞL$p¡. fudyhg A¡ÞX$ X$pµ. d„N¡i ‘u.S>eõhpg 2794170, 2794152 98251 10612rkL$ey. s’p l. X$pef¡L$V$f, 2792362‘p¼k® A¡ÞX$ NpX®$“

17. l. Qua Ap¡qakf (apef) îu ‘p’® Æ. b°ûcË$ 2413635, 2413753 99240 25094 2413754 a¡¼k-2420881

18. Qua A¡L$pDÞV$ÞV$ îu k„sp¡j A¡Q. rshpfu 2432003 99250 28515

19. L$pe®‘pgL$ CS>“¡f (X²¡$“¡S>) îu fpS>¡i Apf. riç‘u - 99250 33674

20. L$pe®‘pgL$ CS>“¡f (‘p. ‘y.) îu âdp¡vcpB$ ku. hkphp - 98795 83369ApS>hp-r“d¡V$p àgpÞV$ s’pA¡ap¡X¡$®bg lpDk]N k¡g

21. L$pe®‘pgL$ CS>“¡f (k¡ÞV²$g õV$p¡k®) îu fpS>¡i Apf. Qp¥lpZ - 98790 00704aeyQfuõV$uL$ àgp“]N k¡g /V²$pauL$/ fp¡X$ âp¡S>¡L$V$

22. L$pe®‘pgL$ CS>“¡f (DÑf Tp¡“) îu prd®L$ bu. v$h¡ 2411057 98795 00278

23. V$pD“ X¡$hg‘d¡ÞV$ Ap¡qakf îu rS>s¡i Apf. rÓh¡v$u 98254 11089(bu.‘u.) HOD V$u.X$u.Ap¡./S>du“ rdgL$s/k¡ÞV²$g õV$p¡f

24. L$pe®‘pgL$ CS>“¡f (‘ròd Tp¡“) îu fpS>¡ÞÖ A¡Q. hkphp 2331113 99252 04680(NpX®$“ /T| ipMp)

25. L$pe®‘pgL$ CS>“¡f(rb°S> 5°p¡S>¡L$V$$) îu frhÞÖ A¡Q. ‘„X$ep - 98795 06004‘|h® Tp¡“

26. l. L$pe®‘pgL$ CS>“¡f îu âL$pi S>¡. b°ûcË$ 98795 55059(rbëX$]N âp¡S>¡L$V$) (fp¡X$ âp¡S>¡L$V$)NULM âp¡.$

27. l.V$pD“ X¡$hg‘d¡ÞV$ Ap¡qakf îu qL$fZ Apf. ‘V¡$g 98790 00710(V$u.‘u.) S>du“ rdgL$s Agv$pf(k„ A“¡ h)

28. l. L$pe®‘pgL$ CS>“¡f (v$rnZ Tp¡“) îu A“y‘ A¡d. âÅ‘rs 2658397 98790 0071329. l. L$pe®‘pgL$ CS>“¡f (õV²$uV$gpBV$) îu L$p¥riL$ A¡k. ‘fdpf 98790 0070230. l. L$pe®‘pgL$ CS>“¡f îu cfs X$u. fpZp 2423033, 2580896 98790 00701

(Cg¡/duL¡$-kyA¡T)31. l. L$pe®‘pgL$ CS>“¡f îu S>s“ A¡k. b ¡L$p 99250 21590

(Cg¡. duL¡$. ‘p. ‘y.)32. l. L$pe®‘pgL$ CS>“¡f îu d£i fpZp 98258 01942

(rdL¡$./àg¡“¡V¡$qfed/‘p. ‘y.)

A“y¾$d V¡$guap¡_ _„bf“„bf lp¡Øp¡ _pd Ap¡qak dp¡bpBg

1 2 3 4 `

Page 35: f hX$p¡v$fp dlp Nf‘prgL$p f

(27)(27)(27)(27)(27)

A“y¾$d V¡$guap¡_ _„bf“„bf lp¡Øp¡ _pd Ap¡qak dp¡bpBg

1 2 3 4 `33. l. L$pe®‘pgL$ CS>“¡f (kp¡guX$ h¡õV$$) îu L$íe‘ Apf. ipl 98795 0525534. ÄeyX$u. d¡Æ. (a.L$.) îu r“su“ L¡$. dL$hpZp -

çeyr“rk‘g d¡ÆõV²¡$V$35. A¡X$u. rkrhg S>S> A“¡ ÄeyX$u. îu X$u. S>¡. v$p¡iu -

d¡Æ. (a.L$.) (dp¡bpBg L$p¡V®$)36. aºX$ A¡“pguõV$ (‘åguL$ l¡ë’ îu dl¡iLy$dpf A¡g. ‘V¡$g 98241 17544

g¡bp¡f¡V$fu)37. T| ¼eyf¡V$f s’p l, X$pef¡L$V$f, îu âÐeyj Æ. ‘pV$ZL$f 96384 49825

k. h. ‘V¡$g àg¡“¡V¡$fued38. ipk“pr^L$pfu, “Nf âp’rdL$ îu d£ÞÖtkl A¡Q. QyX$pkdp 95745 55837

rinZ krdrs39. l. k„L$g“ Ar^L$pfu îu dlu‘pg Æ. Tpgp 98258 0194140. l. X¡$àeyV$u Qua A¡L$pDÞV$ÞV$ îu rls¡“ ku. ‘fdpf 94086 98449

Ar‚id“ A“¡ spÐL$prgL$ k¡hpAp¡Ar‚id“ A“¡ spÐL$prgL$ k¡hpAp¡Ar‚id“ A“¡ spÐL$prgL$ k¡hpAp¡Ar‚id“ A“¡ spÐL$prgL$ k¡hpAp¡Ar‚id“ A“¡ spÐL$prgL$ k¡hpAp¡

52. l. Qua Ap¡qakf (apef) îu ‘p’® Æ. b°ûcË$ 2413635/ 99240 25094(v$p„qX$epbÅf) 2420881

53. õV¡$i“ Ap¡qakf(apef) îu “uLy„$S> ApTpv$ 2631444/ 97129 28101(Æ.ApC.X$u.ku.)/(NpS>fphpX$u) 2580908

54. õV¡$i“ Ap¡qakf (apef) îu ArdsLy$dpf S>¡. Qp¥Ofu 2513014/ 90994 26206(‘pZuN¡V$) / (ERC) 2541787-88

55. õV¡$i“ Ap¡qakf(apef) (L$fpfue) îu lj®hv$“ ‘u. ‘yhpf 2343545/2772503/ 81414 38666(hX$uhpX$u)/V$u.‘u.-13 R>pZu 2772504

‘|h® Tp¡“ (hluhV$u hp¡X®$-1-2-9)

56. l. X¡$àeyV$u. çeyr“. L$rdi“f îu r^f¡“ A¡“. sm‘v$p - 98795 09207

57. l. Apku. çeyr“. L$rdi“f îu r“rs“ A¡. kp¡g„L$u 2465798 98258 01254

58. L$pe®‘pgL$ CS>“¡f îu frhÞÖ A¡Q. ‘„X$ep 2492920 98795 06004

hluhV$u hp¡X®$-1 (A¡)

59. hp¡X®$ Ap¡qakf îu dl¡i bu. fbpfu 2411473 98258 01948

60. “p. L$pe®‘pgL$ CS>“¡f (“|d®) îu dp¥rgk Qp¥lpZ 2410974 99798 53668

hluhV$u hp¡X®$-2 (bu)62. l. hp¡X®$$Ap¡qakf îu qv$“¡i ku. X$pdp¡f 2466476 96876 54937

63. “peb L$pe®‘pgL$ CS>“¡f îu r“g¡j L¡$. ‘fdpf - 98258 0179364. “peb L$pe®‘pgL$ CS>“¡f(“|d®) îu rhipg Apf. L$p¡ÞV²$pL$V$f - 96876 39111

Page 36: f hX$p¡v$fp dlp Nf‘prgL$p f

(28)(28)(28)(28)(28)

A“y¾$d V¡$guap¡_ _„bf“„bf lp¡Øp¡ _pd Ap¡qak dp¡bpBg

1 2 3 4 `hluhV$u hp¡X®$-9 (ApC)

66. hp¡X®$ Ap¡qakf îu fus¡j A¡. kp¡g„L$u 2568025 98794 4329167. “peb L$pe®‘pgL$ CS>“¡f îu S>ifpS> A¡Q. âZpdu 2560332 98795 5010868. “peb L$pe®‘pgL$ CS>“¡f(“|d®) îu râep„L$ Apf. tiNpX$uep 2560332 82388 41916

‘ròd Tp¡“ (hluhV$u hp¡X®$ “„bf : 6, 10 A“¡ 11)

70. X¡$àeyV$u çeyr“rk‘g L$rdi“f îu hg L¡$. ‘„X$ep Æ. A¡k. A¡k. - 94285 62172(‘ròd Tp¡“)

71. l. Apku. çeyr“. L$rdi“f îu cy‘¡ÞÖ A¡d. i¡W$ 2351221 98796 1502872. L$pe®‘pgL$ CS>“¡f îu fpS>¡ÞÖ hkphp 2331113 $99252 04680

hluhV$u hp¡X®$-6 (A¡a)73. hp¡X®$ Ap¡qakf îu Æs¡ÞÖ L¡$. b°ûcË$ 2351221 98258 0362674. “peb L$pe®‘pgL$ CS>“¡f(“|d®) îu ‘p’® Æ. Np¡õhpdu 2359210 97279 79325

hluhV$u hp¡X®$-10 (S>¡)76. hp¡X®$ Ap¡qakf îu v$¡hp„N ku. cË$ 2393113 87583 0749577. “p. L$pe®‘pgL$ CS>“¡f (“|d®) îu l¡d„s A¡k. rd”u 2390092 90999 6975478. “p. L$pe®‘pgL$ CS>“¡f (“|d®) îu “¥j^ L¡$. ipl 2390092 96876 39110

hluhV$u hp¡X®$-11 (L¡$)80. hp¡X®$ Ap¡qakf îu i¥g¡j Apf. ‘„Qpg 2331504 90990 8942381. “peb L$pe®‘pgL$ CS>“¡f îu “f¡ÞÖLy$dpf S>¡. fbpfu - 99099 4203282. “peb L$pe®‘pgL$ CS>“¡f(“|d®) îu frhÞÖ ‘u. cpdf¡ 2340638 97277 98363

DÑf Tp¡“ (hluhV$u hp¡X®$ “„. 5, 7, 8)84. l. X¡$. çeyr“rk‘g L$rdi“f îu i¥g¡j L¡$. “peL$ - 98250 25787

(DÑf Tp¡“)85. Apku. çeyr“rk‘g L$rdi“f îu kyf¡i A¡k. syh¡f 2792505 98258 0311686. L$pe®‘pgL$ CS>“¡f îu prd®L$ bu. v$h¡ - 98795 00278

hluhV$u hp¡X®$-5 (C)87. hp¡X®$ Ap¡qakf îu r‘°e„L$p L¡$. Ap¡Tp 2433176 63570 9796288. “peb L$pe®‘pgL$ CS>“¡f îu cpN®h hu. ‘„qX$s - 98796 19935

hluhV$u hp¡X®$-7 (Æ)90. hp¡X®$ Ap¡qakf îu k„S>e L¡$. bpfp¡V$ 2788733 98258 0125691. “peb L$pe®‘pgL$ BS>“¡f îu qv$ìep„N D‘pÝepe 98251 07844-92. “peb L$pe®‘pgL$ CS>“¡f(“|d®) îu Nus¡i A¡k. S>eõhpg - 90999 69762

Page 37: f hX$p¡v$fp dlp Nf‘prgL$p f

(29)(29)(29)(29)(29)

A“y¾$d V¡$guap¡_ _„bf“„bf lp¡Øp¡ _pd Ap¡qak dp¡bpBg

1 2 3 4 `hluhV$u hp¡X®$-8 (A¡Q)

97. hp¡X®$ Ap¡qakf îu dN“ A¡“. hZTpfp 2411052 96876 5494698. “peb L$pe®‘pgL$ CS>“¡f îu fpdÆ A¡k. fbpfu - 99090 0830799. “p. L$pe®‘pgL$ CS>“¡f (“|d®) îu âZh ‘u. iy¼g - 96876 39121

v$rnZ Tp¡“ (hluhV$u hp¡¡X®$-3, 4 A“¡ 12) (tk^hpC dpsp fp¡X$)101. l. X¡$. çeyr“rk‘g L$rdi“f îu Aë‘¡i Æ. dS>dy„v$pf - 98258 01934

(v$rnZ Tp¡“)102. Apku. çeyr“rk‘g L$rdi“f îu Æ‚¡i hu. Np¡rlg 2641805 96876 54943103. l. L$pe®‘pgL$ CS>“¡f îu A“y‘ A¡d. âÅ‘rs 2658697 98790 00713

hluhV$u hp¡X®$-3 (ku)104. hp¡X®$ Ap¡qakf îu S>ev$u‘ A¡“. hpmp 2569166 63570 97961105. “peb L$pe®‘pgL$ CS>“¡f îu Np¡thv$qk„l Apf. W$L$fph - 98790 00707106. “peb L$pe®‘pgL$ CS>“¡f îu S>ih„s L¡$. D‘pv$epe

hluhV$u hp¡X®$-4 (X$u)108. hp¡X®$ Ap¡qakf îu rhS>e A¡k. kp¡g„L$u 2657994 98256 37906109. “peb L$pe®‘pgL$ CS>“¡f îu r“lpf Apf. Sy>gp 2658397 90999 23657110. “p. L$pe®‘pgL$ CS>“¡f (“|d®) îu hg Qy“phpgp 2658397 96876 39124

hluhV$u hp¡X®$-12 (A¡g)112. hp¡X®$ Ap¡qakf îu rhf¡ÞÖ V$u. fpW$hp 2633473 63570 97959113. “p. L$pe®.$ CS>“¡f (âp¡S>¡L$V$) îu lfuL©$óZ bu. d“p“u 2658025 99250 86809114. “p. L$pe®.$ CS>“¡f (âp¡S>¡L$V$) îu r“Ly„$S> A¡“. v$h¡ 2658025 99099 53884

Page 38: f hX$p¡v$fp dlp Nf‘prgL$p f

(30)(30)(30)(30)(30)

¾$d Q|„V$Zu hp¡X®$ kcpkv$“y„ “pd dp¡bpBg “„bf

1 1 îudsu yó`pb¡_ fpSy>cpC hpO¡gp 99250 037202 îudsu Adu “f¡ÞÖ fphs 98258 021873. îu S>lpcpB A“ycpB v$¡kpB 98252 277414. îu lfuicpC fsugpg ‘V¡$g 78781 575525. 2 îudsu f[ídL$pb¡“ d“ujLy$dpf hpO¡gp 99099 804906. îudsu hjp®b¡“ S>e¡icpC ìepk 94083 492077. îu cpZÆcpB BðfcpB ‘V¡$g 98258 027478. îu dlphufrk„l “pfpeZtkl fpS>‘|fp¡rls 98250 481169. 3 îudsu R>pepb¡“ fpS>¡ÞÖcpC Mfpv$u 99989 8199610. îudsu ê$‘gb¡“ rQfpeycpC dl¡sp 97225 1442411. îu ‘fp¾$dtkl ArS>stkl ÅX¡$Å 98795 5949912. X$p¸. fpS>¡icpB ipl (“uL$uf) 93272 2688813. 4 îudsu q‘ÞL$ub¡“ “ufS>cpC kp¡“u 92658 2884314. îudsu fpMub¡“ d“p¡S>cpC ipl 98789 5762315. îu rh“p¡v$cpC NcycpC cfhpX$ 98981 7742416 îu AÆs Q„‘pgpg v$p^uQ 98791 1194917. 5 îudsu âaºgpb¡“ fpSy>cpB S>¡W$hp 98797 4308318. îudsu s¡S>gb¡“ buS>gcpC ìepk 99099 8442819. X$p. rls¡ÞÖcpC âcyv$pk ‘V¡$g 98250 6274720. îu “¥rsL$cpC v$n¡icpC ipl 96242 0999021. 6 îudsu S>eîub¡“ Arð“cpC kp¡g„L$u 90997 5966422. îudsu l¡dujp S>e¡icpB W$L$L$f 97249 1835923. X$p. iusgcpC hk„sgpg rd”u 98250 2510024. îu rlfpcpC qL$i“Q„Ö L$p„S>hpZu 98257 8833025. 7 îudsu c|rdL$pb¡“ “f¡icpC fpZp 81287 9157926. îudsu ð¡spb¡“ L©$ZpgcpC Qp¥lpZ (DÑ¡L$f) 81538 1530827. îu b„qv$icpC Aê$ZcpC ipl 98250 3521328. îu d“p¡S>cpC c|‘¡ÞÖcpC ‘V¡$g 98258 1990229. 8 îudsu fuV$pb¡“ ‘fpif ApQpe® 92271 0264730. îudsu du“pbp ‘qfdgtkl Qp¥lpZ (L$fp¡X$uep) 72268 0553331. îu L¡$eyfcpC “pfpeZv$pk fp¡L$X$uep 98250 1737932. îu fpS>¡icpC v$gkyMcpC âÅ‘rs 98253 0765933. 9 îudsu Drdjp cp¥rdL$cpC hkphp 97261 8666134. îudsu kyf¡Mpb¡“ dl¡icpC ‘V¡$g 98791 1127535. îu “ftklcpC i“pcpC Qp¥lpZ 97730 3235436. îu îuf„N fpS>¡i Apef¡ 99250 92055

hX$p¡v$fp dlp_Nf‘prgL$p kcpkv$îuAp¡“p V¡$guap¡_ _„bfp¡_u epv$u

Page 39: f hX$p¡v$fp dlp Nf‘prgL$p f

(31)(31)(31)(31)(31)

37 10 îudsu gugpb¡“ d“ycpC dL$hpZp 99989 8026238. îudsu Ah“ub¡“ hgcpC õV¡$ç‘hpgp 93772 3779939. îu Dd„NcpC fZÆcpC b°ûcË$ 98791 1228740. îu r“rs“Ly$dpf S>e„rsgpg v$p¢Np 98251 0565041. 11 îudsu dlpgÿdub¡“ i¡MfcpC k¡V$uepf 92275 1041042. îudsu k„Nuspb¡“ dyL¡$iQÞÖ Qp¡¼ku 98242 5705843. îu rQfpNcpC qv$gu‘cpC bpfp¡V$ 98258 0216044. îu “fhuftkl hufdv$¡htkl QyX$pkdp 98985 9654245. 12 îudsu V¹$qhÞL$g ê$‘¡iLy$dpf rÓh¡v$u (bug) 98243 6961246. îudsu fuspb¡“ frhâL$pi k]^ 98791 8302747. îu õduscpC R>N“cpC Apfv$¡iZp 98795 0513948. îu d“uj qv$“L$f ‘Npf 98240 7707449. 13 îudsu Äep¡rsb¡“ r“su“cpC ‘V¡$g 98251 4807750. îudsu ÅN©rsb¡“ rh“p¡v$Ly$dpf L$pL$p 98795 5585751. îu bpmpkpl¡b NZ‘sfph kyh®¡ 98255 0376352. îu d£icpC v$if’cpC ‘V$Zu 98986 1205853. 14 îudsu S>¡gd fpL¡$icpB Qp¡L$ku 98795 4597954. îudsu “„v$pb¡“ îuL$p„scpC Å¡ju 98251 1104255. îu krQ“cpC fpS>¡icpC ‘pV$X$uep 96012 9013456. îu lf¡icpC Np¥sdcpC Æ“Nf 98251 1209757. 15 îudsu ‘pê$gb¡“ d£icpC ‘V¡$g 99139 7055058. îudsu ‘y“db¡“ Np¡‘pgcpB ipl 99747 0167359. îu fZR>p¡X$cpC cpvy$cpC fpW$hp 98250 6801160. îu AprijcpC S>ih„sgpg Å¡ju 99099 1315361. 16 îudsu AëL$pb¡“ i¥g¡jcpB ‘V¡$g 96385 5848562. îudsu õ“¡lgb¡“ d“ujcpC ‘V¡$g 99798 8908963. îu O“íepdcpC W$pL$fiu kp¡g„L$u 98258 0218864. îu Q„ÖL$p„s fpdQfZ îuhpõsh (cÕ’ycpB) 98250 4085765. 17 îudsu râsub¡“ rl¡s¡icpC cË$ 97277 1452566. îudsu k„Nuspb¡“ fS>“uL$p„s ‘V¡$g 95868 8110567. îu r“g¡i fZÆstkl fpW$p¡X$ 98795 5442968. îu i¥g¡icpC Ad©scpC ‘pV$ug 98248 8888969. 18 îudsu cpfsub¡“ fd¡icpC cÖ¡kfp 98986 9385170. îudsu kyF>spb¡“ rhh¡L$cpC â^p“ 94286 9747571. îu L$ë‘¡i ‘V¡$g (S>e fZR>p¡X$) 99250 0044472. îu L¡$s“cpC bpbycpC ‘V¡$g 99133 5292273. 19 îudsu l¡dgÑpb¡“ Q„‘L$cpC sX$hu 98251 2387574. îudsu ‘yr“spb¡“ Np¡‘pgcpC ìepk 97232 0288475. îu Aë‘¡i d ykyv$“ g]çbQuep 98791 1129576. îu O“íepdcpC d“ycpC ‘V¡$g 98795 55931

¾$d Q|„V$Zu hp¡X®$ kcpkv$“y„ “pd dp¡bpBg “„bf

Page 40: f hX$p¡v$fp dlp Nf‘prgL$p f

(32)(32)(32)(32)(32)

ANÐe_p V¡$guap¡_ _„bf s¡dS> a¡L$k _„bf_u epv$u|f r_e„ÓZ

A“y¾$d V¡$guap¡_ _„bf“„bf _pd Ap¡qak dp¡bpBg /fl¡W$pZ

1 2 3 41 .1 .1 .1 .1 . ‘|f, fpls, Lg¡L$V$f Ap¡qak‘|f, fpls, Lg¡L$V$f Ap¡qak‘|f, fpls, Lg¡L$V$f Ap¡qak‘|f, fpls, Lg¡L$V$f Ap¡qak‘|f, fpls, Lg¡L$V$f Ap¡qak 1077, 2433000, 24231001077, 2433000, 24231001077, 2433000, 24231001077, 2433000, 24231001077, 2433000, 24231002 .2 .2 .2 .2 . kuV$u `p¡guk L„$V²$p ¡gkuV$u `p¡guk L„$V²$p ¡gkuV$u `p¡guk L„$V²$p ¡gkuV$u `p¡guk L„$V²$p ¡gkuV$u `p¡guk L„$V²$p ¡g 100, 2414300, 2433000100, 2414300, 2433000100, 2414300, 2433000100, 2414300, 2433000100, 2414300, 2433000 -----3 .3 .3 .3 .3 . N°pçe `p¡guk L„V²$p ¡gN°pçe `p¡guk L„V²$p ¡gN°pçe `p¡guk L„V²$p ¡gN°pçe `p¡guk L„V²$p ¡gN°pçe `p¡guk L„V²$p ¡g 2423888, 24197772423888, 24197772423888, 24197772423888, 24197772423888, 2419777 -----4 .4 .4 .4 .4 . dpdgsv$pf (hX$p¡v$fp il¡f)dpdgsv$pf (hX$p¡v$fp il¡f)dpdgsv$pf (hX$p¡v$fp il¡f)dpdgsv$pf (hX$p¡v$fp il¡f)dpdgsv$pf (hX$p¡v$fp il¡f) 2418145, 24210952418145, 24210952418145, 24210952418145, 24210952418145, 2421095 98253181189825318118982531811898253181189825318118 2 3 4 1 5 3 02 3 4 1 5 3 02 3 4 1 5 3 02 3 4 1 5 3 02 3 4 1 5 3 05 .5 .5 .5 .5 . dpdgsv$pf (hpOp¡X$uep)dpdgsv$pf (hpOp¡X$uep)dpdgsv$pf (hpOp¡X$uep)dpdgsv$pf (hpOp¡X$uep)dpdgsv$pf (hpOp¡X$uep) 02668-26222902668-26222902668-26222902668-26222902668-262229 94276109609427610960942761096094276109609427610960 2 6 2 1 2 8 42 6 2 1 2 8 42 6 2 1 2 8 42 6 2 1 2 8 42 6 2 1 2 8 46 .6 .6 .6 .6 . spgyL$p rhL$pk Ar^L$pfu (hpOp¡X$uep)spgyL$p rhL$pk Ar^L$pfu (hpOp¡X$uep)spgyL$p rhL$pk Ar^L$pfu (hpOp¡X$uep)spgyL$p rhL$pk Ar^L$pfu (hpOp¡X$uep)spgyL$p rhL$pk Ar^L$pfu (hpOp¡X$uep) 02668-26222702668-26222702668-26222702668-26222702668-262227 -----7 .7 .7 .7 .7 . hpOp¡X$uep `p¡guk õV¡$i_hpOp¡X$uep `p¡guk õV¡$i_hpOp¡X$uep `p¡guk õV¡$i_hpOp¡X$uep `p¡guk õV¡$i_hpOp¡X$uep `p¡guk õV¡$i_ 02668-26223302668-26223302668-26223302668-26223302668-262233 -----8 .8 .8 .8 .8 . S>fp¡v$ `p¡guk õV¡$i_S>fp¡v$ `p¡guk õV¡$i_S>fp¡v$ `p¡guk õV¡$i_S>fp¡v$ `p¡guk õV¡$i_S>fp¡v$ `p¡guk õV¡$i_ 02668-27423302668-27423302668-27423302668-27423302668-274233 -----9 .9 .9 .9 .9 . Apkp¡S>-dlp“Nf‘prgL$p L„$`pDÞX$Apkp¡S>-dlp“Nf‘prgL$p L„$`pDÞX$Apkp¡S>-dlp“Nf‘prgL$p L„$`pDÞX$Apkp¡S>-dlp“Nf‘prgL$p L„$`pDÞX$Apkp¡S>-dlp“Nf‘prgL$p L„$`pDÞX$ 02668-29021702668-29021702668-29021702668-29021702668-290217 -----

1 0 .1 0 .1 0 .1 0 .1 0 . r_d¡V$p-dlp“Nf‘prgL$p NpX®$_r_d¡V$p-dlp“Nf‘prgL$p NpX®$_r_d¡V$p-dlp“Nf‘prgL$p NpX®$_r_d¡V$p-dlp“Nf‘prgL$p NpX®$_r_d¡V$p-dlp“Nf‘prgL$p NpX®$_ 02668-29021802668-29021802668-29021802668-29021802668-290218 -----1 1 .1 1 .1 1 .1 1 .1 1 . ApL$pihpZu - hX$p¡v$fpApL$pihpZu - hX$p¡v$fpApL$pihpZu - hX$p¡v$fpApL$pihpZu - hX$p¡v$fpApL$pihpZu - hX$p¡v$fp 2 6 4 3 7 9 62 6 4 3 7 9 62 6 4 3 7 9 62 6 4 3 7 9 62 6 4 3 7 9 6 2 7 1 1 7 6 42 7 1 1 7 6 42 7 1 1 7 6 42 7 1 1 7 6 42 7 1 1 7 6 4 -----1 2 .1 2 .1 2 .1 2 .1 2 . fpls L$rdi_fîu (Np„^u_Nf)fpls L$rdi_fîu (Np„^u_Nf)fpls L$rdi_fîu (Np„^u_Nf)fpls L$rdi_fîu (Np„^u_Nf)fpls L$rdi_fîu (Np„^u_Nf) 0265-79-23230430265-79-23230430265-79-23230430265-79-23230430265-79-2323043 98258021819825802181982580218198258021819825802181 3 2 4 0 3 0 33 2 4 0 3 0 33 2 4 0 3 0 33 2 4 0 3 0 33 2 4 0 3 0 31 3 .1 3 .1 3 .1 3 .1 3 . `|f r_e„ÓZ L„V²$p ¡g ê$d, L$g¡L$V$f L$Q¡fu`|f r_e„ÓZ L„V²$p ¡g ê$d, L$g¡L$V$f L$Q¡fu`|f r_e„ÓZ L„V²$p ¡g ê$d, L$g¡L$V$f L$Q¡fu`|f r_e„ÓZ L„V²$p ¡g ê$d, L$g¡L$V$f L$Q¡fu`|f r_e„ÓZ L„V²$p ¡g ê$d, L$g¡L$V$f L$Q¡fu 2 4 2 7 5 9 22 4 2 7 5 9 22 4 2 7 5 9 22 4 2 7 5 9 22 4 2 7 5 9 21 4 .1 4 .1 4 .1 4 .1 4 . spgyL$p rhL$pk Ar^L$pfuîu, hX$p¡v$fp.spgyL$p rhL$pk Ar^L$pfuîu, hX$p¡v$fp.spgyL$p rhL$pk Ar^L$pfuîu, hX$p¡v$fp.spgyL$p rhL$pk Ar^L$pfuîu, hX$p¡v$fp.spgyL$p rhL$pk Ar^L$pfuîu, hX$p¡v$fp. 2 5 6 0 2 6 12 5 6 0 2 6 12 5 6 0 2 6 12 5 6 0 2 6 12 5 6 0 2 6 1 2 5 1 4 9 4 62 5 1 4 9 4 62 5 1 4 9 4 62 5 1 4 9 4 62 5 1 4 9 4 6 2431039 2431039 2431039 2431039 24310391 5 .1 5 .1 5 .1 5 .1 5 . rS>‰p `„Qpes, hX$p¡v$fp.rS>‰p `„Qpes, hX$p¡v$fp.rS>‰p `„Qpes, hX$p¡v$fp.rS>‰p `„Qpes, hX$p¡v$fp.rS>‰p `„Qpes, hX$p¡v$fp. 2433845, 24381102433845, 24381102433845, 24381102433845, 24381102433845, 2438110 ----- 2 4 3 1 0 3 62 4 3 1 0 3 62 4 3 1 0 3 62 4 3 1 0 3 62 4 3 1 0 3 61 6 .1 6 .1 6 .1 6 .1 6 . S>gpfpd k¡hp L¡$ÞÖ (d„qv$f) L$pf¡gubpN, hX$p¡v$fp.S>gpfpd k¡hp L¡$ÞÖ (d„qv$f) L$pf¡gubpN, hX$p¡v$fp.S>gpfpd k¡hp L¡$ÞÖ (d„qv$f) L$pf¡gubpN, hX$p¡v$fp.S>gpfpd k¡hp L¡$ÞÖ (d„qv$f) L$pf¡gubpN, hX$p¡v$fp.S>gpfpd k¡hp L¡$ÞÖ (d„qv$f) L$pf¡gubpN, hX$p¡v$fp. 2 4 6 2 0 5 02 4 6 2 0 5 02 4 6 2 0 5 02 4 6 2 0 5 02 4 6 2 0 5 0 -----1 7 .1 7 .1 7 .1 7 .1 7 . rkrhg X$ua¡Þk, hX$p¡v$fp.rkrhg X$ua¡Þk, hX$p¡v$fp.rkrhg X$ua¡Þk, hX$p¡v$fp.rkrhg X$ua¡Þk, hX$p¡v$fp.rkrhg X$ua¡Þk, hX$p¡v$fp. 2 4 3 1 4 1 02 4 3 1 4 1 02 4 3 1 4 1 02 4 3 1 4 1 02 4 3 1 4 1 0 -----1 8 .1 8 .1 8 .1 8 .1 8 . lp¡dNpX®$, hX$p¡v$fp.lp¡dNpX®$, hX$p¡v$fp.lp¡dNpX®$, hX$p¡v$fp.lp¡dNpX®$, hX$p¡v$fp.lp¡dNpX®$, hX$p¡v$fp. 2 4 3 3 4 0 02 4 3 3 4 0 02 4 3 3 4 0 02 4 3 3 4 0 02 4 3 3 4 0 0 -----1 9 .1 9 .1 9 .1 9 .1 9 . N¡fu-Qp¥^fu kpl¡bN¡fu-Qp¥^fu kpl¡bN¡fu-Qp¥^fu kpl¡bN¡fu-Qp¥^fu kpl¡bN¡fu-Qp¥^fu kpl¡b ----- 982412711598241271159824127115982412711598241271152 0 .2 0 .2 0 .2 0 .2 0 . X$uç`g ap¡V$p ¡X$uç`g ap¡V$p ¡X$uç`g ap¡V$p ¡X$uç`g ap¡V$p ¡X$uç`g ap¡V$p ¡ 2 4 2 7 0 7 22 4 2 7 0 7 22 4 2 7 0 7 22 4 2 7 0 7 22 4 2 7 0 7 2 -----2 1 .2 1 .2 1 .2 1 .2 1 . fÆõV²$pf - A¡d. A¡k. eyr_hrk®V$ufÆõV²$pf - A¡d. A¡k. eyr_hrk®V$ufÆõV²$pf - A¡d. A¡k. eyr_hrk®V$ufÆõV²$pf - A¡d. A¡k. eyr_hrk®V$ufÆõV²$pf - A¡d. A¡k. eyr_hrk®V$u 2 7 9 5 5 2 12 7 9 5 5 2 12 7 9 5 5 2 12 7 9 5 5 2 12 7 9 5 5 2 1 2 7 9 4 6 9 52 7 9 4 6 9 52 7 9 4 6 9 52 7 9 4 6 9 52 7 9 4 6 9 52 2 .2 2 .2 2 .2 2 .2 2 . ipk_pr^L$pfu (hX$p¡v$fp rS>‰p)ipk_pr^L$pfu (hX$p¡v$fp rS>‰p)ipk_pr^L$pfu (hX$p¡v$fp rS>‰p)ipk_pr^L$pfu (hX$p¡v$fp rS>‰p)ipk_pr^L$pfu (hX$p¡v$fp rS>‰p) 2 4 3 2 0 4 82 4 3 2 0 4 82 4 3 2 0 4 82 4 3 2 0 4 82 4 3 2 0 4 8 -----

V$u. hu. Q¡_gp¡ :-2 3 .2 3 .2 3 .2 3 .2 3 . hX$p¡v$fp ÞeyT duX$uep (hu. A¡_. A¡d.)hX$p¡v$fp ÞeyT duX$uep (hu. A¡_. A¡d.)hX$p¡v$fp ÞeyT duX$uep (hu. A¡_. A¡d.)hX$p¡v$fp ÞeyT duX$uep (hu. A¡_. A¡d.)hX$p¡v$fp ÞeyT duX$uep (hu. A¡_. A¡d.) 2 3 2 3 0 6 62 3 2 3 0 6 62 3 2 3 0 6 62 3 2 3 0 6 62 3 2 3 0 6 6 987954160698795416069879541606987954160698795416062 4 .2 4 .2 4 .2 4 .2 4 . TNN (sukfu Ap„M ÞeyT “¡V$hL®$)(sukfu Ap„M ÞeyT “¡V$hL®$)(sukfu Ap„M ÞeyT “¡V$hL®$)(sukfu Ap„M ÞeyT “¡V$hL®$)(sukfu Ap„M ÞeyT “¡V$hL®$) 2 3 3 5 4 9 82 3 3 5 4 9 82 3 3 5 4 9 82 3 3 5 4 9 82 3 3 5 4 9 8 987911412998791141299879114129987911412998791141292 5 .2 5 .2 5 .2 5 .2 5 . ÞeyT àgkÞeyT àgkÞeyT àgkÞeyT àgkÞeyT àgk ----- 982580210898258021089825802108982580210898258021082 6 .2 6 .2 6 .2 6 .2 6 . Æ.V$u.`u. A¡g.Æ.V$u.`u. A¡g.Æ.V$u.`u. A¡g.Æ.V$u.`u. A¡g.Æ.V$u.`u. A¡g. 2 2 2 6 3 3 32 2 2 6 3 3 32 2 2 6 3 3 32 2 2 6 3 3 32 2 2 6 3 3 3 909993631890999363189099936318909993631890999363182 7 .2 7 .2 7 .2 7 .2 7 . L¡$. V$u. hu.L¡$. V$u. hu.L¡$. V$u. hu.L¡$. V$u. hu.L¡$. V$u. hu. 2 4 1 6 8 2 42 4 1 6 8 2 42 4 1 6 8 2 42 4 1 6 8 2 42 4 1 6 8 2 4 942761222494276122249427612224942761222494276122242 8 .2 8 .2 8 .2 8 .2 8 . V$u.hu.-9V$u.hu.-9V$u.hu.-9V$u.hu.-9V$u.hu.-9 ----- 990994163499099416349909941634990994163499099416342 9 .2 9 .2 9 .2 9 .2 9 . _¡i_g apef A¡L¡$X¡$du, ApS>hp fp¡X$,_¡i_g apef A¡L¡$X¡$du, ApS>hp fp¡X$,_¡i_g apef A¡L¡$X¡$du, ApS>hp fp¡X$,_¡i_g apef A¡L¡$X¡$du, ApS>hp fp¡X$,_¡i_g apef A¡L¡$X¡$du, ApS>hp fp¡X$, (A¡L¡$X¡$du) 2562476(A¡L¡$X¡$du) 2562476(A¡L¡$X¡$du) 2562476(A¡L¡$X¡$du) 2562476(A¡L¡$X¡$du) 2562476

(_l¡ê$ch_) 2433252(_l¡ê$ch_) 2433252(_l¡ê$ch_) 2433252(_l¡ê$ch_) 2433252(_l¡ê$ch_) 2433252 2 5 6 8 2 9 32 5 6 8 2 9 32 5 6 8 2 9 32 5 6 8 2 9 32 5 6 8 2 9 3 2 4 1 6 4 2 52 4 1 6 4 2 52 4 1 6 4 2 52 4 1 6 4 2 52 4 1 6 4 2 53 0 .3 0 .3 0 .3 0 .3 0 . BÞõV$uV$eyV$ Ap¡a apef d¡_¡S>d¡ÞV$, tk^fp¡V$BÞõV$uV$eyV$ Ap¡a apef d¡_¡S>d¡ÞV$, tk^fp¡V$BÞõV$uV$eyV$ Ap¡a apef d¡_¡S>d¡ÞV$, tk^fp¡V$BÞõV$uV$eyV$ Ap¡a apef d¡_¡S>d¡ÞV$, tk^fp¡V$BÞõV$uV$eyV$ Ap¡a apef d¡_¡S>d¡ÞV$, tk^fp¡V$ 2783062, 27854022783062, 27854022783062, 27854022783062, 27854022783062, 2785402 ----- -----

2 7 8 5 4 0 92 7 8 5 4 0 92 7 8 5 4 0 92 7 8 5 4 0 92 7 8 5 4 0 9 ----- -----3 1 .3 1 .3 1 .3 1 .3 1 . f¡X$uep¡ duQ} 98.3 F.M. 982505081498250508149825050814982505081498250508143 2 .3 2 .3 2 .3 2 .3 2 . f¡X$ A¡a. A¡d. 93.5 F.M. (fp¡i_cpC) (fp¡i_cpC) (fp¡i_cpC) (fp¡i_cpC) (fp¡i_cpC) 990902898399090289839909028983990902898399090289833 3 .3 3 .3 3 .3 3 .3 3 . f¡X$uep¡ kuV$u 91.1 F.M. (`p\®cpC) (`p\®cpC) (`p\®cpC) (`p\®cpC) (`p\®cpC) 99980790119998079011999807901199980790119998079011 -----3 4 .3 4 .3 4 .3 4 .3 4 . l¡d f¡X$uep¡ (îu `u. A¡d. Å¡ju)l¡d f¡X$uep¡ (îu `u. A¡d. Å¡ju)l¡d f¡X$uep¡ (îu `u. A¡d. Å¡ju)l¡d f¡X$uep¡ (îu `u. A¡d. Å¡ju)l¡d f¡X$uep¡ (îu `u. A¡d. Å¡ju) ----- 98240105999824010599982401059998240105999824010599 -----

Page 41: f hX$p¡v$fp dlp Nf‘prgL$p f

(33)(33)(33)(33)(33)

rS>‰p_p ANÐe_p Ar^L$pfuîuAp¡_p V¡$guap¡_ _„bfp¡_u epv$u

1 .1 .1 .1 .1 . îudsu ipgu“u AN°hpg ApB. A¡. A¡k.ApB. A¡. A¡k.ApB. A¡. A¡k.ApB. A¡. A¡k.ApB. A¡. A¡k. 02650265026502650265 24330002433000243300024330002433000 ----- 24310932431093243109324310932431093L$g¡L$V$f A_¡ X$uõV²$uL$V$ d¡ÆõV²$ ¡V$, hX$p¡v$fp.L$g¡L$V$f A_¡ X$uõV²$uL$V$ d¡ÆõV²$ ¡V$, hX$p¡v$fp.L$g¡L$V$f A_¡ X$uõV²$uL$V$ d¡ÆõV²$ ¡V$, hX$p¡v$fp.L$g¡L$V$f A_¡ X$uõV²$uL$V$ d¡ÆõV²$ ¡V$, hX$p¡v$fp.L$g¡L$V$f A_¡ X$uõV²$uL$V$ d¡ÆõV²$ ¡V$, hX$p¡v$fp. dp¡bpBg : 99784 06224dp¡bpBg : 99784 06224dp¡bpBg : 99784 06224dp¡bpBg : 99784 06224dp¡bpBg : 99784 06224

2 .2 .2 .2 .2 . X$pµ. idi¡ftkl k]^ 0 2 6 50 2 6 50 2 6 50 2 6 50 2 6 5 2 4 3 1 4 1 42 4 3 1 4 1 42 4 3 1 4 1 42 4 3 1 4 1 42 4 3 1 4 1 4 2 4 3 2 5 8 22 4 3 2 5 8 22 4 3 2 5 8 22 4 3 2 5 8 22 4 3 2 5 8 2 2 4 3 2 5 8 22 4 3 2 5 8 22 4 3 2 5 8 22 4 3 2 5 8 22 4 3 2 5 8 2‘p¡guk L$rdi“f, hX$p¡v$fp.‘p¡guk L$rdi“f, hX$p¡v$fp.‘p¡guk L$rdi“f, hX$p¡v$fp.‘p¡guk L$rdi“f, hX$p¡v$fp.‘p¡guk L$rdi“f, hX$p¡v$fp. dp¡bpBg: 99784 06280dp¡bpBg: 99784 06280dp¡bpBg: 99784 06280dp¡bpBg: 99784 06280dp¡bpBg: 99784 06280

3 .3 .3 .3 .3 . îu qL$fZ bu. Th¡fu 0 2 6 50 2 6 50 2 6 50 2 6 50 2 6 5 2 4 3 2 0 2 72 4 3 2 0 2 72 4 3 2 0 2 72 4 3 2 0 2 72 4 3 2 0 2 7 2 4 3 1 0 7 82 4 3 1 0 7 82 4 3 1 0 7 82 4 3 1 0 7 82 4 3 1 0 7 8rS>‰p rhL$pk Ar^L$pfu, hX$p¡v$fp.rS>‰p rhL$pk Ar^L$pfu, hX$p¡v$fp.rS>‰p rhL$pk Ar^L$pfu, hX$p¡v$fp.rS>‰p rhL$pk Ar^L$pfu, hX$p¡v$fp.rS>‰p rhL$pk Ar^L$pfu, hX$p¡v$fp. dp¡bpBg : 99784 06249dp¡bpBg : 99784 06249dp¡bpBg : 99784 06249dp¡bpBg : 99784 06249dp¡bpBg : 99784 06249

4 .4 .4 .4 .4 . îu rS>‰p ‘p¡rgk hX$p-hX$p¡v$fpîu rS>‰p ‘p¡rgk hX$p-hX$p¡v$fpîu rS>‰p ‘p¡rgk hX$p-hX$p¡v$fpîu rS>‰p ‘p¡rgk hX$p-hX$p¡v$fpîu rS>‰p ‘p¡rgk hX$p-hX$p¡v$fp 0 2 6 50 2 6 50 2 6 50 2 6 50 2 6 5 2 4 1 2 2 5 52 4 1 2 2 5 52 4 1 2 2 5 52 4 1 2 2 5 52 4 1 2 2 5 5 ----- 2 4 3 2 6 0 42 4 3 2 6 0 42 4 3 2 6 0 42 4 3 2 6 0 42 4 3 2 6 0 4

5 .5 .5 .5 .5 . îu r“hpku _peb L$g¡L$V$fîu r“hpku _peb L$g¡L$V$fîu r“hpku _peb L$g¡L$V$fîu r“hpku _peb L$g¡L$V$fîu r“hpku _peb L$g¡L$V$f 0 2 6 50 2 6 50 2 6 50 2 6 50 2 6 5 2 4 1 9 7 0 02 4 1 9 7 0 02 4 1 9 7 0 02 4 1 9 7 0 02 4 1 9 7 0 0 2 4 3 1 0 9 32 4 3 1 0 9 32 4 3 1 0 9 32 4 3 1 0 9 32 4 3 1 0 9 3

6 .6 .6 .6 .6 . îu X$u. Apf. X$u. A¡.îu X$u. Apf. X$u. A¡.îu X$u. Apf. X$u. A¡.îu X$u. Apf. X$u. A¡.îu X$u. Apf. X$u. A¡. 0 2 6 50 2 6 50 2 6 50 2 6 50 2 6 5 2 4 8 7 4 3 22 4 8 7 4 3 22 4 8 7 4 3 22 4 8 7 4 3 22 4 8 7 4 3 2 ----- 2 4 8 5 6 0 82 4 8 5 6 0 82 4 8 5 6 0 82 4 8 5 6 0 82 4 8 5 6 0 8

7 .7 .7 .7 .7 . îu _peb rS>‰p rhL$pk Ar^L$pfu,hX$p¡v$fp.îu _peb rS>‰p rhL$pk Ar^L$pfu,hX$p¡v$fp.îu _peb rS>‰p rhL$pk Ar^L$pfu,hX$p¡v$fp.îu _peb rS>‰p rhL$pk Ar^L$pfu,hX$p¡v$fp.îu _peb rS>‰p rhL$pk Ar^L$pfu,hX$p¡v$fp. $ 0 2 6 50 2 6 50 2 6 50 2 6 50 2 6 5 2 4 3 3 2 0 12 4 3 3 2 0 12 4 3 3 2 0 12 4 3 3 2 0 12 4 3 3 2 0 1 ----- 2 4 1 8 9 0 02 4 1 8 9 0 02 4 1 8 9 0 02 4 1 8 9 0 02 4 1 8 9 0 0

8 .8 .8 .8 .8 . îu _peb L$g¡L$V$f (d. cp¡. ep¡.) hX$p¡v$fp.îu _peb L$g¡L$V$f (d. cp¡. ep¡.) hX$p¡v$fp.îu _peb L$g¡L$V$f (d. cp¡. ep¡.) hX$p¡v$fp.îu _peb L$g¡L$V$f (d. cp¡. ep¡.) hX$p¡v$fp.îu _peb L$g¡L$V$f (d. cp¡. ep¡.) hX$p¡v$fp. 0 2 6 50 2 6 50 2 6 50 2 6 50 2 6 5 2 4 3 1 7 7 02 4 3 1 7 7 02 4 3 1 7 7 02 4 3 1 7 7 02 4 3 1 7 7 0 2 4 3 1 0 3 62 4 3 1 0 3 62 4 3 1 0 3 62 4 3 1 0 3 62 4 3 1 0 3 6

9 .9 .9 .9 .9 . C. D. H. O. 0 2 6 50 2 6 50 2 6 50 2 6 50 2 6 5 2 4 3 2 3 8 32 4 3 2 3 8 32 4 3 2 3 8 32 4 3 2 3 8 32 4 3 2 3 8 3 ----- 2 4 3 1 0 3 62 4 3 1 0 3 62 4 3 1 0 3 62 4 3 1 0 3 62 4 3 1 0 3 6

1 0 .1 0 .1 0 .1 0 .1 0 . D. E. O. 0 2 6 50 2 6 50 2 6 50 2 6 50 2 6 5 2 4 6 1 7 0 32 4 6 1 7 0 32 4 6 1 7 0 32 4 6 1 7 0 32 4 6 1 7 0 3 ----- 2 4 6 1 7 0 32 4 6 1 7 0 32 4 6 1 7 0 32 4 6 1 7 0 32 4 6 1 7 0 3

1 1 .1 1 .1 1 .1 1 .1 1 . D. P. E. O. 0 2 6 50 2 6 50 2 6 50 2 6 50 2 6 5 2 4 3 6 4 1 12 4 3 6 4 1 12 4 3 6 4 1 12 4 3 6 4 1 12 4 3 6 4 1 1 2 4 3 1 0 7 62 4 3 1 0 7 62 4 3 1 0 7 62 4 3 1 0 7 62 4 3 1 0 7 6

1 2 .1 2 .1 2 .1 2 .1 2 . îu d¡®ÞÖtkl QyX$pkdp 0 2 6 50 2 6 50 2 6 50 2 6 50 2 6 5 2 4 1 8 3 8 82 4 1 8 3 8 82 4 1 8 3 8 82 4 1 8 3 8 82 4 1 8 3 8 8 2 4 1 7 6 2 02 4 1 7 6 2 02 4 1 7 6 2 02 4 1 7 6 2 02 4 1 7 6 2 0ipk“pr^L$pfu, “Nf âp’rdqL$ rinZ krdrsipk“pr^L$pfu, “Nf âp’rdqL$ rinZ krdrsipk“pr^L$pfu, “Nf âp’rdqL$ rinZ krdrsipk“pr^L$pfu, “Nf âp’rdqL$ rinZ krdrsipk“pr^L$pfu, “Nf âp’rdqL$ rinZ krdrs dp¡bpBg : 95745 55837dp¡bpBg : 95745 55837dp¡bpBg : 95745 55837dp¡bpBg : 95745 55837dp¡bpBg : 95745 55837

1 3 .1 3 .1 3 .1 3 .1 3 . îu dv$v$“ui _peb L$g¡L$V$f-L$fS>Zîu dv$v$“ui _peb L$g¡L$V$f-L$fS>Zîu dv$v$“ui _peb L$g¡L$V$f-L$fS>Zîu dv$v$“ui _peb L$g¡L$V$f-L$fS>Zîu dv$v$“ui _peb L$g¡L$V$f-L$fS>Z 0 2 6 50 2 6 50 2 6 50 2 6 50 2 6 5 2 4 2 0 3 9 12 4 2 0 3 9 12 4 2 0 3 9 12 4 2 0 3 9 12 4 2 0 3 9 1 ----- 2 4 2 6 5 1 62 4 2 6 5 1 62 4 2 6 5 1 62 4 2 6 5 1 62 4 2 6 5 1 6

1 4 .1 4 .1 4 .1 4 .1 4 . îu dv$v$“ui _peb L$g¡L$V$f-X$cp¡Bîu dv$v$“ui _peb L$g¡L$V$f-X$cp¡Bîu dv$v$“ui _peb L$g¡L$V$f-X$cp¡Bîu dv$v$“ui _peb L$g¡L$V$f-X$cp¡Bîu dv$v$“ui _peb L$g¡L$V$f-X$cp¡B 0 2 6 6 30 2 6 6 30 2 6 6 30 2 6 6 30 2 6 6 3 2 4 5 8 7 6 12 4 5 8 7 6 12 4 5 8 7 6 12 4 5 8 7 6 12 4 5 8 7 6 1 ----- 2 4 3 1 3 7 72 4 3 1 3 7 72 4 3 1 3 7 72 4 3 1 3 7 72 4 3 1 3 7 7

1 5 .1 5 .1 5 .1 5 .1 5 . îu dpdgsv$pf (d¡“¡S>d¡ÞV$), hX$p¡v$fp il¡fîu dpdgsv$pf (d¡“¡S>d¡ÞV$), hX$p¡v$fp il¡fîu dpdgsv$pf (d¡“¡S>d¡ÞV$), hX$p¡v$fp il¡fîu dpdgsv$pf (d¡“¡S>d¡ÞV$), hX$p¡v$fp il¡fîu dpdgsv$pf (d¡“¡S>d¡ÞV$), hX$p¡v$fp il¡f 0 2 6 50 2 6 50 2 6 50 2 6 50 2 6 5 2 4 2 7 5 9 22 4 2 7 5 9 22 4 2 7 5 9 22 4 2 7 5 9 22 4 2 7 5 9 2 - - - - -

1 6 .1 6 .1 6 .1 6 .1 6 . DPO ( ( ( ( (GSDMA) 0 2 6 50 2 6 50 2 6 50 2 6 50 2 6 5 2 4 2 7 5 9 22 4 2 7 5 9 22 4 2 7 5 9 22 4 2 7 5 9 22 4 2 7 5 9 2 2 4 3 1 0 9 32 4 3 1 0 9 32 4 3 1 0 9 32 4 3 1 0 9 32 4 3 1 0 9 3

1 7 .1 7 .1 7 .1 7 .1 7 . îu âp„s Ap¡qakf-hX$p¡v$fp il¡fîu âp„s Ap¡qakf-hX$p¡v$fp il¡fîu âp„s Ap¡qakf-hX$p¡v$fp il¡fîu âp„s Ap¡qakf-hX$p¡v$fp il¡fîu âp„s Ap¡qakf-hX$p¡v$fp il¡f 0 2 6 50 2 6 50 2 6 50 2 6 50 2 6 5 2 4 3 4 4 0 22 4 3 4 4 0 22 4 3 4 4 0 22 4 3 4 4 0 22 4 3 4 4 0 2 2454402 2454402 2454402 2454402 2454402

18. 18. 18. 18. 18. îu spgyL$p dpdgsv$pf-hX$p¡v$fp il¡f (DÑf)îu spgyL$p dpdgsv$pf-hX$p¡v$fp il¡f (DÑf)îu spgyL$p dpdgsv$pf-hX$p¡v$fp il¡f (DÑf)îu spgyL$p dpdgsv$pf-hX$p¡v$fp il¡f (DÑf)îu spgyL$p dpdgsv$pf-hX$p¡v$fp il¡f (DÑf) 0 2 6 50 2 6 50 2 6 50 2 6 50 2 6 5 2 4 1 6 2 0 02 4 1 6 2 0 02 4 1 6 2 0 02 4 1 6 2 0 02 4 1 6 2 0 0

19. 19. 19. 19. 19. îu spgyL$p dpdgsv$pf hX$p¡v$fp il¡f (v$qnZ)îu spgyL$p dpdgsv$pf hX$p¡v$fp il¡f (v$qnZ)îu spgyL$p dpdgsv$pf hX$p¡v$fp il¡f (v$qnZ)îu spgyL$p dpdgsv$pf hX$p¡v$fp il¡f (v$qnZ)îu spgyL$p dpdgsv$pf hX$p¡v$fp il¡f (v$qnZ) 0 2 6 50 2 6 50 2 6 50 2 6 50 2 6 5 2 4 1 6 6 0 02 4 1 6 6 0 02 4 1 6 6 0 02 4 1 6 6 0 02 4 1 6 6 0 0

20. 20. 20. 20. 20. îu spgyL$p dpdgsv$pf hX$p¡v$fp il¡f (‘|h®)îu spgyL$p dpdgsv$pf hX$p¡v$fp il¡f (‘|h®)îu spgyL$p dpdgsv$pf hX$p¡v$fp il¡f (‘|h®)îu spgyL$p dpdgsv$pf hX$p¡v$fp il¡f (‘|h®)îu spgyL$p dpdgsv$pf hX$p¡v$fp il¡f (‘|h®) 0 2 6 50 2 6 50 2 6 50 2 6 50 2 6 5 2 4 2 1 0 9 52 4 2 1 0 9 52 4 2 1 0 9 52 4 2 1 0 9 52 4 2 1 0 9 5 2 4 1 8 1 4 52 4 1 8 1 4 52 4 1 8 1 4 52 4 1 8 1 4 52 4 1 8 1 4 5

2 1 .2 1 .2 1 .2 1 .2 1 . îu spgyL$p dpdgsv$pf hX$p¡v$fp il¡f (‘ròd)îu spgyL$p dpdgsv$pf hX$p¡v$fp il¡f (‘ròd)îu spgyL$p dpdgsv$pf hX$p¡v$fp il¡f (‘ròd)îu spgyL$p dpdgsv$pf hX$p¡v$fp il¡f (‘ròd)îu spgyL$p dpdgsv$pf hX$p¡v$fp il¡f (‘ròd) 0 2 6 50 2 6 50 2 6 50 2 6 50 2 6 5 2 4 1 6 7 0 02 4 1 6 7 0 02 4 1 6 7 0 02 4 1 6 7 0 02 4 1 6 7 0 0 - - - - -

2 2 .2 2 .2 2 .2 2 .2 2 . îu âp„s Ap¡qakf-hX$p¡v$fp Np°çeîu âp„s Ap¡qakf-hX$p¡v$fp Np°çeîu âp„s Ap¡qakf-hX$p¡v$fp Np°çeîu âp„s Ap¡qakf-hX$p¡v$fp Np°çeîu âp„s Ap¡qakf-hX$p¡v$fp Np°çe 0 2 6 50 2 6 50 2 6 50 2 6 50 2 6 5 2 4 2 4 4 0 22 4 2 4 4 0 22 4 2 4 4 0 22 4 2 4 4 0 22 4 2 4 4 0 2 - - - - - 2 4 1 7 2 8 62 4 1 7 2 8 62 4 1 7 2 8 62 4 1 7 2 8 62 4 1 7 2 8 6

2 3 .2 3 .2 3 .2 3 .2 3 . îu spgyL$p dpdgsv$pf-hX$p¡v$fp N°pçeîu spgyL$p dpdgsv$pf-hX$p¡v$fp N°pçeîu spgyL$p dpdgsv$pf-hX$p¡v$fp N°pçeîu spgyL$p dpdgsv$pf-hX$p¡v$fp N°pçeîu spgyL$p dpdgsv$pf-hX$p¡v$fp N°pçe 0 2 6 50 2 6 50 2 6 50 2 6 50 2 6 5 2 4 2 0 1 6 52 4 2 0 1 6 52 4 2 0 1 6 52 4 2 0 1 6 52 4 2 0 1 6 5 2 4 2 2 1 6 82 4 2 2 1 6 82 4 2 2 1 6 82 4 2 2 1 6 82 4 2 2 1 6 8

22222 4 .4 .4 .4 .4 . îu spgyL$p rhL$pk Ar^L$pfu- hX$p ¡v$fp N°pçeîu spgyL$p rhL$pk Ar^L$pfu- hX$p ¡v$fp N°pçeîu spgyL$p rhL$pk Ar^L$pfu- hX$p ¡v$fp N°pçeîu spgyL$p rhL$pk Ar^L$pfu- hX$p ¡v$fp N°pçeîu spgyL$p rhL$pk Ar^L$pfu- hX$p ¡v$fp N°pçe 0 2 6 50 2 6 50 2 6 50 2 6 50 2 6 5 2 4 1 7 5 5 62 4 1 7 5 5 62 4 1 7 5 5 62 4 1 7 5 5 62 4 1 7 5 5 6 ----- 2 4 1 2 0 8 92 4 1 2 0 8 92 4 1 2 0 8 92 4 1 2 0 8 92 4 1 2 0 8 9

2 5 .2 5 .2 5 .2 5 .2 5 . îu âp „s Ap¡aukf-5pv$fpîu âp „s Ap¡aukf-5pv$fpîu âp „s Ap¡aukf-5pv$fpîu âp „s Ap¡aukf-5pv$fpîu âp „s Ap¡aukf-5pv$fp 0 2 6 6 20 2 6 6 20 2 6 6 20 2 6 6 20 2 6 6 2 2 4 2 4 4 0 22 4 2 4 4 0 22 4 2 4 4 0 22 4 2 4 4 0 22 4 2 4 4 0 2 ----- 2 4 1 7 2 8 62 4 1 7 2 8 62 4 1 7 2 8 62 4 1 7 2 8 62 4 1 7 2 8 6

A“y¾$d Ar^L$pfuîu_y„ V¡$guap¡_ _„bf“„bf _pd A_¡ lp¡Øp¡ L$p¡X$ _„bf Ap¡qak fl¡W$pZ a¡L$k _„bf

1 2 3 4 ` 6

Page 42: f hX$p¡v$fp dlp Nf‘prgL$p f

(34)(34)(34)(34)(34)

A“y¾$d Ar^L$pfuîu_y„ V¡$guap¡_ _„bf“„bf _pd A_¡ lp¡Øp¡ L$p¡X$ _„bf Ap¡qak fl¡W$pZ a¡L$k _„bf

1 2 3 4 ` 62 6 .2 6 .2 6 .2 6 .2 6 . îu spgyL$p dpdgsv$pf-5pv$fpîu spgyL$p dpdgsv$pf-5pv$fpîu spgyL$p dpdgsv$pf-5pv$fpîu spgyL$p dpdgsv$pf-5pv$fpîu spgyL$p dpdgsv$pf-5pv$fp 02662 02662 02662 02662 02662 2 2 2 5 9 02 2 2 5 9 02 2 2 5 9 02 2 2 5 9 02 2 2 5 9 0 ----- 2 2 2 3 3 72 2 2 3 3 72 2 2 3 3 72 2 2 3 3 72 2 2 3 3 7

2 7 .2 7 .2 7 .2 7 .2 7 . îu spgyL$p rhL$pk Ar^L$pfu-5pv$fpîu spgyL$p rhL$pk Ar^L$pfu-5pv$fpîu spgyL$p rhL$pk Ar^L$pfu-5pv$fpîu spgyL$p rhL$pk Ar^L$pfu-5pv$fpîu spgyL$p rhL$pk Ar^L$pfu-5pv$fp 02662 02662 02662 02662 02662 2 2 2 5 3 62 2 2 5 3 62 2 2 5 3 62 2 2 5 3 62 2 2 5 3 6 ----- 2 2 4 5 2 52 2 4 5 2 52 2 4 5 2 52 2 4 5 2 52 2 4 5 2 5

2 8 .2 8 .2 8 .2 8 .2 8 . îu Qua Ap¡aukf 5pv$fpîu Qua Ap¡aukf 5pv$fpîu Qua Ap¡aukf 5pv$fpîu Qua Ap¡aukf 5pv$fpîu Qua Ap¡aukf 5pv$fp 0 2 6 6 20 2 6 6 20 2 6 6 20 2 6 6 20 2 6 6 2 2 2 2 6 5 52 2 2 6 5 52 2 2 6 5 52 2 2 6 5 52 2 2 6 5 5 ----- 2 2 2 6 5 52 2 2 6 5 52 2 2 6 5 52 2 2 6 5 52 2 2 6 5 5

2 9 .2 9 .2 9 .2 9 .2 9 . îu âp„s Ap¡aukf-kphguîu âp„s Ap¡aukf-kphguîu âp„s Ap¡aukf-kphguîu âp„s Ap¡aukf-kphguîu âp„s Ap¡aukf-kphgu 0 2 6 6 70 2 6 6 70 2 6 6 70 2 6 6 70 2 6 6 7 2 5 4 7 7 72 5 4 7 7 72 5 4 7 7 72 5 4 7 7 72 5 4 7 7 7 ----- 2 2 3 1 3 12 2 3 1 3 12 2 3 1 3 12 2 3 1 3 12 2 3 1 3 1

3 0 .3 0 .3 0 .3 0 .3 0 . îu spgyL$p dpdgsv$pf-kphguîu spgyL$p dpdgsv$pf-kphguîu spgyL$p dpdgsv$pf-kphguîu spgyL$p dpdgsv$pf-kphguîu spgyL$p dpdgsv$pf-kphgu 0 2 6 6 70 2 6 6 70 2 6 6 70 2 6 6 70 2 6 6 7 2 2 2 0 4 52 2 2 0 4 52 2 2 0 4 52 2 2 0 4 52 2 2 0 4 5 ----- 2 2 3 1 7 22 2 3 1 7 22 2 3 1 7 22 2 3 1 7 22 2 3 1 7 2

3 1 .3 1 .3 1 .3 1 .3 1 . îu spgyL$p rhL$pk Ar^L$pfu-kphguîu spgyL$p rhL$pk Ar^L$pfu-kphguîu spgyL$p rhL$pk Ar^L$pfu-kphguîu spgyL$p rhL$pk Ar^L$pfu-kphguîu spgyL$p rhL$pk Ar^L$pfu-kphgu 02667 02667 02667 02667 02667 2 2 2 3 2 22 2 2 3 2 22 2 2 3 2 22 2 2 3 2 22 2 2 3 2 2 ----- 2 2 2 3 4 32 2 2 3 4 32 2 2 3 4 32 2 2 3 4 32 2 2 3 4 3

3 2 .3 2 .3 2 .3 2 .3 2 . îu Qua Ap¡aukf-kphguîu Qua Ap¡aukf-kphguîu Qua Ap¡aukf-kphguîu Qua Ap¡aukf-kphguîu Qua Ap¡aukf-kphgu 0 2 6 6 70 2 6 6 70 2 6 6 70 2 6 6 70 2 6 6 7 2 2 2 3 5 32 2 2 3 5 32 2 2 3 5 32 2 2 3 5 32 2 2 3 5 3 -----

3 3 .3 3 .3 3 .3 3 .3 3 . îu âp„s Ap¡aukf-X¡$kfîu âp„s Ap¡aukf-X¡$kfîu âp„s Ap¡aukf-X¡$kfîu âp„s Ap¡aukf-X¡$kfîu âp„s Ap¡aukf-X¡$kf 0 2 6 6 70 2 6 6 70 2 6 6 70 2 6 6 70 2 6 6 7 2 5 4 7 7 72 5 4 7 7 72 5 4 7 7 72 5 4 7 7 72 5 4 7 7 7 ----- 2 2 3 1 3 12 2 3 1 3 12 2 3 1 3 12 2 3 1 3 12 2 3 1 3 1

3 4 .3 4 .3 4 .3 4 .3 4 . îu spgyL$p dpdgsv$pf-X¡ $kfîu spgyL$p dpdgsv$pf-X¡ $kfîu spgyL$p dpdgsv$pf-X¡ $kfîu spgyL$p dpdgsv$pf-X¡ $kfîu spgyL$p dpdgsv$pf-X¡ $kf 02667 02667 02667 02667 02667 2 3 5 2 1 12 3 5 2 1 12 3 5 2 1 12 3 5 2 1 12 3 5 2 1 1 -----

3 5 .3 5 .3 5 .3 5 .3 5 . îu spgyL$p rhL$pk Ar^L$pfu-X¡ $kfîu spgyL$p rhL$pk Ar^L$pfu-X¡ $kfîu spgyL$p rhL$pk Ar^L$pfu-X¡ $kfîu spgyL$p rhL$pk Ar^L$pfu-X¡ $kfîu spgyL$p rhL$pk Ar^L$pfu-X¡ $kf 0 2 6 6 70 2 6 6 70 2 6 6 70 2 6 6 70 2 6 6 7 2 3 5 2 1 22 3 5 2 1 22 3 5 2 1 22 3 5 2 1 22 3 5 2 1 2 -----

36.36.36.36.36. îu âp „s Ap ¡aukf-L$fS>Zîu âp „s Ap ¡aukf-L$fS>Zîu âp „s Ap ¡aukf-L$fS>Zîu âp „s Ap ¡aukf-L$fS>Zîu âp „s Ap ¡aukf-L$fS>Z 0266602666026660266602666 233168233168233168233168233168 ----- 231168231168231168231168231168

37.37.37.37.37. îu spgyL$p dpdgsv$pf-L$fS>Zîu spgyL$p dpdgsv$pf-L$fS>Zîu spgyL$p dpdgsv$pf-L$fS>Zîu spgyL$p dpdgsv$pf-L$fS>Zîu spgyL$p dpdgsv$pf-L$fS>Z 0266602666026660266602666 232046232046232046232046232046 ----- 233002233002233002233002233002

38.38.38.38.38. îu spgyL$p rhL$pk Ar^L$pfu -L$fS>Zîu spgyL$p rhL$pk Ar^L$pfu -L$fS>Zîu spgyL$p rhL$pk Ar^L$pfu -L$fS>Zîu spgyL$p rhL$pk Ar^L$pfu -L$fS>Zîu spgyL$p rhL$pk Ar^L$pfu -L$fS>Z 0266602666026660266602666 232038232038232038232038232038 ----- 232134232134232134232134232134

39.39.39.39.39. îu Qua Ap ¡ qakf-L$fS>Zîu Qua Ap ¡ qakf-L$fS>Zîu Qua Ap ¡ qakf-L$fS>Zîu Qua Ap ¡ qakf-L$fS>Zîu Qua Ap ¡ qakf-L$fS>Z 0266602666026660266602666 232012232012232012232012232012 ----- 232012232012232012232012232012

40.40.40.40.40. îu âp „s Ap ¡aukf-L$fS>Zîu âp „s Ap ¡aukf-L$fS>Zîu âp „s Ap ¡aukf-L$fS>Zîu âp „s Ap ¡aukf-L$fS>Zîu âp „s Ap ¡aukf-L$fS>Z 0266602666026660266602666 233168233168233168233168233168 ----- 231168231168231168231168231168

41.41.41.41.41. îu spgyL$p dpdgsv$pf-ri“p¡fîu spgyL$p dpdgsv$pf-ri“p¡fîu spgyL$p dpdgsv$pf-ri“p¡fîu spgyL$p dpdgsv$pf-ri“p¡fîu spgyL$p dpdgsv$pf-ri“p¡f 0266602666026660266602666 264272264272264272264272264272 ----- 264875264875264875264875264875

42.42.42.42.42. îu spgyL$p rhL$pk Ar^L$pfu -ri“p¡fîu spgyL$p rhL$pk Ar^L$pfu -ri“p¡fîu spgyL$p rhL$pk Ar^L$pfu -ri“p¡fîu spgyL$p rhL$pk Ar^L$pfu -ri“p¡fîu spgyL$p rhL$pk Ar^L$pfu -ri“p¡f 0266602666026660266602666 264321264321264321264321264321 ----- 264321264321264321264321264321

43.43.43.43.43. îu âp „s Ap¡aukf-X$cp ¡Bîu âp „s Ap¡aukf-X$cp ¡Bîu âp „s Ap¡aukf-X$cp ¡Bîu âp „s Ap¡aukf-X$cp ¡Bîu âp „s Ap¡aukf-X$cp ¡B 0266302663026630266302663 254777254777254777254777254777 ----- 256365256365256365256365256365

44.44.44.44.44. îu spgyL$p dpdgsv$pf-X$cp ¡Bîu spgyL$p dpdgsv$pf-X$cp ¡Bîu spgyL$p dpdgsv$pf-X$cp ¡Bîu spgyL$p dpdgsv$pf-X$cp ¡Bîu spgyL$p dpdgsv$pf-X$cp ¡B 0266302663026630266302663 254315254315254315254315254315 ----- 256365256365256365256365256365

45.45.45.45.45. îu spgyL$p rhL$pk Ar^L$pfu-X$cp ¡Bîu spgyL$p rhL$pk Ar^L$pfu-X$cp ¡Bîu spgyL$p rhL$pk Ar^L$pfu-X$cp ¡Bîu spgyL$p rhL$pk Ar^L$pfu-X$cp ¡Bîu spgyL$p rhL$pk Ar^L$pfu-X$cp ¡B 0266302663026630266302663 256293256293256293256293256293 ----- 254438254438254438254438254438

46.46.46.46.46. îu âp „s Ap¡aukf-hpOp ¡X$uepîu âp „s Ap¡aukf-hpOp ¡X$uepîu âp „s Ap¡aukf-hpOp ¡X$uepîu âp „s Ap¡aukf-hpOp ¡X$uepîu âp „s Ap¡aukf-hpOp ¡X$uep 0266802668026680266802668 254777254777254777254777254777 ----- 256365256365256365256365256365

47.47.47.47.47. îu spgyL$p dpdgsv$pf-hpOp ¡X$uepîu spgyL$p dpdgsv$pf-hpOp ¡X$uepîu spgyL$p dpdgsv$pf-hpOp ¡X$uepîu spgyL$p dpdgsv$pf-hpOp ¡X$uepîu spgyL$p dpdgsv$pf-hpOp ¡X$uep 0266802668026680266802668 262229262229262229262229262229 ----- 262284262284262284262284262284

48.48.48.48.48. îu spgyL$p rhL$pk Ar^L$pfu-hpOp ¡X$uepîu spgyL$p rhL$pk Ar^L$pfu-hpOp ¡X$uepîu spgyL$p rhL$pk Ar^L$pfu-hpOp ¡X$uepîu spgyL$p rhL$pk Ar^L$pfu-hpOp ¡X$uepîu spgyL$p rhL$pk Ar^L$pfu-hpOp ¡X$uep 0266802668026680266802668 262227262227262227262227262227 ----- 262275262275262275262275262275

49.49.49.49.49. îu Apf. V$u. Ap¡.îu Apf. V$u. Ap¡.îu Apf. V$u. Ap¡.îu Apf. V$u. Ap¡.îu Apf. V$u. Ap¡. 02650265026502650265 25400162540016254001625400162540016 ----- -----

50.50.50.50.50. îu kyrâ.BS>_¡f, BfuN°¡i_ rhcpN, hX$p¡v$fp.îu kyrâ.BS>_¡f, BfuN°¡i_ rhcpN, hX$p¡v$fp.îu kyrâ.BS>_¡f, BfuN°¡i_ rhcpN, hX$p¡v$fp.îu kyrâ.BS>_¡f, BfuN°¡i_ rhcpN, hX$p¡v$fp.îu kyrâ.BS>_¡f, BfuN°¡i_ rhcpN, hX$p¡v$fp. 02650265026502650265 24232212423221242322124232212423221 ----- 2420349242034924203492420349242034951.51.51.51.51. îu L$pe®`pBL$ BS>_¡f,îu L$pe®`pBL$ BS>_¡f,îu L$pe®`pBL$ BS>_¡f,îu L$pe®`pBL$ BS>_¡f,îu L$pe®`pBL$ BS>_¡f, 02650265026502650265 24310752431075243107524310752431075 27503832750383275038327503832750383 24310362431036243103624310362431036

kb X$uhuT_, BfuN°¡i_ rhcpN, hX$p¡v$fp.kb X$uhuT_, BfuN°¡i_ rhcpN, hX$p¡v$fp.kb X$uhuT_, BfuN°¡i_ rhcpN, hX$p¡v$fp.kb X$uhuT_, BfuN°¡i_ rhcpN, hX$p¡v$fp.kb X$uhuT_, BfuN°¡i_ rhcpN, hX$p¡v$fp.

52.52.52.52.52. îu kyrâ. BS>_¡fîu kyrâ. BS>_¡fîu kyrâ. BS>_¡fîu kyrâ. BS>_¡fîu kyrâ. BS>_¡f 02650265026502650265 24202642420264242026424202642420264 25405232540523254052325405232540523 24228492422849242284924228492422849X¡$d A_¡ `phf lpDk, _d®v$p r_Nd, hX$p¡v$fp.X¡$d A_¡ `phf lpDk, _d®v$p r_Nd, hX$p¡v$fp.X¡$d A_¡ `phf lpDk, _d®v$p r_Nd, hX$p¡v$fp.X¡$d A_¡ `phf lpDk, _d®v$p r_Nd, hX$p¡v$fp.X¡$d A_¡ `phf lpDk, _d®v$p r_Nd, hX$p¡v$fp.

53.53.53.53.53. îu L$pe®`pgL$ BS>_¡fîu L$pe®`pgL$ BS>_¡fîu L$pe®`pgL$ BS>_¡fîu L$pe®`pgL$ BS>_¡fîu L$pe®`pgL$ BS>_¡f 02650265026502650265 24107552410755241075524107552410755 27505682750568275056827505682750568 24228492422849242284924228492422849X¡$d A_¡ `phf lpDk, _d®v$p r_Nd, hX$p¡v$fp.X¡$d A_¡ `phf lpDk, _d®v$p r_Nd, hX$p¡v$fp.X¡$d A_¡ `phf lpDk, _d®v$p r_Nd, hX$p¡v$fp.X¡$d A_¡ `phf lpDk, _d®v$p r_Nd, hX$p¡v$fp.X¡$d A_¡ `phf lpDk, _d®v$p r_Nd, hX$p¡v$fp.

Page 43: f hX$p¡v$fp dlp Nf‘prgL$p f

(35)(35)(35)(35)(35)

5 4 .5 4 .5 4 .5 4 .5 4 . îu X¡$àeyV$u L$pe®`pgL$ BS>_¡fîu X¡$àeyV$u L$pe®`pgL$ BS>_¡fîu X¡$àeyV$u L$pe®`pgL$ BS>_¡fîu X¡$àeyV$u L$pe®`pgL$ BS>_¡fîu X¡$àeyV$u L$pe®`pgL$ BS>_¡f 0 2 6 50 2 6 50 2 6 50 2 6 50 2 6 5 2 4 1 0 7 5 52 4 1 0 7 5 52 4 1 0 7 5 52 4 1 0 7 5 52 4 1 0 7 5 5 2 3 5 5 6 9 92 3 5 5 6 9 92 3 5 5 6 9 92 3 5 5 6 9 92 3 5 5 6 9 9 2 4 2 2 8 4 92 4 2 2 8 4 92 4 2 2 8 4 92 4 2 2 8 4 92 4 2 2 8 4 9_d®v$p âp¡S>¡L$V$ L¡$_pg, _d®v$p r_Nd, hX$p¡v$fp._d®v$p âp¡S>¡L$V$ L¡$_pg, _d®v$p r_Nd, hX$p¡v$fp._d®v$p âp¡S>¡L$V$ L¡$_pg, _d®v$p r_Nd, hX$p¡v$fp._d®v$p âp¡S>¡L$V$ L¡$_pg, _d®v$p r_Nd, hX$p¡v$fp._d®v$p âp¡S>¡L$V$ L¡$_pg, _d®v$p r_Nd, hX$p¡v$fp.

5 5 .5 5 .5 5 .5 5 .5 5 . îu L$pe®`pgL$ BS>_¡f,îu L$pe®`pgL$ BS>_¡f,îu L$pe®`pgL$ BS>_¡f,îu L$pe®`pgL$ BS>_¡f,îu L$pe®`pgL$ BS>_¡f, 0 2 6 6 30 2 6 6 30 2 6 6 30 2 6 6 30 2 6 6 3 2 5 4 6 3 52 5 4 6 3 52 5 4 6 3 52 5 4 6 3 52 5 4 6 3 5 ----- 2 5 4 6 3 52 5 4 6 3 52 5 4 6 3 52 5 4 6 3 52 5 4 6 3 5_d®v$p âp¡S>¡L$V$ L¡$_pg, X$cp¡B_d®v$p âp¡S>¡L$V$ L¡$_pg, X$cp¡B_d®v$p âp¡S>¡L$V$ L¡$_pg, X$cp¡B_d®v$p âp¡S>¡L$V$ L¡$_pg, X$cp¡B_d®v$p âp¡S>¡L$V$ L¡$_pg, X$cp¡B

56.56.56.56.56. îu BÞQpS>®-L$pe®`pgL$ BS>_¡fîu BÞQpS>®-L$pe®`pgL$ BS>_¡fîu BÞQpS>®-L$pe®`pgL$ BS>_¡fîu BÞQpS>®-L$pe®`pgL$ BS>_¡fîu BÞQpS>®-L$pe®`pgL$ BS>_¡f 0266602666026660266602666 232416232416232416232416232416 ----- 231133231133231133231133231133_d®v$p âp¡S>¡L$V$ L¡$_pg, L$fS>Z_d®v$p âp¡S>¡L$V$ L¡$_pg, L$fS>Z_d®v$p âp¡S>¡L$V$ L¡$_pg, L$fS>Z_d®v$p âp¡S>¡L$V$ L¡$_pg, L$fS>Z_d®v$p âp¡S>¡L$V$ L¡$_pg, L$fS>Z

57.57.57.57.57. îu _peb L$pe®`pgL$ BS>_¡fîu _peb L$pe®`pgL$ BS>_¡fîu _peb L$pe®`pgL$ BS>_¡fîu _peb L$pe®`pgL$ BS>_¡fîu _peb L$pe®`pgL$ BS>_¡f 0266802668026680266802668 262770262770262770262770262770 25858872585887258588725858872585887 -----_d®v$p âp¡S>¡L$V$ L¡$_pg, hpOp¡X$uep._d®v$p âp¡S>¡L$V$ L¡$_pg, hpOp¡X$uep._d®v$p âp¡S>¡L$V$ L¡$_pg, hpOp¡X$uep._d®v$p âp¡S>¡L$V$ L¡$_pg, hpOp¡X$uep._d®v$p âp¡S>¡L$V$ L¡$_pg, hpOp¡X$uep.

58.58.58.58.58. agX$ L„$V²$p¡g ê$d : L¡$hX$uep L$p¡gp¡_u L¡$hX$uep L$p¡gp¡_u L¡$hX$uep L$p¡gp¡_u L¡$hX$uep L$p¡gp¡_u L¡$hX$uep L$p¡gp¡_u 0264002640026400264002640 232308232308232308232308232308 ----- -----

59.59.59.59.59. îu dplusu r_epdL$, dplusu Mpsy„, hX$p¡v$fp.dplusu Mpsy„, hX$p¡v$fp.dplusu Mpsy„, hX$p¡v$fp.dplusu Mpsy„, hX$p¡v$fp.dplusu Mpsy„, hX$p¡v$fp. 02650265026502650265 2458776024587760245877602458776024587760 ----- -----

60.60.60.60.60. îu k„eyL$s dprlsu r_epdL$ 02650265026502650265 24587612458761245876124587612458761 ----- 24313772431377243137724313772431377âpv$¡riL$ dprlsu L$Q¡fu, hX$p¡v$fp.âpv$ ¡riL$ dprlsu L$Q¡fu, hX$p¡v$fp.âpv$ ¡riL$ dprlsu L$Q¡fu, hX$p¡v$fp.âpv$ ¡riL$ dprlsu L$Q¡fu, hX$p¡v$fp.âpv$ ¡riL$ dprlsu L$Q¡fu, hX$p¡v$fp. dp¡bpBg :9925598224dp¡bpBg :9925598224dp¡bpBg :9925598224dp¡bpBg :9925598224dp¡bpBg :9925598224

61.61.61.61.61. îu âpv$¡¡$riL$ hpl_ ìehlpf Ar^L$pfu 02650265026502650265 25611302561130256113025611302561130 23586782358678235867823586782358678 25611302561130256113025611302561130hpfriep, hX$p¡v$fp.hpfriep, hX$p¡v$fp.hpfriep, hX$p¡v$fp.hpfriep, hX$p¡v$fp.hpfriep, hX$p¡v$fp. dp¡bpBg :9227944567dp¡bpBg :9227944567dp¡bpBg :9227944567dp¡bpBg :9227944567dp¡bpBg :9227944567

62.62.62.62.62. îu Qua A¡qÞS>_uefîu Qua A¡qÞS>_uefîu Qua A¡qÞS>_uefîu Qua A¡qÞS>_uefîu Qua A¡qÞS>_uef 02650265026502650265 27712402771240277124027712402771240 -----d¡B_ L¡$_pg _d®v$p ep¡S>_p, R>pZu S>L$ps_pL$p, hX$p¡v$fp.d¡B_ L¡$_pg _d®v$p ep¡S>_p, R>pZu S>L$ps_pL$p, hX$p¡v$fp.d¡B_ L¡$_pg _d®v$p ep¡S>_p, R>pZu S>L$ps_pL$p, hX$p¡v$fp.d¡B_ L¡$_pg _d®v$p ep¡S>_p, R>pZu S>L$ps_pL$p, hX$p¡v$fp.d¡B_ L¡$_pg _d®v$p ep¡S>_p, R>pZu S>L$ps_pL$p, hX$p¡v$fp.

63.63.63.63.63. L„V²$p¡g ê$d : hX$p¡v$fp tkQpB hsy®m, hX$p¡v$fp.hX$p¡v$fp tkQpB hsy®m, hX$p¡v$fp.hX$p¡v$fp tkQpB hsy®m, hX$p¡v$fp.hX$p¡v$fp tkQpB hsy®m, hX$p¡v$fp.hX$p¡v$fp tkQpB hsy®m, hX$p¡v$fp. 02650265026502650265 24341942434194243419424341942434194 ----- 24310932431093243109324310932431093

64.64.64.64.64. L„V²$p¡g ê$d : L$g¡L$V$f L$Q¡fu, hX$p¡v$fp. L$g¡L$V$f L$Q¡fu, hX$p¡v$fp. L$g¡L$V$f L$Q¡fu, hX$p¡v$fp. L$g¡L$V$f L$Q¡fu, hX$p¡v$fp. L$g¡L$V$f L$Q¡fu, hX$p¡v$fp. 02650265026502650265 24324192432419243241924324192432419 23370772337077233707723370772337077 24310932431093243109324310932431093dp¡bpBg : 9824611345dp¡bpBg : 9824611345dp¡bpBg : 9824611345dp¡bpBg : 9824611345dp¡bpBg : 9824611345

65.65.65.65.65. îu L$pe® pgL$ BS>_¡f 02650265026502650265 23325992332599233259923325992332599 55311105531110553111055311105531110M.G.V.C.L. O & M DIV. rhÛys _Nf, rhÛys _Nf, rhÛys _Nf, rhÛys _Nf, rhÛys _Nf, dp¡bpCg :9825208252dp¡bpCg :9825208252dp¡bpCg :9825208252dp¡bpCg :9825208252dp¡bpCg :9825208252Sy>_p `pv$fp fp¡X$, hX$p¡v$fp.Sy>_p `pv$fp fp¡X$, hX$p¡v$fp.Sy>_p `pv$fp fp¡X$, hX$p¡v$fp.Sy>_p `pv$fp fp¡X$, hX$p¡v$fp.Sy>_p `pv$fp fp¡X$, hX$p¡v$fp.

66.66.66.66.66. Ap¡. ku. Apf. hX$p¡v$fp. (ApB. ‘u. ku. A¡g)Ap¡. ku. Apf. hX$p¡v$fp. (ApB. ‘u. ku. A¡g)Ap¡. ku. Apf. hX$p¡v$fp. (ApB. ‘u. ku. A¡g)Ap¡. ku. Apf. hX$p¡v$fp. (ApB. ‘u. ku. A¡g)Ap¡. ku. Apf. hX$p¡v$fp. (ApB. ‘u. ku. A¡g) 02650265026502650265 2230342,22323272230342,22323272230342,22323272230342,22323272230342,2232327 ----- 2232325223232522323252232325223232567.67.67.67.67. îu âL$pi `V¡$g dp¡bpBg : dp¡bpBg : dp¡bpBg : dp¡bpBg : dp¡bpBg :98250164529825016452982501645298250164529825016452 24616212461621246162124616212461621

^u dp¡ÞV$k® k„õ\p^u dp¡ÞV$k® k„õ\p^u dp¡ÞV$k® k„õ\p^u dp¡ÞV$k® k„õ\p^u dp¡ÞV$k® k„õ\p

68.68.68.68.68. A¡d `phf (hpefg¡k k¡V$ dpV¡$) (hpefg¡k k¡V$ dpV¡$) (hpefg¡k k¡V$ dpV¡$) (hpefg¡k k¡V$ dpV¡$) (hpefg¡k k¡V$ dpV¡$) 02650265026502650265 2361327,2361327,2361327,2361327,2361327, 23631672363167236316723631672363167dp¡bpBg :9376228526dp¡bpBg :9376228526dp¡bpBg :9376228526dp¡bpBg :9376228526dp¡bpBg :9376228526

A“y¾$d Ar^L$pfuîu_y„ V¡$guap¡_ _„bf“„bf _pd A_¡ lp¡Øp¡ L$p¡X$ _„bf Ap¡qak fl¡W$pZ a¡L$k _„bf

1 2 3 4 ` 6

Page 44: f hX$p¡v$fp dlp Nf‘prgL$p f

(36)(36)(36)(36)(36)

A“y¾$d Ar^L$pfuîu_y„ V¡$guap¡_ _„bf“„bf _pd A_¡ lp¡Øp¡ L$p¡X$ _„bf Ap¡qak fl¡W$pZ a¡L$k _„bf

1 2 3 4 ` 61 .1 .1 .1 .1 . X$p¸. hg ‘V¡$g 02610261026102610261 26525252652525265252526525252652525

L$g¡L$V$f-kyfs.L$g¡L$V$f-kyfs.L$g¡L$V$f-kyfs.L$g¡L$V$f-kyfs.L$g¡L$V$f-kyfs. dp¡bpBg : 9978406222dp¡bpBg : 9978406222dp¡bpBg : 9978406222dp¡bpBg : 9978406222dp¡bpBg : 9978406222

2 .2 .2 .2 .2 . îu b„R>pr“r^ ‘p“u 02610261026102610261 2422244 2422244 2422244 2422244 2422244 22583932258393225839322583932258393çeyr“rk‘g L$rdi“f-kyfs.çeyr“rk‘g L$rdi“f-kyfs.çeyr“rk‘g L$rdi“f-kyfs.çeyr“rk‘g L$rdi“f-kyfs.çeyr“rk‘g L$rdi“f-kyfs. dp¡bpBg : 9724345000dp¡bpBg : 9724345000dp¡bpBg : 9724345000dp¡bpBg : 9724345000dp¡bpBg : 9724345000

3 .3 .3 .3 .3 . îu bu. L¡$. ‘fuM dp¡bpBg : 9724345553dp¡bpBg : 9724345553dp¡bpBg : 9724345553dp¡bpBg : 9724345553dp¡bpBg : 9724345553BÞQpS>® Qua Ap¡aukf apef-kyfs.BÞQpS>® Qua Ap¡aukf apef-kyfs.BÞQpS>® Qua Ap¡aukf apef-kyfs.BÞQpS>® Qua Ap¡aukf apef-kyfs.BÞQpS>® Qua Ap¡aukf apef-kyfs.

4 .4 .4 .4 .4 . kyîu f¡çep dp¡l“ c|’X$’ 02810281028102810281 24739002473900247390024739002473900 24729002472900247290024729002472900L$g¡L$V $f-fpS>L$p ¡V $.L $g¡L $V $f-fpS>L$p ¡V $.L $g¡L $V $f-fpS>L$p ¡V $.L $g¡L $V $f-fpS>L$p ¡V $.L $g¡L $V $f-fpS>L$p ¡V $. dp¡bpBg : 9978406220dp¡bpBg : 9978406220dp¡bpBg : 9978406220dp¡bpBg : 9978406220dp¡bpBg : 9978406220

5 .5 .5 .5 .5 . îu Dqv$s AN°hpg 02810281028102810281 2224133 2224133 2224133 2224133 2224133 2483878524838785248387852483878524838785çeyr“rk‘g L$rdi“f-fpS>L$p ¡V$.çeyr“rk‘g L$rdi“f-fpS>L$p ¡V$.çeyr“rk‘g L$rdi“f-fpS>L$p ¡V$.çeyr“rk‘g L$rdi“f-fpS>L$p ¡V$.çeyr“rk‘g L$rdi“f-fpS>L$p ¡V$. dp¡bpBg : 9714503701dp¡bpBg : 9714503701dp¡bpBg : 9714503701dp¡bpBg : 9714503701dp¡bpBg : 9714503701

6 .6 .6 .6 .6 . îu M¡f 0 2 8 10 2 8 10 2 8 10 2 8 10 2 8 1 2 2 2 7 2 2 22 2 2 7 2 2 22 2 2 7 2 2 22 2 2 7 2 2 22 2 2 7 2 2 2Qua Ap¡aukf apef-fpS>L$p ¡V.Qua Ap¡aukf apef-fpS>L$p ¡V.Qua Ap¡aukf apef-fpS>L$p ¡V.Qua Ap¡aukf apef-fpS>L$p ¡V.Qua Ap¡aukf apef-fpS>L$p ¡V. dp¡bpBg : 9879515966dp¡bpBg : 9879515966dp¡bpBg : 9879515966dp¡bpBg : 9879515966dp¡bpBg : 9879515966

7 .7 .7 .7 .7 . îu k„qv$‘ L¡$. kpNg¡ 0 7 90 7 90 7 90 7 90 7 9 2 7 5 5 1 6 8 12 7 5 5 1 6 8 12 7 5 5 1 6 8 12 7 5 5 1 6 8 12 7 5 5 1 6 8 1 2 2 8 6 3 5 9 82 2 8 6 3 5 9 82 2 8 6 3 5 9 82 2 8 6 3 5 9 82 2 8 6 3 5 9 8L$g¡L$V$f-Adv$phpv.L$g¡L$V$f-Adv$phpv.L$g¡L$V$f-Adv$phpv.L$g¡L$V$f-Adv$phpv.L$g¡L$V$f-Adv$phpv. dp¡bpBg :9978406201dp¡bpBg :9978406201dp¡bpBg :9978406201dp¡bpBg :9978406201dp¡bpBg :9978406201

8 .8 .8 .8 .8 . îu dyL¡$i Ly$dpf 079079079079079 25352828 25352828 25352828 25352828 25352828 ----- -----çeyr“rk‘g L$rdi“f-Adv$phpv.çeyr“rk‘g L$rdi“f-Adv$phpv.çeyr“rk‘g L$rdi“f-Adv$phpv.çeyr“rk‘g L$rdi“f-Adv$phpv.çeyr“rk‘g L$rdi“f-Adv$phpv. dp¡bpBg : 9978407676dp¡bpBg : 9978407676dp¡bpBg : 9978407676dp¡bpBg : 9978407676dp¡bpBg : 9978407676

9 .9 .9 .9 .9 . îu fpS>¡i cË$ 0 7 90 7 90 7 90 7 90 7 9Qua Ap¡aukf apef-Adv$phpv$.Qua Ap¡aukf apef-Adv$phpv$.Qua Ap¡aukf apef-Adv$phpv$.Qua Ap¡aukf apef-Adv$phpv$.Qua Ap¡aukf apef-Adv$phpv$. dp¡bpBg : 9327038754dp¡bpBg : 9327038754dp¡bpBg : 9327038754dp¡bpBg : 9327038754dp¡bpBg : 9327038754

10.10.10.10.10. îu frh i„L$f 02880288028802880288 25558692555869255586925558692555869 25540592554059255405925540592554059L$g¡L $V $f-Åd“Nf.L$g¡L $V $f-Åd“Nf.L$g¡L $V $f-Åd“Nf.L$g¡L $V $f-Åd“Nf.L$g¡L $V $f-Åd“Nf. dp¡bpBg :9978406210dp¡bpBg :9978406210dp¡bpBg :9978406210dp¡bpBg :9978406210dp¡bpBg :9978406210

11.11.11.11.11. îu krsj A¡. ‘V¡$g 02880288028802880288 25523212552321255232125523212552321 25523722552372255237225523722552372 -----çeyr“rk‘g L$rdi“f-Åd“Nf.çeyr“rk‘g L$rdi“f-Åd“Nf.çeyr“rk‘g L$rdi“f-Åd“Nf.çeyr“rk‘g L$rdi“f-Åd“Nf.çeyr“rk‘g L$rdi“f-Åd“Nf. dp¡bpBg :9327372179dp¡bpBg :9327372179dp¡bpBg :9327372179dp¡bpBg :9327372179dp¡bpBg :9327372179

12.12.12.12.12. îu L¡$. L¡$. rbõ“p¡C 02880288028802880288 25503402550340255034025503402550340Qua Ap¡aukf apef-Åd“Nf.Qua Ap¡aukf apef-Åd“Nf.Qua Ap¡aukf apef-Åd“Nf.Qua Ap¡aukf apef-Åd“Nf.Qua Ap¡aukf apef-Åd“Nf. dp¡bpBg : 9879531101dp¡bpBg : 9879531101dp¡bpBg : 9879531101dp¡bpBg : 9879531101dp¡bpBg : 9879531101

13.13.13.13.13. îu Æ. A¡Q. dL$hpZp 02780278027802780278 24288222428822242882224288222428822 25688662568866256886625688662568866 -----L$g¡L $V $f-cph“Nf.L$g¡L $V $f-cph“Nf.L$g¡L $V $f-cph“Nf.L$g¡L $V $f-cph“Nf.L$g¡L $V $f-cph“Nf. dp¡bpBg :9978406206dp¡bpBg :9978406206dp¡bpBg :9978406206dp¡bpBg :9978406206dp¡bpBg :9978406206

14.14.14.14.14. îu A¡d. A¡. Np„^u 02780278027802780278 25105322510532251053225105322510532 25181412518141251814125181412518141çeyr“rk‘g L$rdi“f-cph“Nf.çeyr“rk‘g L$rdi“f-cph“Nf.çeyr“rk‘g L$rdi“f-cph“Nf.çeyr“rk‘g L$rdi“f-cph“Nf.çeyr“rk‘g L$rdi“f-cph“Nf. dp¡bpBg : 9978403000dp¡bpBg : 9978403000dp¡bpBg : 9978403000dp¡bpBg : 9978403000dp¡bpBg : 9978403000

15.15.15.15.15. îu ku. bu. ìepk 02780278027802780278 24300612430061243006124300612430061Qua Ap¡aukf apef-cph“Nf.Qua Ap¡aukf apef-cph“Nf.Qua Ap¡aukf apef-cph“Nf.Qua Ap¡aukf apef-cph“Nf.Qua Ap¡aukf apef-cph“Nf. dp¡bpBg : 9825606021dp¡bpBg : 9825606021dp¡bpBg : 9825606021dp¡bpBg : 9825606021dp¡bpBg : 9825606021

16.16.16.16.16. îu Ly$gv$u‘ Ape® 079079079079079 2322063023220630232206302322063023220630 99784062099978406209997840620999784062099978406209 -----L$g¡L$V$f-Np „^u“NfL$g¡L$V$f-Np „^u“NfL$g¡L$V$f-Np „^u“NfL$g¡L$V$f-Np „^u“NfL$g¡L$V$f-Np „^u“Nf

17.17.17.17.17. kyîu fs“L„$hf A¡Q. NY$huQpfZ 079079079079079 2322044023220440232204402322044023220440 2326080023260800232608002326080023260800çeyr“rk‘g L$rdi“f-Np„^u“Nfçeyr“rk‘g L$rdi“f-Np„^u“Nfçeyr“rk‘g L$rdi“f-Np„^u“Nfçeyr“rk‘g L$rdi“f-Np„^u“Nfçeyr“rk‘g L$rdi“f-Np„^u“Nf

18.18.18.18.18. îu dl¡i A¡“. dp¡Y$ 079079079079079Qua Ap¡aukf apef-Np„^u“NfQua Ap¡aukf apef-Np„^u“NfQua Ap¡aukf apef-Np„^u“NfQua Ap¡aukf apef-Np„^u“NfQua Ap¡aukf apef-Np„^u“Nf dp¡bpBg :9898832222dp¡bpBg :9898832222dp¡bpBg :9898832222dp¡bpBg :9898832222dp¡bpBg :9898832222

Page 45: f hX$p¡v$fp dlp Nf‘prgL$p f

(37)(37)(37)(37)(37)

lp¡qõ‘V$g

A¡k.A¡k. Æ. lp¡qõ‘V$g PBX - 2423122,2424848,

2428266, 2425715, 2425712, 2422466

A¡k.A¡k.Æ. kyrâÞV¡$ÞX$ÞV$ 2459614

S>d“pbpC lp¡qõ‘V$g 2518134

õhpdu â¡dv$pk lp¡qõ‘. hpfkuep 2564785

âdyM õhpdu lp¡qõ‘.AV$gpv$fp 2681144

d¡ÞV$g lp¡qõ‘. L$pf¡gubpN 2466834

îu rhS>e h‰c lp¡qõ‘V$g 2560718,2563866

S>gpfpd lp¡qõ‘V$g, hpfkuep 2564785

f¡ëh¡ lp¡qõ‘V$g, âsp‘“Nf 2641385

ågX$ b¢L$

AgM g¡bp¡f¡V$fu 2435232, 2437587

spÐL$prgL$ kpfhpf 2423122

A¡k.A¡k.Æ. lp¡qõ‘V$g 2424848, 2422406

¼gu“u‘¡’ g¡bp¡f¡V$fu 3114851, 2426794

S>gpfpd ågX$ b¢L$ 2463906, 2464130

CÞvy$ ågX$ b¢L$ 2411477, 2437676

Adu“ g¡bp¡f¡V$fu 7698245508, 2432933,

CÞvy$ hp¡gÞV$fu ågX$ b¢L$ 2437676, 2464130

rkqV$T“ g¡bp¡f¡V$fu 2427640

kyfL$sd 2225903, 2363660

“flqf lp¡qõ‘V$g ågX$ b¢L$ 2750792

hX$p¡v$fp il¡f ‘p¡guk rhcpN

‘p¡guk L$rdi“fîu 2431515, 2431414

k„ey¼s ‘p¡guk L$rdi“fîu 2432020, 2414996

_peb p¡guk L$rdi“fîu (h) 2431717

“peb ‘p¡guk L$rdi“fîu (Tp¡“-1) 2432424

“peb ‘p¡guk L$rdi“fîu (Tp¡“-2) 2432626

“peb ‘p¡guk L$rdi“fîu (Tp¡“-3) 2565502

“peb ‘p¡guk L$rdi“fîu (Tp¡“-4) 2420006

“peb ‘p¡guk L$rdi“fîu (¾$pCd) 2410833

dv$v$“ui ‘p¡guk L$rdi“f (L„$V²$p¡g ê$d) 2458600

dv$v$“ui ‘p¡guk L$rdi“fîu 2428551

A¡k.k$u./A¡k.V$u.k¡g 2636402

dv$v$“ui ‘p¡guk L$rdi“fîu õ‘¡iueg ipMp 2423950

dv$v$“ui ‘p¡rgk L$rdi“f (V²$pqaL$) 2411134-35

dv$v$“ui ‘p¡rgk L$rdi“f (l¡X$ L$hpV®$f) 2644650

‘p¡guk BÞõ‘¡L$V$f fuX$f (ku. ‘u.) 2431440

‘p¡guk BÞk‘¡L$V$f fuX$f (“p. ku. ‘u.) 2436999

‘p¡guk CÞk‘¡¼V$f (‘u.ku.bu) 2429020

‘p¡guk CÞõ‘¡L$V$f (X$u.ku.bu) 2513634-35

‘p¡guk CÞõ‘¡L$V$f (A¡d.Ap¡.bu) 2436999

‘p¡guk CÞõ‘¡L$V$f (gpekÞk) 2436999

‘p¡guk CÞõ‘¡L$V$f (õ‘¡iueg) 2423950

‘p¡guk BÞõ‘¡L$V$f (kpebf ¾$pBd k¡g) 2513650

fuTh® p¡guk BÞõ ¡L$V$f(‘p¡guk l¡X$ ¼hpV®$f) 2644650,2641194

‘p¡guk CÞõ‘¡L$V$f (V²$pauL$) 2411134

‘p¡guk kb CÞõ‘¡L$V$f (A¡d. V$u. Ap¡.) 2636271

‘p¡guk CÞõ‘¡L$V$f (hpefg¡k) 2641081

‘p¡guk CÞõ‘¡L$V$f (A¡k. Ap¡. Æ.) 2410200

L$dpÞX$ÞV$, lp¡dNpX®$ L„$V²$p¡g 2433400

il¡f ‘p¡guk L„$V²$p¡g 100, 2414300, 2415111,

2435000

dp„X$hu kb L„$V²$p¡g 2428202

f¡ëh¡ L„$V²$p¡g ê$d ‘p¡guk 2417100, 2412024-25-26X$p¡N l¡ÞX$gf 9825256572

kyrâÞV¡$ÞX$ÞV$ Apµa ‘p¡gukîu 2417200

‘ròd f¡ëh¡ 2417300 (dp¡) 98250 07285

Apku. X$pef¡¼V$f (gp„Q rhfp^u Mpsy) 24238502415266

“ipb„^u ipMp 2415208

râÞku‘pg, ‘u. V$u. A¡k. gpgbpN 24335002433600

A¡k.Apf.‘u. N°y‘-1 L„$V²$p¡¡g 2433401

A¡k.Apf.‘u. N°y‘-1 2637100-200, 2431551

A¡k.Apf.‘u. N°y‘-9 2643532

L$dpÞX$ÞV$, ku.ApC.A¡k.A¡a. (IOC) 2236571

X$u.ApC.Æ. k¡ÞV²$g (IB) 2414182

A¡ÞV$u L$fài“ åeyfp¡ 2431710, 2715266

kyâu. Ap¡a ‘p¡gukîu 2429482, 2428500

(hX$p¡v$fp ey“uV$)

X¡$àeyV$u kyâuV¡$ÞX$ÞV$ ¾$pCd 2415390 (dp¡) 98251 86721

ku.ApC.X$u. ApC.bu. 2428500

AÞe ANÐe“p V¡$rgap¡“ “„bfp¡

Page 46: f hX$p¡v$fp dlp Nf‘prgL$p f

(38)(38)(38)(38)(38)

ku.ApC.X$u. ¾$pCd 2415390

kyâu. k¡ÞV²$g S>¡g 2412224 (r“) 2416050

“peb Ar^nL$îu 2415666 (r“) 2427571

‘p¡guk CÞõ‘¡L$V$f (A¡k.ApC.V$u.) (r“) 2572474

Æ. C. bu. ‘p¡guk õV¡$i“ 2313222

Æ. C. bu. rhÆgÞk 2338257

il¡f“p Sy>v$p Sy>v$p ‘p¡rgk õV¡$i“p¡

dv$v$“ui ‘p¡guk L$rdi“f (A¡ -X$uhuT“) 2413404

kepÆN„S> ‘p¡guk õV¡$i“ 2362400‘p¡guk CÞõ‘¡L$V$f 2361479

as¡N„S> ‘p¡guk õV¡$i“ 2771500‘p¡guk CÞõ‘¡L$V$f 2776722

R>pZu ‘p¡guk õV¡$i“ 2773394‘p¡guk CÞõ‘¡L$V$f 2776763

Np¡fhp ‘p¡guk õV¡$i“ 2281313‘p¡guk CÞõ‘¡L$V$f 2285803

“„v$¡kfu ‘p¡guk õV¡$i“ 2840440‘p¡guk CÞõ‘¡L$V$f 2840440

dv$v$“ui ‘p¡guk L$rdi“f (bu-X$uhuT“) 2426827

Np¡fhp ‘p¡guk õV¡$i“ 2281313‘p¡guk CÞõ‘¡L$V$f 2285803

gÿdu‘yfp ‘p¡guk õV¡$i“ 2395500

‘p¡guk CÞõ‘¡L$V$f 2393500

S>hplf“Nf ‘p¡guk õV¡$i“ 2232382

‘p¡guk CÞõ‘¡L$V$f 2230233

dv$v$“ui ‘p¡guk L$rdi“f (ku-X$uhuT“) 2361126

fph‘yfp ‘p¡guk õV¡$i“ 2459991‘p¡guk CÞõ‘¡L$V$f 2411227

“hp‘yfp ‘p¡guk õV¡$i“ 2459461‘p¡guk CÞõ‘¡L$V$f 2459599

dv$v$“ui ‘p¡guk L$rdi“f (X$u-X$uhuT“) 2361126

Np¡Óu p¡guk õV¡$i_ 2370061‘p¡guk CÞõ‘¡L$V$f

S>¡.‘u. fp¡X$ ‘p¡guk õV¡$i“ 2358132‘p¡guk CÞõ‘¡L$V$f 2342400

dv$v$“ui ‘p¡guk L$rdi“f (B-X$uhuT“) 2361126

‘pZuN¡V$ ‘p¡guk õV¡$i“ 2562899‘p¡guk CÞõ‘¡L$V$f 2516722

hpX$u ‘p¡guk õV¡$i“ 2431400‘p¡guk CÞõ‘¡$L$V$f 2424397

dv$v$“ui ‘p¡guk L$rdi“f (A¡a -X$uhuT“) 2636402

dp„S>g`yf p¡guk õV¡$i_ 2635856‘p¡guk CÞõ‘¡L$V$f 2635856

dL$f‘yfp ‘p¡guk õV¡$i“ 2651915‘p¡guk CÞõ‘¡L$V$f 2656000

dv$v$“ui ‘p¡guk L$rdi“f (Æ -X$uhuT“) 2565503-4

bp‘p¡v$ ‘p¡guk õV¡$i“ 2510820‘p¡guk CÞõ‘¡L$V$f 2510821

kuV$u ‘p¡guk õV¡$i“ 2561310‘p¡guk CÞõ‘¡L$V$f 2571211

hpfkuep ‘p¡guk õV¡$i“ 2523255‘p¡guk CÞõ‘¡L$V$f 2523255

dv$v$“ui ‘p¡guk L$rdi“f (A¡Q-X$uhuT“) 2428251

L$pf¡gubpN ‘p¡guk õV¡$i“ 2432592‘p¡guk CÞõ‘¡L$V$f 2459744

lfZu ‘p¡guk õV¡$i“ 2541423‘p¡guk CÞõ‘¡L$V$f 2541423

kdp ‘p¡guk õV¡$i“ 2774446‘p¡guk CÞõ‘¡L$V$f 2774445

dlugp ‘p¡guk õV¡$i“ 2411855`p¡guk BÞõ`¡L$V$f 2426242

AÞe ANÐe“p V¡$rgap¡“ “„bfp¡

Page 47: f hX$p¡v$fp dlp Nf‘prgL$p f

hp¡X®$ rhõspf_pAkfN°õs rhõspfp¡_pAkfN°õs _NfS>_p¡_¡

kgpds õ\m¡ Mk¡X$hp_põ\mp¡ v$$ip®hsu epv$u

Page 48: f hX$p¡v$fp dlp Nf‘prgL$p f
Page 49: f hX$p¡v$fp dlp Nf‘prgL$p f

(41

)(4

1)

(41

)(4

1)

(41

)

hluhV$u hp¡X®$ _„bf -1

hluhV$u hp¡X®$ _„bf -21 .1 .1 .1 .1 . ê$‘g dlpv$¡h d„qv$f ‘pk¡, hpfkuep f]N fp¡X$. k„s L$hf L$p¡gp¡“u,ê$‘g dlpv$¡h d„qv$f ‘pk¡, hpfkuep f]N fp¡X$. k„s L$hf L$p¡gp¡“u,ê$‘g dlpv$¡h d„qv$f ‘pk¡, hpfkuep f]N fp¡X$. k„s L$hf L$p¡gp¡“u,ê$‘g dlpv$¡h d„qv$f ‘pk¡, hpfkuep f]N fp¡X$. k„s L$hf L$p¡gp¡“u,ê$‘g dlpv$¡h d„qv$f ‘pk¡, hpfkuep f]N fp¡X$. k„s L$hf L$p¡gp¡“u, ::::: CÞvy$gpg âp\rdL$ ipmp _„bf : 15,16 hpfiuep.CÞvy$gpg âp\rdL$ ipmp _„bf : 15,16 hpfiuep.CÞvy$gpg âp\rdL$ ipmp _„bf : 15,16 hpfiuep.CÞvy$gpg âp\rdL$ ipmp _„bf : 15,16 hpfiuep.CÞvy$gpg âp\rdL$ ipmp _„bf : 15,16 hpfiuep.

ku^ L$p¡.Ap¡.b¢L$ fp¡X$ hpmu Ngu ‘pk¡, hpfkuep,“hp bNuQp ‘pk¡ tk^yku^ L$p¡.Ap¡.b¢L$ fp¡X$ hpmu Ngu ‘pk¡, hpfkuep,“hp bNuQp ‘pk¡ tk^yku^ L$p¡.Ap¡.b¢L$ fp¡X$ hpmu Ngu ‘pk¡, hpfkuep,“hp bNuQp ‘pk¡ tk^yku^ L$p¡.Ap¡.b¢L$ fp¡X$ hpmu Ngu ‘pk¡, hpfkuep,“hp bNuQp ‘pk¡ tk^yku^ L$p¡.Ap¡.b¢L$ fp¡X$ hpmu Ngu ‘pk¡, hpfkuep,“hp bNuQp ‘pk¡ tk^y 4-ê$d r“Q¡, 5- ê$d D‘f4-ê$d r“Q¡, 5- ê$d D‘f4-ê$d r“Q¡, 5- ê$d D‘f4-ê$d r“Q¡, 5- ê$d D‘f4-ê$d r“Q¡, 5- ê$d D‘f‘pL®$ rsÅ¡fu hpmp“p ^f ‘pk¡ hpfkuep, rhÛp“Nf ^p¡bu smph“u ‘pRm,‘pL®$ rsÅ¡fu hpmp“p ^f ‘pk¡ hpfkuep, rhÛp“Nf ^p¡bu smph“u ‘pRm,‘pL®$ rsÅ¡fu hpmp“p ^f ‘pk¡ hpfkuep, rhÛp“Nf ^p¡bu smph“u ‘pRm,‘pL®$ rsÅ¡fu hpmp“p ^f ‘pk¡ hpfkuep, rhÛp“Nf ^p¡bu smph“u ‘pRm,‘pL®$ rsÅ¡fu hpmp“p ^f ‘pk¡ hpfkuep, rhÛp“Nf ^p¡bu smph“u ‘pRm,rhÛp“Nf fp¡X$ hpfkuep, S>d“pbpC d¡v$p“, hpfkueprhÛp“Nf fp¡X$ hpfkuep, S>d“pbpC d¡v$p“, hpfkueprhÛp“Nf fp¡X$ hpfkuep, S>d“pbpC d¡v$p“, hpfkueprhÛp“Nf fp¡X$ hpfkuep, S>d“pbpC d¡v$p“, hpfkueprhÛp“Nf fp¡X$ hpfkuep, S>d“pbpC d¡v$p“, hpfkuep

2 .2 .2 .2 .2 . dv$pf dlp¡ëgp¡, lS>fs A¡‘pV®$d¡ÞV$ ‘pk¡, epLy$s‘yfp,A¡d.C.A¡k. õLy$g hpmp¡dv$pf dlp¡ëgp¡, lS>fs A¡‘pV®$d¡ÞV$ ‘pk¡, epLy$s‘yfp,A¡d.C.A¡k. õLy$g hpmp¡dv$pf dlp¡ëgp¡, lS>fs A¡‘pV®$d¡ÞV$ ‘pk¡, epLy$s‘yfp,A¡d.C.A¡k. õLy$g hpmp¡dv$pf dlp¡ëgp¡, lS>fs A¡‘pV®$d¡ÞV$ ‘pk¡, epLy$s‘yfp,A¡d.C.A¡k. õLy$g hpmp¡dv$pf dlp¡ëgp¡, lS>fs A¡‘pV®$d¡ÞV$ ‘pk¡, epLy$s‘yfp,A¡d.C.A¡k. õLy$g hpmp¡ ::::: “d®v$p MyipgQ„v$ âp\rdL$ ipmp, epLy$s‘yfp, cp¡Chpmp “„.3 A“¡ 4“d®v$p MyipgQ„v$ âp\rdL$ ipmp, epLy$s‘yfp, cp¡Chpmp “„.3 A“¡ 4“d®v$p MyipgQ„v$ âp\rdL$ ipmp, epLy$s‘yfp, cp¡Chpmp “„.3 A“¡ 4“d®v$p MyipgQ„v$ âp\rdL$ ipmp, epLy$s‘yfp, cp¡Chpmp “„.3 A“¡ 4“d®v$p MyipgQ„v$ âp\rdL$ ipmp, epLy$s‘yfp, cp¡Chpmp “„.3 A“¡ 4fp¡X$, dv$pf dlp¡ëgp¡, epLy$s‘yfp,gugpip ^d®ipipmp“u ‘pRm, kfkhsufp¡X$, dv$pf dlp¡ëgp¡, epLy$s‘yfp,gugpip ^d®ipipmp“u ‘pRm, kfkhsufp¡X$, dv$pf dlp¡ëgp¡, epLy$s‘yfp,gugpip ^d®ipipmp“u ‘pRm, kfkhsufp¡X$, dv$pf dlp¡ëgp¡, epLy$s‘yfp,gugpip ^d®ipipmp“u ‘pRm, kfkhsufp¡X$, dv$pf dlp¡ëgp¡, epLy$s‘yfp,gugpip ^d®ipipmp“u ‘pRm, kfkhsu 6-ê$d D‘f, 1- ê$d r“Q¡6-ê$d D‘f, 1- ê$d r“Q¡6-ê$d D‘f, 1- ê$d r“Q¡6-ê$d D‘f, 1- ê$d r“Q¡6-ê$d D‘f, 1- ê$d r“Q¡Qp¡L$, epLy$s‘yfp, hpfkuep d¡C“ fp¡X$, gpg blpvy$f ip¡‘]N k¡ÞV$f“uQp¡L$, epLy$s‘yfp, hpfkuep d¡C“ fp¡X$, gpg blpvy$f ip¡‘]N k¡ÞV$f“uQp¡L$, epLy$s‘yfp, hpfkuep d¡C“ fp¡X$, gpg blpvy$f ip¡‘]N k¡ÞV$f“uQp¡L$, epLy$s‘yfp, hpfkuep d¡C“ fp¡X$, gpg blpvy$f ip¡‘]N k¡ÞV$f“uQp¡L$, epLy$s‘yfp, hpfkuep d¡C“ fp¡X$, gpg blpvy$f ip¡‘]N k¡ÞV$f“ubpSy>dp„ S>ep¡su vy$L$p“ ‘pk¡, i¡fX$u “Nf MpX$p¡ L$ÞV¡$“f“u bpSy>,epLy$s‘yfp,bpSy>dp„ S>ep¡su vy$L$p“ ‘pk¡, i¡fX$u “Nf MpX$p¡ L$ÞV¡$“f“u bpSy>,epLy$s‘yfp,bpSy>dp„ S>ep¡su vy$L$p“ ‘pk¡, i¡fX$u “Nf MpX$p¡ L$ÞV¡$“f“u bpSy>,epLy$s‘yfp,bpSy>dp„ S>ep¡su vy$L$p“ ‘pk¡, i¡fX$u “Nf MpX$p¡ L$ÞV¡$“f“u bpSy>,epLy$s‘yfp,bpSy>dp„ S>ep¡su vy$L$p“ ‘pk¡, i¡fX$u “Nf MpX$p¡ L$ÞV¡$“f“u bpSy>,epLy$s‘yfp,

3 .3 .3 .3 .3 . Å¡fphf ‘uf fp¡X$, kfkuep smph. kp„C“p’ A¡‘pV®$d¡ÞV$’u ‘pfk Qp¡L$X$u ky^uÅ¡fphf ‘uf fp¡X$, kfkuep smph. kp„C“p’ A¡‘pV®$d¡ÞV$’u ‘pfk Qp¡L$X$u ky^uÅ¡fphf ‘uf fp¡X$, kfkuep smph. kp„C“p’ A¡‘pV®$d¡ÞV$’u ‘pfk Qp¡L$X$u ky^uÅ¡fphf ‘uf fp¡X$, kfkuep smph. kp„C“p’ A¡‘pV®$d¡ÞV$’u ‘pfk Qp¡L$X$u ky^uÅ¡fphf ‘uf fp¡X$, kfkuep smph. kp„C“p’ A¡‘pV®$d¡ÞV$’u ‘pfk Qp¡L$X$u ky^u ::::: huf cNstkl$ ipmp d„Nm¡ðf, as¡`yfp, 12-ê$dhuf cNstkl$ ipmp d„Nm¡ðf, as¡`yfp, 12-ê$dhuf cNstkl$ ipmp d„Nm¡ðf, as¡`yfp, 12-ê$dhuf cNstkl$ ipmp d„Nm¡ðf, as¡`yfp, 12-ê$dhuf cNstkl$ ipmp d„Nm¡ðf, as¡`yfp, 12-ê$d4 .4 .4 .4 .4 . Apf.V$u.Ap¡. “pmpf’u kp„Cbpbp d„qv$f ky^u NpeÓu d¡v$p“, hpfkuep d¡C“ Apf.V$u.Ap¡. “pmpf’u kp„Cbpbp d„qv$f ky^u NpeÓu d¡v$p“, hpfkuep d¡C“ Apf.V$u.Ap¡. “pmpf’u kp„Cbpbp d„qv$f ky^u NpeÓu d¡v$p“, hpfkuep d¡C“ Apf.V$u.Ap¡. “pmpf’u kp„Cbpbp d„qv$f ky^u NpeÓu d¡v$p“, hpfkuep d¡C“ Apf.V$u.Ap¡. “pmpf’u kp„Cbpbp d„qv$f ky^u NpeÓu d¡v$p“, hpfkuep d¡C“ : : : : : as¡`yfp ipmp _„bf : 11 kdp 18 õhpdu rhh¡L$p“„v$ âp\rdL$ ipmp hpfkuepas¡`yfp ipmp _„bf : 11 kdp 18 õhpdu rhh¡L$p“„v$ âp\rdL$ ipmp hpfkuepas¡`yfp ipmp _„bf : 11 kdp 18 õhpdu rhh¡L$p“„v$ âp\rdL$ ipmp hpfkuepas¡`yfp ipmp _„bf : 11 kdp 18 õhpdu rhh¡L$p“„v$ âp\rdL$ ipmp hpfkuepas¡`yfp ipmp _„bf : 11 kdp 18 õhpdu rhh¡L$p“„v$ âp\rdL$ ipmp hpfkuep

S> ¡L ¡ $S> ¡L ¡ $S> ¡L ¡ $S> ¡L ¡ $S> ¡L ¡ $ L$p ¡“®f ‘pk¡, rhS>e “Nf cfhpX$ hpk ‘pk¡ rhS>e “Nf L$p¡“®f ‘pk¡, rhS>e “Nf cfhpX$ hpk ‘pk¡ rhS>e “Nf L$p¡“®f ‘pk¡, rhS>e “Nf cfhpX$ hpk ‘pk¡ rhS>e “Nf L$p¡“®f ‘pk¡, rhS>e “Nf cfhpX$ hpk ‘pk¡ rhS>e “Nf L$p¡“®f ‘pk¡, rhS>e “Nf cfhpX$ hpk ‘pk¡ rhS>e “Nf khpv$ L$hpV$k® 6-ê$dkhpv$ L$hpV$k® 6-ê$dkhpv$ L$hpV$k® 6-ê$dkhpv$ L$hpV$k® 6-ê$dkhpv$ L$hpV$k® 6-ê$d5 .5 .5 .5 .5 . khpv$ L$hpV$k® ê$d “„bf -250“u bpSy>dp„, khpv$ L$hpV$k® Qpf d„qv$f ‘pk¡,khpv$ L$hpV$k® ê$d “„bf -250“u bpSy>dp„, khpv$ L$hpV$k® Qpf d„qv$f ‘pk¡,khpv$ L$hpV$k® ê$d “„bf -250“u bpSy>dp„, khpv$ L$hpV$k® Qpf d„qv$f ‘pk¡,khpv$ L$hpV$k® ê$d “„bf -250“u bpSy>dp„, khpv$ L$hpV$k® Qpf d„qv$f ‘pk¡,khpv$ L$hpV$k® ê$d “„bf -250“u bpSy>dp„, khpv$ L$hpV$k® Qpf d„qv$f ‘pk¡, ::::: lfZu Npd âp\rdL$ ipmp, lfZu 8-ê$dlfZu Npd âp\rdL$ ipmp, lfZu 8-ê$dlfZu Npd âp\rdL$ ipmp, lfZu 8-ê$dlfZu Npd âp\rdL$ ipmp, lfZu 8-ê$dlfZu Npd âp\rdL$ ipmp, lfZu 8-ê$d

v$k vy$L$p“ ‘pRm, khpv$ L$hpV$k® L„$Q“ L¡$bg hpmp“p Of ‘pk¡,v$k vy$L$p“ ‘pRm, khpv$ L$hpV$k® L„$Q“ L¡$bg hpmp“p Of ‘pk¡,v$k vy$L$p“ ‘pRm, khpv$ L$hpV$k® L„$Q“ L¡$bg hpmp“p Of ‘pk¡,v$k vy$L$p“ ‘pRm, khpv$ L$hpV$k® L„$Q“ L¡$bg hpmp“p Of ‘pk¡,v$k vy$L$p“ ‘pRm, khpv$ L$hpV$k® L„$Q“ L¡$bg hpmp“p Of ‘pk¡, ::::: kdp Npd âp\rdL$ ipmp, kdp S>gpfpd d„qv$f ‘pk¡, 10-ê$dkdp Npd âp\rdL$ ipmp, kdp S>gpfpd d„qv$f ‘pk¡, 10-ê$dkdp Npd âp\rdL$ ipmp, kdp S>gpfpd d„qv$f ‘pk¡, 10-ê$dkdp Npd âp\rdL$ ipmp, kdp S>gpfpd d„qv$f ‘pk¡, 10-ê$dkdp Npd âp\rdL$ ipmp, kdp S>gpfpd d„qv$f ‘pk¡, 10-ê$d..... cp„X$hpX$p “pL$p ‘pk¡, L¡$kfuep’u L$ë‘“p“Nf S>sp fp¡X$ ‘pk¡, f¡hX$uepcp„X$hpX$p “pL$p ‘pk¡, L¡$kfuep’u L$ë‘“p“Nf S>sp fp¡X$ ‘pk¡, f¡hX$uepcp„X$hpX$p “pL$p ‘pk¡, L¡$kfuep’u L$ë‘“p“Nf S>sp fp¡X$ ‘pk¡, f¡hX$uepcp„X$hpX$p “pL$p ‘pk¡, L¡$kfuep’u L$ë‘“p“Nf S>sp fp¡X$ ‘pk¡, f¡hX$uepcp„X$hpX$p “pL$p ‘pk¡, L¡$kfuep’u L$ë‘“p“Nf S>sp fp¡X$ ‘pk¡, f¡hX$uep ::::: h¡dpgu Npd âp\rdL$ ipmp, ‘„Qpes“u kpd¡, h¡dpgu 4-ê$d D‘fh¡dpgu Npd âp\rdL$ ipmp, ‘„Qpes“u kpd¡, h¡dpgu 4-ê$d D‘fh¡dpgu Npd âp\rdL$ ipmp, ‘„Qpes“u kpd¡, h¡dpgu 4-ê$d D‘fh¡dpgu Npd âp\rdL$ ipmp, ‘„Qpes“u kpd¡, h¡dpgu 4-ê$d D‘fh¡dpgu Npd âp\rdL$ ipmp, ‘„Qpes“u kpd¡, h¡dpgu 4-ê$d D‘f

dlpv$¡h L$ÞV¡$“f ‘pk¡, Þey hu.ApC.‘u. fp¡X$, “hp“Nfu kdp, fpW$p ¡X$uep hpk,dlpv$¡h L$ÞV¡$“f ‘pk¡, Þey hu.ApC.‘u. fp¡X$, “hp“Nfu kdp, fpW$p ¡X$uep hpk,dlpv$¡h L$ÞV¡$“f ‘pk¡, Þey hu.ApC.‘u. fp¡X$, “hp“Nfu kdp, fpW$p ¡X$uep hpk,dlpv$¡h L$ÞV¡$“f ‘pk¡, Þey hu.ApC.‘u. fp¡X$, “hp“Nfu kdp, fpW$p ¡X$uep hpk,dlpv$¡h L$ÞV¡$“f ‘pk¡, Þey hu.ApC.‘u. fp¡X$, “hp“Nfu kdp, fpW$p ¡X$uep hpk,lfZu rkÙp’® b„Ágp¡T, kdp kphgu fp¡X$, L$p ¡sf hpk, h¡dpgu, cfhpX$ hpk,lfZu rkÙp’® b„Ágp¡T, kdp kphgu fp¡X$, L$p ¡sf hpk, h¡dpgu, cfhpX$ hpk,lfZu rkÙp’® b„Ágp¡T, kdp kphgu fp¡X$, L$p ¡sf hpk, h¡dpgu, cfhpX$ hpk,lfZu rkÙp’® b„Ágp¡T, kdp kphgu fp¡X$, L$p ¡sf hpk, h¡dpgu, cfhpX$ hpk,lfZu rkÙp’® b„Ágp¡T, kdp kphgu fp¡X$, L$p ¡sf hpk, h¡dpgu, cfhpX$ hpk,h¡dpgu, cpNp¡hpmy armey, h¡dpgu, b¡X$u sgphX$u. h¡dpguh¡dpgu, cpNp¡hpmy armey, h¡dpgu, b¡X$u sgphX$u. h¡dpguh¡dpgu, cpNp¡hpmy armey, h¡dpgu, b¡X$u sgphX$u. h¡dpguh¡dpgu, cpNp¡hpmy armey, h¡dpgu, b¡X$u sgphX$u. h¡dpguh¡dpgu, cpNp¡hpmy armey, h¡dpgu, b¡X$u sgphX$u. h¡dpgu

hluhV$u hp¡X®$ _„bf -3 hpX$u rhõspf1 .1 .1 .1 .1 . `pZu v$fhpÅ blpf_p¡ _uQpZhpmp¡ rhõspf`pZu v$fhpÅ blpf_p¡ _uQpZhpmp¡ rhõspf`pZu v$fhpÅ blpf_p¡ _uQpZhpmp¡ rhõspf`pZu v$fhpÅ blpf_p¡ _uQpZhpmp¡ rhõspf`pZu v$fhpÅ blpf_p¡ _uQpZhpmp¡ rhõspf ::::: L$rh â¡dp“„v$ âp\rdL$ ipmp, ‘f¡i“Nf, NpS>fphpX$u, kyA¡T ‘„‘uN , rhðL$dp®L$rh â¡dp“„v$ âp\rdL$ ipmp, ‘f¡i“Nf, NpS>fphpX$u, kyA¡T ‘„‘uN , rhðL$dp®L$rh â¡dp“„v$ âp\rdL$ ipmp, ‘f¡i“Nf, NpS>fphpX$u, kyA¡T ‘„‘uN , rhðL$dp®L$rh â¡dp“„v$ âp\rdL$ ipmp, ‘f¡i“Nf, NpS>fphpX$u, kyA¡T ‘„‘uN , rhðL$dp®L$rh â¡dp“„v$ âp\rdL$ ipmp, ‘f¡i“Nf, NpS>fphpX$u, kyA¡T ‘„‘uN , rhðL$dp®

A .A.A.A.A. fZR>p¡X$Æ d„v$uf_u ApSy>bpSy>_p¡ rhõspffZR>p¡X$Æ d„v$uf_u ApSy>bpSy>_p¡ rhõspffZR>p¡X$Æ d„v$uf_u ApSy>bpSy>_p¡ rhõspffZR>p¡X$Æ d„v$uf_u ApSy>bpSy>_p¡ rhõspffZR>p¡X$Æ d„v$uf_u ApSy>bpSy>_p¡ rhõspf ::::: Ape®cË$ âp\rdL$ ipmp, õ‘p¡V®$k k„Ly$g ‘pR>m, hp^p¡X$uep fp¡X$, ‘fuhpf, Ddp,Ape®cË$ âp\rdL$ ipmp, õ‘p¡V®$k k„Ly$g ‘pR>m, hp^p¡X$uep fp¡X$, ‘fuhpf, Ddp,Ape®cË$ âp\rdL$ ipmp, õ‘p¡V®$k k„Ly$g ‘pR>m, hp^p¡X$uep fp¡X$, ‘fuhpf, Ddp,Ape®cË$ âp\rdL$ ipmp, õ‘p¡V®$k k„Ly$g ‘pR>m, hp^p¡X$uep fp¡X$, ‘fuhpf, Ddp,Ape®cË$ âp\rdL$ ipmp, õ‘p¡V®$k k„Ly$g ‘pR>m, hp^p¡X$uep fp¡X$, ‘fuhpf, Ddp,L$gpv$i®“ Qpf fõspL$gpv$i®“ Qpf fõspL$gpv$i®“ Qpf fõspL$gpv$i®“ Qpf fõspL$gpv$i®“ Qpf fõsp

2 .2 .2 .2 .2 . dl„dv$$ smph `pk¡ rhdp v$hpMp_p `pR>m ê$`pf¡g L$p „k, âcps L$p¡gp¡_udl„dv$$ smph `pk¡ rhdp v$hpMp_p `pR>m ê$`pf¡g L$p „k, âcps L$p¡gp¡_udl„dv$$ smph `pk¡ rhdp v$hpMp_p `pR>m ê$`pf¡g L$p „k, âcps L$p¡gp¡_udl„dv$$ smph `pk¡ rhdp v$hpMp_p `pR>m ê$`pf¡g L$p „k, âcps L$p¡gp¡_udl„dv$$ smph `pk¡ rhdp v$hpMp_p `pR>m ê$`pf¡g L$p „k, âcps L$p¡gp¡_u ::::: “pfpeZ rhÛpge, Nyê$Ly$m Qpf fõsp, hp^p¡X$uep fp¡X$, hpk smph“pfpeZ rhÛpge, Nyê$Ly$m Qpf fõsp, hp^p¡X$uep fp¡X$, hpk smph“pfpeZ rhÛpge, Nyê$Ly$m Qpf fõsp, hp^p¡X$uep fp¡X$, hpk smph“pfpeZ rhÛpge, Nyê$Ly$m Qpf fõsp, hp^p¡X$uep fp¡X$, hpk smph“pfpeZ rhÛpge, Nyê$Ly$m Qpf fõsp, hp^p¡X$uep fp¡X$, hpk smph`pR>m S>efpd_Nf, ibfu _Nf, hky„^fp kp¡kpeV$u `pR>m, L$p „khpmp¡ cpN`pR>m S>efpd_Nf, ibfu _Nf, hky„^fp kp¡kpeV$u `pR>m, L$p „khpmp¡ cpN`pR>m S>efpd_Nf, ibfu _Nf, hky„^fp kp¡kpeV$u `pR>m, L$p „khpmp¡ cpN`pR>m S>efpd_Nf, ibfu _Nf, hky„^fp kp¡kpeV$u `pR>m, L$p „khpmp¡ cpN`pR>m S>efpd_Nf, ibfu _Nf, hky„^fp kp¡kpeV$u `pR>m, L$p „khpmp¡ cpN ::::: L$pmu sgphmuL$pmu sgphmuL$pmu sgphmuL$pmu sgphmuL$pmu sgphmu

AkfN°õs rhõspfp¡ Mk¡X$hp_p õ\mp¡ i¡fp¡

`ÓL$-1hluhV$u hp¡X®$ rhõspf_p AkfN°õs rhõspfp¡dp„ `pZu cfpC Nep `R>u kgpds õ\m¡ Mk¡X$hp_p õ\mp¡_u epv$$u

Page 50: f hX$p¡v$fp dlp Nf‘prgL$p f

(42

)(4

2)

(42

)(4

2)

(42

)

AkfN°õs rhõspfp¡ Mk¡X$hp_p õ\mp¡ i¡fp¡

3 .3 .3 .3 .3 . d¡fpm_p¡ hpX$p ¡, dpmu hpk, d„Nm`pL®$ `|h® DÑf_p¡ MyZp¡d¡fpm_p¡ hpX$p ¡, dpmu hpk, d„Nm`pL®$ `|h® DÑf_p¡ MyZp¡d¡fpm_p¡ hpX$p ¡, dpmu hpk, d„Nm`pL®$ `|h® DÑf_p¡ MyZp¡d¡fpm_p¡ hpX$p ¡, dpmu hpk, d„Nm`pL®$ `|h® DÑf_p¡ MyZp¡d¡fpm_p¡ hpX$p ¡, dpmu hpk, d„Nm`pL®$ `|h® DÑf_p¡ MyZp¡ ::::: tk^hpC âp\rdL$ ipmp hpX$u ipL$dpL£$V$ kpd¡_u ipmptk^hpC âp\rdL$ ipmp hpX$u ipL$dpL£$V$ kpd¡_u ipmptk^hpC âp\rdL$ ipmp hpX$u ipL$dpL£$V$ kpd¡_u ipmptk^hpC âp\rdL$ ipmp hpX$u ipL$dpL£$V$ kpd¡_u ipmptk^hpC âp\rdL$ ipmp hpX$u ipL$dpL£$V$ kpd¡_u ipmp4 .4 .4 .4 .4 . NyS>fps lpDk]N bp¡X®$, fZdy¼s¡ðf bphfu Ly „cpfhpX$p, `pR>m_p¡ cpN,NyS>fps lpDk]N bp¡X®$, fZdy¼s¡ðf bphfu Ly „cpfhpX$p, `pR>m_p¡ cpN,NyS>fps lpDk]N bp¡X®$, fZdy¼s¡ðf bphfu Ly „cpfhpX$p, `pR>m_p¡ cpN,NyS>fps lpDk]N bp¡X®$, fZdy¼s¡ðf bphfu Ly „cpfhpX$p, `pR>m_p¡ cpN,NyS>fps lpDk]N bp¡X®$, fZdy¼s¡ðf bphfu Ly „cpfhpX$p, `pR>m_p¡ cpN, ::::: NpS>fphpX$u `f¡i_Nf âp\rdL$ ipmpNpS>fphpX$u `f¡i_Nf âp\rdL$ ipmpNpS>fphpX$u `f¡i_Nf âp\rdL$ ipmpNpS>fphpX$u `f¡i_Nf âp\rdL$ ipmpNpS>fphpX$u `f¡i_Nf âp\rdL$ ipmp

v$Ñ_Nfv$Ñ_Nfv$Ñ_Nfv$Ñ_Nfv$Ñ_Nf5 .5 .5 .5 .5 . edy_pdug\u ApNm S>sp¡ fõsp¡, NyS>fps õgd hL®$k `pk¡\u Ty„`X$`Ë$u,edy_pdug\u ApNm S>sp¡ fõsp¡, NyS>fps õgd hL®$k `pk¡\u Ty„`X$`Ë$u,edy_pdug\u ApNm S>sp¡ fõsp¡, NyS>fps õgd hL®$k `pk¡\u Ty„`X$`Ë$u,edy_pdug\u ApNm S>sp¡ fõsp¡, NyS>fps õgd hL®$k `pk¡\u Ty„`X$`Ë$u,edy_pdug\u ApNm S>sp¡ fõsp¡, NyS>fps õgd hL®$k `pk¡\u Ty„`X$`Ë$u, ::::: NpS>fphpX$u `f¡i_Nf âp\rdL$ ipmpNpS>fphpX$u `f¡i_Nf âp\rdL$ ipmpNpS>fphpX$u `f¡i_Nf âp\rdL$ ipmpNpS>fphpX$u `f¡i_Nf âp\rdL$ ipmpNpS>fphpX$u `f¡i_Nf âp\rdL$ ipmp

gguspQpg, Qud_gpg_u Qpg.gguspQpg, Qud_gpg_u Qpg.gguspQpg, Qud_gpg_u Qpg.gguspQpg, Qud_gpg_u Qpg.gguspQpg, Qud_gpg_u Qpg.6 .6 .6 .6 .6 . NZ¡i_Nf, kdpsgphX$u, cpfshpX$u, dld„v$$smph, Q„Ö_Nf Ty„`X$`Ë$u,NZ¡i_Nf, kdpsgphX$u, cpfshpX$u, dld„v$$smph, Q„Ö_Nf Ty„`X$`Ë$u,NZ¡i_Nf, kdpsgphX$u, cpfshpX$u, dld„v$$smph, Q„Ö_Nf Ty„`X$`Ë$u,NZ¡i_Nf, kdpsgphX$u, cpfshpX$u, dld„v$$smph, Q„Ö_Nf Ty„`X$`Ë$u,NZ¡i_Nf, kdpsgphX$u, cpfshpX$u, dld„v$$smph, Q„Ö_Nf Ty„`X$`Ë$u, ::::: NpS>fphpX$u `f¡i_Nf âp\rdL$ ipmpNpS>fphpX$u `f¡i_Nf âp\rdL$ ipmpNpS>fphpX$u `f¡i_Nf âp\rdL$ ipmpNpS>fphpX$u `f¡i_Nf âp\rdL$ ipmpNpS>fphpX$u `f¡i_Nf âp\rdL$ ipmp

l_ydp_ V¡$L$fu A_yk|ep_Nf, _pfpeZ_Nfl_ydp_ V¡$L$fu A_yk|ep_Nf, _pfpeZ_Nfl_ydp_ V¡$L$fu A_yk|ep_Nf, _pfpeZ_Nfl_ydp_ V¡$L$fu A_yk|ep_Nf, _pfpeZ_Nfl_ydp_ V¡$L$fu A_yk|ep_Nf, _pfpeZ_Nf7 .7 .7 .7 .7 . _hN°l d„qv$f_u `pR>m s\p Np¡v$u_u `pR>m_p¡ rhõspf_hN°l d„qv$f_u `pR>m s\p Np¡v$u_u `pR>m_p¡ rhõspf_hN°l d„qv$f_u `pR>m s\p Np¡v$u_u `pR>m_p¡ rhõspf_hN°l d„qv$f_u `pR>m s\p Np¡v$u_u `pR>m_p¡ rhõspf_hN°l d„qv$f_u `pR>m s\p Np¡v$u_u `pR>m_p¡ rhõspf ::::: X$cp¡C fp¡X$, T¡r_\X$cp¡C fp¡X$, T¡r_\X$cp¡C fp¡X$, T¡r_\X$cp¡C fp¡X$, T¡r_\X$cp¡C fp¡X$, T¡r_\8 .8 .8 .8 .8 . hpX$u ipL$ dpL£$V$ `pR>m_u Ty„`X$`Ë$uhpX$u ipL$ dpL£$V$ `pR>m_u Ty„`X$`Ë$uhpX$u ipL$ dpL£$V$ `pR>m_u Ty„`X$`Ë$uhpX$u ipL$ dpL£$V$ `pR>m_u Ty„`X$`Ë$uhpX$u ipL$ dpL£$V$ `pR>m_u Ty„`X$`Ë$u ::::: X$cp¡C fp¡X$, T¡r_\X$cp¡C fp¡X$, T¡r_\X$cp¡C fp¡X$, T¡r_\X$cp¡C fp¡X$, T¡r_\X$cp¡C fp¡X$, T¡r_\9 .9 .9 .9 .9 . Np¡thv$$ aL$uf_u QpgNp¡thv$$ aL$uf_u QpgNp¡thv$$ aL$uf_u QpgNp¡thv$$ aL$uf_u QpgNp¡thv$$ aL$uf_u Qpg ::::: X$cp¡C fp¡X$, T¡r_\X$cp¡C fp¡X$, T¡r_\X$cp¡C fp¡X$, T¡r_\X$cp¡C fp¡X$, T¡r_\X$cp¡C fp¡X$, T¡r_\

hluhV$u hp¡X®$ _„bf -41 .1 .1 .1 .1 . tk^hpC dpsp fp¡X$tk^hpC dpsp fp¡X$tk^hpC dpsp fp¡X$tk^hpC dpsp fp¡X$tk^hpC dpsp fp¡X$ ::::: L$p ¡‘p£f¡i““u õLy$gL$p¡‘p£f¡i““u õLy$gL$p¡‘p£f¡i““u õLy$gL$p¡‘p£f¡i““u õLy$gL$p¡‘p£f¡i““u õLy$g2 .2 .2 .2 .2 . v$„s¡ðf, k„sp¡jhpX$u smph `pk¡, kÐe_pfpeZ kp¡kpeV$u `pk¡_uv$ „s¡ðf, k„sp¡jhpX$u smph `pk¡, kÐe_pfpeZ kp¡kpeV$u `pk¡_uv$ „s¡ðf, k„sp¡jhpX$u smph `pk¡, kÐe_pfpeZ kp¡kpeV$u `pk¡_uv$ „s¡ðf, k„sp¡jhpX$u smph `pk¡, kÐe_pfpeZ kp¡kpeV$u `pk¡_uv$ „s¡ðf, k„sp¡jhpX$u smph `pk¡, kÐe_pfpeZ kp¡kpeV$u `pk¡_u ::::: L$p ¡‘p£f¡i““u õLy$gL$p¡‘p£f¡i““u õLy$gL$p¡‘p£f¡i““u õLy$gL$p¡‘p£f¡i““u õLy$gL$p¡‘p£f¡i““u õLy$g

Ty„`X$`Ë$u, rhS>ehpX$u, A“y‘d“Nf, bpdZuephpkTy„`X$`Ë$u, rhS>ehpX$u, A“y‘d“Nf, bpdZuephpkTy„`X$`Ë$u, rhS>ehpX$u, A“y‘d“Nf, bpdZuephpkTy„`X$`Ë$u, rhS>ehpX$u, A“y‘d“Nf, bpdZuephpkTy„`X$`Ë$u, rhS>ehpX$u, A“y‘d“Nf, bpdZuephpk3 .3 .3 .3 .3 . V¡$ÞkpCg õV$ug `pk¡_p Ty„`X$pAp¡V¡$ÞkpCg õV$ug `pk¡_p Ty„`X$pAp¡V¡$ÞkpCg õV$ug `pk¡_p Ty„`X$pAp¡V¡$ÞkpCg õV$ug `pk¡_p Ty„`X$pAp¡V¡$ÞkpCg õV$ug `pk¡_p Ty„`X$pAp¡ ::::: dp„S>g`yf Npd_u L$p ¡‘p£f¡i““u õLy$gdp„S>g`yf Npd_u L$p ¡‘p£f¡i““u õLy$gdp„S>g`yf Npd_u L$p ¡‘p£f¡i““u õLy$gdp„S>g`yf Npd_u L$p ¡‘p£f¡i““u õLy$gdp„S>g`yf Npd_u L$p ¡‘p£f¡i““u õLy$g4 .4 .4 .4 .4 . cfshpX$u, T¡“u’ õLy$g ‘pk¡cfshpX$u, T¡“u’ õLy$g ‘pk¡cfshpX$u, T¡“u’ õLy$g ‘pk¡cfshpX$u, T¡“u’ õLy$g ‘pk¡cfshpX$u, T¡“u’ õLy$g ‘pk¡ ::::: L$p ¡‘p£f¡i““u õLy$gL$p¡‘p£f¡i““u õLy$gL$p¡‘p£f¡i““u õLy$gL$p¡‘p£f¡i““u õLy$gL$p¡‘p£f¡i““u õLy$g5 .5 .5 .5 .5 . L$gpgu Np¡Ly$g“Nf ‘pk¡L$gpgu Np¡Ly$g“Nf ‘pk¡L$gpgu Np¡Ly$g“Nf ‘pk¡L$gpgu Np¡Ly$g“Nf ‘pk¡L$gpgu Np¡Ly$g“Nf ‘pk¡ ::::: kp„Cbpbp õLy$g, Np¡Ly$g“Nf ‘pk¡, L$gpgu b°uS>kp„Cbpbp õLy$g, Np¡Ly$g“Nf ‘pk¡, L$gpgu b°uS>kp„Cbpbp õLy$g, Np¡Ly$g“Nf ‘pk¡, L$gpgu b°uS>kp„Cbpbp õLy$g, Np¡Ly$g“Nf ‘pk¡, L$gpgu b°uS>kp„Cbpbp õLy$g, Np¡Ly$g“Nf ‘pk¡, L$gpgu b°uS>6 .6 .6 .6 .6 . sfkpgusfkpgusfkpgusfkpgusfkpgu ::::: L$p ¡‘p£f¡i““u õLy$gL$p¡‘p£f¡i““u õLy$gL$p¡‘p£f¡i““u õLy$gL$p¡‘p£f¡i““u õLy$gL$p¡‘p£f¡i““u õLy$g

hluhV$u hp¡X®$ _„bf -51 .1 .1 .1 .1 . _hp`yfp M„X$ ¡fph smph_u `pR>m_p¡ cpN dlphuf dlp¡ëgp¡_hp`yfp M„X$ ¡fph smph_u `pR>m_p¡ cpN dlphuf dlp¡ëgp¡_hp`yfp M„X$ ¡fph smph_u `pR>m_p¡ cpN dlphuf dlp¡ëgp¡_hp`yfp M„X$ ¡fph smph_u `pR>m_p¡ cpN dlphuf dlp¡ëgp¡_hp`yfp M„X$ ¡fph smph_u `pR>m_p¡ cpN dlphuf dlp¡ëgp¡ ::::: _hp`yfp âp’rdL$ ipmp, S>efÐ_ rbëX$]N kpd¡_hp`yfp âp’rdL$ ipmp, S>efÐ_ rbëX$]N kpd¡_hp`yfp âp’rdL$ ipmp, S>efÐ_ rbëX$]N kpd¡_hp`yfp âp’rdL$ ipmp, S>efÐ_ rbëX$]N kpd¡_hp`yfp âp’rdL$ ipmp, S>efÐ_ rbëX$]N kpd¡2 .2 .2 .2 .2 . A¡k. Apf.`u. `pk¡_p¡ Ly „cpfhpX$p `fk_ kp¡kpeV$uA¡k. Apf.`u. `pk¡_p¡ Ly „cpfhpX$p `fk_ kp¡kpeV$uA¡k. Apf.`u. `pk¡_p¡ Ly „cpfhpX$p `fk_ kp¡kpeV$uA¡k. Apf.`u. `pk¡_p¡ Ly „cpfhpX$p `fk_ kp¡kpeV$uA¡k. Apf.`u. `pk¡_p¡ Ly „cpfhpX$p `fk_ kp¡kpeV$u ::::: M„X¡$fph ipmp _„bf-2.M„X¡$fph ipmp _„bf-2.M„X¡$fph ipmp _„bf-2.M„X¡$fph ipmp _„bf-2.M„X¡$fph ipmp _„bf-2.

hluhV$u hp¡X®$ _„bf -61 .1 .1 .1 .1 . kepÆN„S> cud_p\ cÌ$p¡, k„S>e_Nf, kycpj_Nf,`fkfph_Nf kp¡kpeV$ukepÆN„S> cud_p\ cÌ$p¡, k„S>e_Nf, kycpj_Nf,`fkfph_Nf kp¡kpeV$ukepÆN„S> cud_p\ cÌ$p¡, k„S>e_Nf, kycpj_Nf,`fkfph_Nf kp¡kpeV$ukepÆN„S> cud_p\ cÌ$p¡, k„S>e_Nf, kycpj_Nf,`fkfph_Nf kp¡kpeV$ukepÆN„S> cud_p\ cÌ$p¡, k„S>e_Nf, kycpj_Nf,`fkfph_Nf kp¡kpeV$u ::::: îu d.îu d.îu d.îu d.îu d. i„. i„. i„. i„. i„. `V¡$g _Nf âp’rdL$ `V¡$g _Nf âp’rdL$ `V¡$g _Nf âp’rdL$ `V¡$g _Nf âp’rdL$ `V¡$g _Nf âp’rdL$ âp. ipmp, kepÆN„S>âp. ipmp, kepÆN„S>âp. ipmp, kepÆN„S>âp. ipmp, kepÆN„S>âp. ipmp, kepÆN„S> Äepf¡ rhðprdrÓ _v$udp„Äepf¡ rhðprdrÓ _v$udp„Äepf¡ rhðprdrÓ _v$udp„Äepf¡ rhðprdrÓ _v$udp„Äepf¡ rhðprdrÓ _v$udp„

`pZu_y„ g¡hg 19 Aph¡`pZu_y„ g¡hg 19 Aph¡`pZu_y„ g¡hg 19 Aph¡`pZu_y„ g¡hg 19 Aph¡`pZu_y„ g¡hg 19 Aph¡Ðepf¡ `pZuÐepf¡ `pZuÐepf¡ `pZuÐepf¡ `pZuÐepf¡ `pZu Aph¡ R>¡.Aph¡ R>¡.Aph¡ R>¡.Aph¡ R>¡.Aph¡ R>¡.

2 .2 .2 .2 .2 . _hp`yfp, AL$p¡V$pNpd, fpd`yfp Ty„`X$`Ë$u (AL$p¡V$p Npd_u `pR>m_p¡_hp`yfp, AL$p¡V$pNpd, fpd`yfp Ty„`X$`Ë$u (AL$p¡V$p Npd_u `pR>m_p¡_hp`yfp, AL$p¡V$pNpd, fpd`yfp Ty„`X$`Ë$u (AL$p¡V$p Npd_u `pR>m_p¡_hp`yfp, AL$p¡V$pNpd, fpd`yfp Ty„`X$`Ë$u (AL$p¡V$p Npd_u `pR>m_p¡_hp`yfp, AL$p¡V$pNpd, fpd`yfp Ty„`X$`Ë$u (AL$p¡V$p Npd_u `pR>m_p¡ ::::: îu _Nf âp\rdL$ õLy$g AL$p¡V$p, DÞ_rs rhÛpge AL$p¡V$pîu _Nf âp\rdL$ õLy$g AL$p¡V$p, DÞ_rs rhÛpge AL$p¡V$pîu _Nf âp\rdL$ õLy$g AL$p¡V$p, DÞ_rs rhÛpge AL$p¡V$pîu _Nf âp\rdL$ õLy$g AL$p¡V$p, DÞ_rs rhÛpge AL$p¡V$pîu _Nf âp\rdL$ õLy$g AL$p¡V$p, DÞ_rs rhÛpge AL$p¡V$p -kv$f--kv$f--kv$f--kv$f--kv$f-cpN, lpDk]N bp¡X®$_u `pR>m_p¡ cpN.cpN, lpDk]N bp¡X®$_u `pR>m_p¡ cpN.cpN, lpDk]N bp¡X®$_u `pR>m_p¡ cpN.cpN, lpDk]N bp¡X®$_u `pR>m_p¡ cpN.cpN, lpDk]N bp¡X®$_u `pR>m_p¡ cpN.

3 .3 .3 .3 .3 . dyS>dlºXp Npd_u `pR>m _v$u qL$_pfp_p¡ rhõspf, Npd AV$gpv$fp NpddyS>dlºXp Npd_u `pR>m _v$u qL$_pfp_p¡ rhõspf, Npd AV$gpv$fp NpddyS>dlºXp Npd_u `pR>m _v$u qL$_pfp_p¡ rhõspf, Npd AV$gpv$fp NpddyS>dlºXp Npd_u `pR>m _v$u qL$_pfp_p¡ rhõspf, Npd AV$gpv$fp NpddyS>dlºXp Npd_u `pR>m _v$u qL$_pfp_p¡ rhõspf, Npd AV$gpv$fp Npd ::::: îu _Nf âp\rdL$ õLy$g, AV$gpv$fp.îu _Nf âp\rdL$ õLy$g, AV$gpv$fp.îu _Nf âp\rdL$ õLy$g, AV$gpv$fp.îu _Nf âp\rdL$ õLy$g, AV$gpv$fp.îu _Nf âp\rdL$ õLy$g, AV$gpv$fp. -kv$f--kv$f--kv$f--kv$f--kv$f-

Page 51: f hX$p¡v$fp dlp Nf‘prgL$p f

(43

)(4

3)

(43

)(4

3)

(43

)

s¡dS> `pR>m_p¡ cpNs¡dS> `pR>m_p¡ cpNs¡dS> `pR>m_p¡ cpNs¡dS> `pR>m_p¡ cpNs¡dS> `pR>m_p¡ cpN4 .4 .4 .4 .4 . L$gpgu apV$L$ L$gpgu S>hp_p fõsp_u `yh£ sfa_u Ty„`X$`Ë$u,L$gpgu apV$L$ L$gpgu S>hp_p fõsp_u `yh£ sfa_u Ty„`X$`Ë$u,L$gpgu apV$L$ L$gpgu S>hp_p fõsp_u `yh£ sfa_u Ty„`X$`Ë$u,L$gpgu apV$L$ L$gpgu S>hp_p fõsp_u `yh£ sfa_u Ty„`X$`Ë$u,L$gpgu apV$L$ L$gpgu S>hp_p fõsp_u `yh£ sfa_u Ty„`X$`Ë$u, ::::: îu _Nf âp\rdL$ õLy$g, AV$gpv$fp.îu _Nf âp\rdL$ õLy$g, AV$gpv$fp.îu _Nf âp\rdL$ õLy$g, AV$gpv$fp.îu _Nf âp\rdL$ õLy$g, AV$gpv$fp.îu _Nf âp\rdL$ õLy$g, AV$gpv$fp. -kv$f--kv$f--kv$f--kv$f--kv$f-

khp£v$e_Nf, S>N_p\_Nf, rhN¡f¡khp£v$e_Nf, S>N_p\_Nf, rhN¡f¡khp£v$e_Nf, S>N_p\_Nf, rhN¡f¡khp£v$e_Nf, S>N_p\_Nf, rhN¡f¡khp£v$e_Nf, S>N_p\_Nf, rhN¡f¡

hluhV$u hp¡X®$ _„bf -71 .1 .1 .1 .1 . “heyN õLy$g, cfhpX$hpk, as¡N„S>“heyN õLy$g, cfhpX$hpk, as¡N„S>“heyN õLy$g, cfhpX$hpk, as¡N„S>“heyN õLy$g, cfhpX$hpk, as¡N„S>“heyN õLy$g, cfhpX$hpk, as¡N„S> ::::: îu kepÆ ipmp, g¡X$u ‘ugf kpd¡, as¡N„S>.îu kepÆ ipmp, g¡X$u ‘ugf kpd¡, as¡N„S>.îu kepÆ ipmp, g¡X$u ‘ugf kpd¡, as¡N„S>.îu kepÆ ipmp, g¡X$u ‘ugf kpd¡, as¡N„S>.îu kepÆ ipmp, g¡X$u ‘ugf kpd¡, as¡N„S>.2 .2 .2 .2 .2 . L$dpV$u‘yfp õgd L$hpV$k®L$dpV$u‘yfp õgd L$hpV$k®L$dpV$u‘yfp õgd L$hpV$k®L$dpV$u‘yfp õgd L$hpV$k®L$dpV$u‘yfp õgd L$hpV$k® ::::: îu fpZp âsp‘ õLy$g, f„Np¡gu lp¡V$g ‘pR>m,as¡N„S>îu fpZp âsp‘ õLy$g, f„Np¡gu lp¡V$g ‘pR>m,as¡N„S>îu fpZp âsp‘ õLy$g, f„Np¡gu lp¡V$g ‘pR>m,as¡N„S>îu fpZp âsp‘ õLy$g, f„Np¡gu lp¡V$g ‘pR>m,as¡N„S>îu fpZp âsp‘ õLy$g, f„Np¡gu lp¡V$g ‘pR>m,as¡N„S>3 .3 .3 .3 .3 . ^p¡buOpV$/CÞX$uõV²$ueg kp¡kpeV$u^p¡buOpV$/CÞX$uõV²$ueg kp¡kpeV$u^p¡buOpV$/CÞX$uõV²$ueg kp¡kpeV$u^p¡buOpV$/CÞX$uõV²$ueg kp¡kpeV$u^p¡buOpV$/CÞX$uõV²$ueg kp¡kpeV$u ::::: îu kepÆ ipmp, g¡X$u ‘ugf kpd¡,as¡N„S>.îu kepÆ ipmp, g¡X$u ‘ugf kpd¡,as¡N„S>.îu kepÆ ipmp, g¡X$u ‘ugf kpd¡,as¡N„S>.îu kepÆ ipmp, g¡X$u ‘ugf kpd¡,as¡N„S>.îu kepÆ ipmp, g¡X$u ‘ugf kpd¡,as¡N„S>.4 .4 .4 .4 .4 . S>gpfpd “NfS>gpfpd “NfS>gpfpd “NfS>gpfpd “NfS>gpfpd “Nf ::::: îu kfv$pf hëgccpC ‘V¡$g õLy$g, v$u‘uL$p“Nf, L$pf¡gubpN.îu kfv$pf hëgccpC ‘V¡$g õLy$g, v$u‘uL$p“Nf, L$pf¡gubpN.îu kfv$pf hëgccpC ‘V¡$g õLy$g, v$u‘uL$p“Nf, L$pf¡gubpN.îu kfv$pf hëgccpC ‘V¡$g õLy$g, v$u‘uL$p“Nf, L$pf¡gubpN.îu kfv$pf hëgccpC ‘V¡$g õLy$g, v$u‘uL$p“Nf, L$pf¡gubpN.5 .5 .5 .5 .5 . _hpepX®$ X$u L¡$bu_ kfõhsu_Nf rhõspf_hpepX®$ X$u L¡$bu_ kfõhsu_Nf rhõspf_hpepX®$ X$u L¡$bu_ kfõhsu_Nf rhõspf_hpepX®$ X$u L¡$bu_ kfõhsu_Nf rhõspf_hpepX®$ X$u L¡$bu_ kfõhsu_Nf rhõspf ::::: L$p ¡`p£f¡i__u âp\rdL$ ipmp gpg`yfp Npd `pk¡, _hpepX®$L$p ¡`p£f¡i__u âp\rdL$ ipmp gpg`yfp Npd `pk¡, _hpepX®$L$p ¡`p£f¡i__u âp\rdL$ ipmp gpg`yfp Npd `pk¡, _hpepX®$L$p ¡`p£f¡i__u âp\rdL$ ipmp gpg`yfp Npd `pk¡, _hpepX®$L$p ¡`p£f¡i__u âp\rdL$ ipmp gpg`yfp Npd `pk¡, _hpepX®$5 .5 .5 .5 .5 . `¡Þi_`yfp Ap„b¡X$L$f Qp¡L$`¡Þi_`yfp Ap„b¡X$L$f Qp¡L$`¡Þi_`yfp Ap„b¡X$L$f Qp¡L$`¡Þi_`yfp Ap„b¡X$L$f Qp¡L$`¡Þi_`yfp Ap„b¡X$L$f Qp¡L$ ::::: gÿdubpC âp’rdL$ ipmp, r_Tpd`yfp.gÿdubpC âp’rdL$ ipmp, r_Tpd`yfp.gÿdubpC âp’rdL$ ipmp, r_Tpd`yfp.gÿdubpC âp’rdL$ ipmp, r_Tpd`yfp.gÿdubpC âp’rdL$ ipmp, r_Tpd`yfp.6 .6 .6 .6 .6 . `¡Þi_`yfp ‘V¡$g Qp¡L$`¡Þi_`yfp ‘V¡$g Qp¡L$`¡Þi_`yfp ‘V¡$g Qp¡L$`¡Þi_`yfp ‘V¡$g Qp¡L$`¡Þi_`yfp ‘V¡$g Qp¡L$ ::::: A„^ipmp, r_Tpd`yfp.A„^ipmp, r_Tpd`yfp.A„^ipmp, r_Tpd`yfp.A„^ipmp, r_Tpd`yfp.A„^ipmp, r_Tpd`yfp.7 .7 .7 .7 .7 . `¡Þi_`yfp Np„^u Qp¡L$`¡Þi_`yfp Np„^u Qp¡L$`¡Þi_`yfp Np„^u Qp¡L$`¡Þi_`yfp Np„^u Qp¡L$`¡Þi_`yfp Np„^u Qp¡L$ ::::: gÿdubpC âp’rdL$ ipmp, r_Tpd`yfp.gÿdubpC âp’rdL$ ipmp, r_Tpd`yfp.gÿdubpC âp’rdL$ ipmp, r_Tpd`yfp.gÿdubpC âp’rdL$ ipmp, r_Tpd`yfp.gÿdubpC âp’rdL$ ipmp, r_Tpd`yfp.8 .8 .8 .8 .8 . dÝe NyS>fps rhS> L„$5“u kb õV¡$i“, fpdpL$pL$p fp¡X$, Qp¡MX$p fp¡X$,dÝe NyS>fps rhS> L„$5“u kb õV¡$i“, fpdpL$pL$p fp¡X$, Qp¡MX$p fp¡X$,dÝe NyS>fps rhS> L„$5“u kb õV¡$i“, fpdpL$pL$p fp¡X$, Qp¡MX$p fp¡X$,dÝe NyS>fps rhS> L„$5“u kb õV¡$i“, fpdpL$pL$p fp¡X$, Qp¡MX$p fp¡X$,dÝe NyS>fps rhS> L„$5“u kb õV¡$i“, fpdpL$pL$p fp¡X$, Qp¡MX$p fp¡X$, ::::: âcysp lp¡g, N„NpbpB lpBõLy$g, R>pZuâcysp lp¡g, N„NpbpB lpBõLy$g, R>pZuâcysp lp¡g, N„NpbpB lpBõLy$g, R>pZuâcysp lp¡g, N„NpbpB lpBõLy$g, R>pZuâcysp lp¡g, N„NpbpB lpBõLy$g, R>pZu

bpS>hp “pmy„, R>pZu-vy$dpX$ R>pZu smph “pmy„$, R>pZu-vy$dpX$ fp¡X$,bpS>hp “pmy„, R>pZu-vy$dpX$ R>pZu smph “pmy„$, R>pZu-vy$dpX$ fp¡X$,bpS>hp “pmy„, R>pZu-vy$dpX$ R>pZu smph “pmy„$, R>pZu-vy$dpX$ fp¡X$,bpS>hp “pmy„, R>pZu-vy$dpX$ R>pZu smph “pmy„$, R>pZu-vy$dpX$ fp¡X$,bpS>hp “pmy„, R>pZu-vy$dpX$ R>pZu smph “pmy„$, R>pZu-vy$dpX$ fp¡X$,

hluhV$u hp¡X®$ _„bf -8 fph‘yfp rhõspf :1 .1 .1 .1 .1 . rh_p¡bp cph¡_p¡ dpN®, DÑf sfa_p¡ cpN, sygkucpC_u Qpg, _uQpZhpmp¡rh_p¡bp cph¡_p¡ dpN®, DÑf sfa_p¡ cpN, sygkucpC_u Qpg, _uQpZhpmp¡rh_p¡bp cph¡_p¡ dpN®, DÑf sfa_p¡ cpN, sygkucpC_u Qpg, _uQpZhpmp¡rh_p¡bp cph¡_p¡ dpN®, DÑf sfa_p¡ cpN, sygkucpC_u Qpg, _uQpZhpmp¡rh_p¡bp cph¡_p¡ dpN®, DÑf sfa_p¡ cpN, sygkucpC_u Qpg, _uQpZhpmp¡ ::::: dpdp_u `p¡m_u `pR>m_u âp’rdL$ ipmp, dlpfpZudpdp_u `p¡m_u `pR>m_u âp’rdL$ ipmp, dlpfpZudpdp_u `p¡m_u `pR>m_u âp’rdL$ ipmp, dlpfpZudpdp_u `p¡m_u `pR>m_u âp’rdL$ ipmp, dlpfpZudpdp_u `p¡m_u `pR>m_u âp’rdL$ ipmp, dlpfpZu

cpN,bphpdp_ Qpg, fbpfu amuey„, A¡L$sp_Nf s\p L$ëepZ_Nf rhN¡f¡cpN,bphpdp_ Qpg, fbpfu amuey„, A¡L$sp_Nf s\p L$ëepZ_Nf rhN¡f¡cpN,bphpdp_ Qpg, fbpfu amuey„, A¡L$sp_Nf s\p L$ëepZ_Nf rhN¡f¡cpN,bphpdp_ Qpg, fbpfu amuey„, A¡L$sp_Nf s\p L$ëepZ_Nf rhN¡f¡cpN,bphpdp_ Qpg, fbpfu amuey„, A¡L$sp_Nf s\p L$ëepZ_Nf rhN¡f¡ Qud_pbpC lpCõL|$g, S>ê$f `X¡$ fph`yfp,Qud_pbpC lpCõL|$g, S>ê$f `X¡$ fph`yfp,Qud_pbpC lpCõL|$g, S>ê$f `X¡$ fph`yfp,Qud_pbpC lpCõL|$g, S>ê$f `X¡$ fph`yfp,Qud_pbpC lpCõL|$g, S>ê$f `X¡$ fph`yfp,âp’rdL$ ipmp _„bf-1âp’rdL$ ipmp _„bf-1âp’rdL$ ipmp _„bf-1âp’rdL$ ipmp _„bf-1âp’rdL$ ipmp _„bf-1

2 .2 .2 .2 .2 . Ny. lp. bp¡X®_p dL$p_p¡_u bpSy>_u MpX$uAp¡, rhõspf c¥fh_p\ d„v$ufNy. lp. bp¡X®_p dL$p_p¡_u bpSy>_u MpX$uAp¡, rhõspf c¥fh_p\ d„v$ufNy. lp. bp¡X®_p dL$p_p¡_u bpSy>_u MpX$uAp¡, rhõspf c¥fh_p\ d„v$ufNy. lp. bp¡X®_p dL$p_p¡_u bpSy>_u MpX$uAp¡, rhõspf c¥fh_p\ d„v$ufNy. lp. bp¡X®_p dL$p_p¡_u bpSy>_u MpX$uAp¡, rhõspf c¥fh_p\ d„v$uf ::::: cysX$uTp„`p â¡L$V$ukvN õL|$g ÞeyCfp lpCõLy$g, hX$p¡v$fp.cysX$uTp„`p â¡L$V$ukvN õL|$g ÞeyCfp lpCõLy$g, hX$p¡v$fp.cysX$uTp„`p â¡L$V$ukvN õL|$g ÞeyCfp lpCõLy$g, hX$p¡v$fp.cysX$uTp„`p â¡L$V$ukvN õL|$g ÞeyCfp lpCõLy$g, hX$p¡v$fp.cysX$uTp„`p â¡L$V$ukvN õL|$g ÞeyCfp lpCõLy$g, hX$p¡v$fp.3 .3 .3 .3 .3 . L$p „kdlpgp_p¡ L$b°õsp_hpmp¡ _uQpZhpmp¡ cpN, rhõspf CÞv$ufp Ty„`X$`Ë$uL$p „kdlpgp_p¡ L$b°õsp_hpmp¡ _uQpZhpmp¡ cpN, rhõspf CÞv$ufp Ty„`X$`Ë$uL$p „kdlpgp_p¡ L$b°õsp_hpmp¡ _uQpZhpmp¡ cpN, rhõspf CÞv$ufp Ty„`X$`Ë$uL$p „kdlpgp_p¡ L$b°õsp_hpmp¡ _uQpZhpmp¡ cpN, rhõspf CÞv$ufp Ty„`X$`Ë$uL$p „kdlpgp_p¡ L$b°õsp_hpmp¡ _uQpZhpmp¡ cpN, rhõspf CÞv$ufp Ty„`X$`Ë$u ::::: _hu ^fsu âp’rdL$ ipmp Æh_kp^_p õL|$g,_hu ^fsu âp’rdL$ ipmp Æh_kp^_p õL|$g,_hu ^fsu âp’rdL$ ipmp Æh_kp^_p õL|$g,_hu ^fsu âp’rdL$ ipmp Æh_kp^_p õL|$g,_hu ^fsu âp’rdL$ ipmp Æh_kp^_p õL|$g,

kfv$pf R>pÓpge, Æh_cpfsu õL|$gkfv$pf R>pÓpge, Æh_cpfsu õL|$gkfv$pf R>pÓpge, Æh_cpfsu õL|$gkfv$pf R>pÓpge, Æh_cpfsu õL|$gkfv$pf R>pÓpge, Æh_cpfsu õL|$g4 .4 .4 .4 .4 . Ape®L$Þep rhÛpge_u `pR>m_p¡ cpN L$pf¡gubpN, S>gpfpd_Nf _uQpZhpmp¡Ape®L$Þep rhÛpge_u `pR>m_p¡ cpN L$pf¡gubpN, S>gpfpd_Nf _uQpZhpmp¡Ape®L$Þep rhÛpge_u `pR>m_p¡ cpN L$pf¡gubpN, S>gpfpd_Nf _uQpZhpmp¡Ape®L$Þep rhÛpge_u `pR>m_p¡ cpN L$pf¡gubpN, S>gpfpd_Nf _uQpZhpmp¡Ape®L$Þep rhÛpge_u `pR>m_p¡ cpN L$pf¡gubpN, S>gpfpd_Nf _uQpZhpmp¡ ::::: “Nf âp’rdL$ ipmp, “pNfhpX$p“Nf âp’rdL$ ipmp, “pNfhpX$p“Nf âp’rdL$ ipmp, “pNfhpX$p“Nf âp’rdL$ ipmp, “pNfhpX$p“Nf âp’rdL$ ipmp, “pNfhpX$p

cpN s\p byÝ^v$¡$h `pR>m_p¡ cpN, kepÆbpN\u L$pf¡gubpN_u DÑf sfa_ucpN s\p byÝ^v$¡$h `pR>m_p¡ cpN, kepÆbpN\u L$pf¡gubpN_u DÑf sfa_ucpN s\p byÝ^v$¡$h `pR>m_p¡ cpN, kepÆbpN\u L$pf¡gubpN_u DÑf sfa_ucpN s\p byÝ^v$¡$h `pR>m_p¡ cpN, kepÆbpN\u L$pf¡gubpN_u DÑf sfa_ucpN s\p byÝ^v$¡$h `pR>m_p¡ cpN, kepÆbpN\u L$pf¡gubpN_u DÑf sfa_u ::::: `yê$j AÝep`_ `pW$ipmp`yê$j AÝep`_ `pW$ipmp`yê$j AÝep`_ `pW$ipmp`yê$j AÝep`_ `pW$ipmp`yê$j AÝep`_ `pW$ipmpkp¡kpeV$u_p¡ cpN Aep¡Ýep_Nf_u kpd¡, Þey klep¡N Ty„`X$`Ë$ukp¡kpeV$u_p¡ cpN Aep¡Ýep_Nf_u kpd¡, Þey klep¡N Ty„`X$`Ë$ukp¡kpeV$u_p¡ cpN Aep¡Ýep_Nf_u kpd¡, Þey klep¡N Ty„`X$`Ë$ukp¡kpeV$u_p¡ cpN Aep¡Ýep_Nf_u kpd¡, Þey klep¡N Ty„`X$`Ë$ukp¡kpeV$u_p¡ cpN Aep¡Ýep_Nf_u kpd¡, Þey klep¡N Ty„`X$`Ë$u(S>gpfpd_u `pR>m)(S>gpfpd_u `pR>m)(S>gpfpd_u `pR>m)(S>gpfpd_u `pR>m)(S>gpfpd_u `pR>m)

5 .5 .5 .5 .5 . _hu^fsu_p¡ rhõspf, _hp õgd L$hpV$k® `pR>m `lpX$u_p Ty„`X$p_hu^fsu_p¡ rhõspf, _hp õgd L$hpV$k® `pR>m `lpX$u_p Ty„`X$p_hu^fsu_p¡ rhõspf, _hp õgd L$hpV$k® `pR>m `lpX$u_p Ty„`X$p_hu^fsu_p¡ rhõspf, _hp õgd L$hpV$k® `pR>m `lpX$u_p Ty„`X$p_hu^fsu_p¡ rhõspf, _hp õgd L$hpV$k® `pR>m `lpX$u_p Ty„`X$p ::::: “Nf âp’rdL$ ipmp, “pNfhpX$p“Nf âp’rdL$ ipmp, “pNfhpX$p“Nf âp’rdL$ ipmp, “pNfhpX$p“Nf âp’rdL$ ipmp, “pNfhpX$p“Nf âp’rdL$ ipmp, “pNfhpX$p6 .6 .6 .6 .6 . f¡_ bk¡fp_u Apk`pk_p Ty„`X$pf¡_ bk¡fp_u Apk`pk_p Ty„`X$pf¡_ bk¡fp_u Apk`pk_p Ty„`X$pf¡_ bk¡fp_u Apk`pk_p Ty„`X$pf¡_ bk¡fp_u Apk`pk_p Ty„`X$p ::::: “Nf âp’rdL$ ipmp, “pNfhpX$p“Nf âp’rdL$ ipmp, “pNfhpX$p“Nf âp’rdL$ ipmp, “pNfhpX$p“Nf âp’rdL$ ipmp, “pNfhpX$p“Nf âp’rdL$ ipmp, “pNfhpX$p7 .7 .7 .7 .7 . L$ëepZ_Nf_u Ty„`X$`Ë$u, kyfS> A¡õV¡$V$ `pR>m_u Ty„`X$`Ë$u, Np„^u_NfL$ëepZ_Nf_u Ty„`X$`Ë$u, kyfS> A¡õV¡$V$ `pR>m_u Ty„`X$`Ë$u, Np„^u_NfL$ëepZ_Nf_u Ty„`X$`Ë$u, kyfS> A¡õV¡$V$ `pR>m_u Ty„`X$`Ë$u, Np„^u_NfL$ëepZ_Nf_u Ty„`X$`Ë$u, kyfS> A¡õV¡$V$ `pR>m_u Ty„`X$`Ë$u, Np„^u_NfL$ëepZ_Nf_u Ty„`X$`Ë$u, kyfS> A¡õV¡$V$ `pR>m_u Ty„`X$`Ë$u, Np„^u_Nf ::::: “Nf âp’rdL$ ipmp, “pNfhpX$p“Nf âp’rdL$ ipmp, “pNfhpX$p“Nf âp’rdL$ ipmp, “pNfhpX$p“Nf âp’rdL$ ipmp, “pNfhpX$p“Nf âp’rdL$ ipmp, “pNfhpX$p

kp¡kpeV$u `pR>m_u Ty„`X$`Ë$ukp¡kpeV$u `pR>m_u Ty„`X$`Ë$ukp¡kpeV$u `pR>m_u Ty„`X$`Ë$ukp¡kpeV$u `pR>m_u Ty„`X$`Ë$ukp¡kpeV$u `pR>m_u Ty„`X$`Ë$u

AkfN°õs rhõspfp¡ Mk¡X$hp_p õ\mp¡ i¡fp¡

Page 52: f hX$p¡v$fp dlp Nf‘prgL$p f

(44

)(4

4)

(44

)(4

4)

(44

)

8 .8 .8 .8 .8 . _hp hyX$p rbëX$]N“u bpSy>dp„_hp hyX$p rbëX$]N“u bpSy>dp„_hp hyX$p rbëX$]N“u bpSy>dp„_hp hyX$p rbëX$]N“u bpSy>dp„_hp hyX$p rbëX$]N“u bpSy>dp„ ::::: “Nf âp’rdL$ ipmp, “pNfhpX$p“Nf âp’rdL$ ipmp, “pNfhpX$p“Nf âp’rdL$ ipmp, “pNfhpX$p“Nf âp’rdL$ ipmp, “pNfhpX$p“Nf âp’rdL$ ipmp, “pNfhpX$p

hluhV$u hp¡X®$ _„bf -9 ‘pZuN¡V$ rhõspf1 .1 .1 .1 .1 . L$v$d õLy$gL$v$d õLy$gL$v$d õLy$gL$v$d õLy$gL$v$d õLy$g ::::: L$p ¡‘p£f¡i“ õLy$gL$p ¡‘p£f¡i“ õLy$gL$p ¡‘p£f¡i“ õLy$gL$p ¡‘p£f¡i“ õLy$gL$p ¡‘p£f¡i“ õLy$g2 .2 .2 .2 .2 . L$p ¡V$uepL®$“Nf õLy$g$L$p ¡V$uepL®$“Nf õLy$g$L$p ¡V$uepL®$“Nf õLy$g$L$p ¡V$uepL®$“Nf õLy$g$L$p ¡V$uepL®$“Nf õLy$g$ ::::: L$p ¡‘p£f¡i“ õLy$gL$p ¡‘p£f¡i“ õLy$gL$p ¡‘p£f¡i“ õLy$gL$p ¡‘p£f¡i“ õLy$gL$p ¡‘p£f¡i“ õLy$g3 .3 .3 .3 .3 . fpdv¡h“Nf-2 õLy$gfpdv¡h“Nf-2 õLy$gfpdv¡h“Nf-2 õLy$gfpdv¡h“Nf-2 õLy$gfpdv¡h“Nf-2 õLy$g ::::: L$p ¡‘p£f¡i“ õLy$gL$p ¡‘p£f¡i“ õLy$gL$p ¡‘p£f¡i“ õLy$gL$p ¡‘p£f¡i“ õLy$gL$p ¡‘p£f¡i“ õLy$g4 .4 .4 .4 .4 . L$rh vy$gpL$pN âp’rdL$ ipmpL$rh vy$gpL$pN âp’rdL$ ipmpL$rh vy$gpL$pN âp’rdL$ ipmpL$rh vy$gpL$pN âp’rdL$ ipmpL$rh vy$gpL$pN âp’rdL$ ipmp ::::: L$p ¡‘p£f¡i“ õLy$gL$p ¡‘p£f¡i“ õLy$gL$p ¡‘p£f¡i“ õLy$gL$p ¡‘p£f¡i“ õLy$gL$p ¡‘p£f¡i“ õLy$g

hluhV$u hp¡X®$ _„bf -10 rhõspf1 .1 .1 .1 .1 . c„¡kpkyf Ty„`X$`Ë$u `„Qpd©s _ÆL$c„¡kpkyf Ty„`X$`Ë$u `„Qpd©s _ÆL$c„¡kpkyf Ty„`X$`Ë$u `„Qpd©s _ÆL$c„¡kpkyf Ty„`X$`Ë$u `„Qpd©s _ÆL$c„¡kpkyf Ty„`X$`Ë$u `„Qpd©s _ÆL$ ::::: Np¡Óu Npd_u âp\rdL$ ipmpNp¡Óu Npd_u âp\rdL$ ipmpNp¡Óu Npd_u âp\rdL$ ipmpNp¡Óu Npd_u âp\rdL$ ipmpNp¡Óu Npd_u âp\rdL$ ipmp2 .2 .2 .2 .2 . _hf„N`yfp Ty„`X$`Ë$u_hf„N`yfp Ty„`X$`Ë$u_hf„N`yfp Ty„`X$`Ë$u_hf„N`yfp Ty„`X$`Ë$u_hf„N`yfp Ty„`X$`Ë$u ::::: Np¡Óu Npd_u âp\rdL$ ipmpNp¡Óu Npd_u âp\rdL$ ipmpNp¡Óu Npd_u âp\rdL$ ipmpNp¡Óu Npd_u âp\rdL$ ipmpNp¡Óu Npd_u âp\rdL$ ipmp3 .3 .3 .3 .3 . NZ¡i_Nf Ty„`X$`Ë$uNZ¡i_Nf Ty„`X$`Ë$uNZ¡i_Nf Ty„`X$`Ë$uNZ¡i_Nf Ty„`X$`Ë$uNZ¡i_Nf Ty„`X$`Ë$u ::::: Np¡fhp Npd_u âp\rdL$ ipmpNp¡fhp Npd_u âp\rdL$ ipmpNp¡fhp Npd_u âp\rdL$ ipmpNp¡fhp Npd_u âp\rdL$ ipmpNp¡fhp Npd_u âp\rdL$ ipmp4 .4 .4 .4 .4 . L$fp¡X$uep fp¡X$ S>L$ps_pL$p `pk¡_p„ Ty „`X$p„L$fp¡X$uep fp¡X$ S>L$ps_pL$p `pk¡_p„ Ty „`X$p„L$fp¡X$uep fp¡X$ S>L$ps_pL$p `pk¡_p„ Ty „`X$p„L$fp¡X$uep fp¡X$ S>L$ps_pL$p `pk¡_p„ Ty „`X$p„L$fp¡X$uep fp¡X$ S>L$ps_pL$p `pk¡_p„ Ty „`X$p„ ::::: Np¡fhp Npd_u âp\rdL$ ipmpNp¡fhp Npd_u âp\rdL$ ipmpNp¡fhp Npd_u âp\rdL$ ipmpNp¡fhp Npd_u âp\rdL$ ipmpNp¡fhp Npd_u âp\rdL$ ipmp5 .5 .5 .5 .5 . Nfub_Nf Ty„`X$p„Nfub_Nf Ty„`X$p„Nfub_Nf Ty„`X$p„Nfub_Nf Ty„`X$p„Nfub_Nf Ty„`X$p„ ::::: Np¡fhp Npd_u âp\rdL$ ipmpNp¡fhp Npd_u âp\rdL$ ipmpNp¡fhp Npd_u âp\rdL$ ipmpNp¡fhp Npd_u âp\rdL$ ipmpNp¡fhp Npd_u âp\rdL$ ipmp6 .6 .6 .6 .6 . Å¡N`yfp smph `pk¡_p Ty„`X$p„Å¡N`yfp smph `pk¡_p Ty„`X$p„Å¡N`yfp smph `pk¡_p Ty„`X$p„Å¡N`yfp smph `pk¡_p Ty„`X$p„Å¡N`yfp smph `pk¡_p Ty„`X$p„ ::::: kycp_`yfp Npd_u âp\rdL$ ipmpkycp_`yfp Npd_u âp\rdL$ ipmpkycp_`yfp Npd_u âp\rdL$ ipmpkycp_`yfp Npd_u âp\rdL$ ipmpkycp_`yfp Npd_u âp\rdL$ ipmp

hluhV$u hp¡X®$ _„bf -11 rhõspf1 .1 .1 .1 .1 . L$v$d õLy$gL$v$d õLy$gL$v$d õLy$gL$v$d õLy$gL$v$d õLy$g ::::: L$p ¡‘p£f¡i“ õLy$gL$p ¡‘p£f¡i“ õLy$gL$p ¡‘p£f¡i“ õLy$gL$p ¡‘p£f¡i“ õLy$gL$p ¡‘p£f¡i“ õLy$g2 .2 .2 .2 .2 . L$p ¡V$uepL®$“Nf õLy$g$L$p ¡V$uepL®$“Nf õLy$g$L$p ¡V$uepL®$“Nf õLy$g$L$p ¡V$uepL®$“Nf õLy$g$L$p ¡V$uepL®$“Nf õLy$g$ ::::: L$p ¡‘p£f¡i“ õLy$gL$p ¡‘p£f¡i“ õLy$gL$p ¡‘p£f¡i“ õLy$gL$p ¡‘p£f¡i“ õLy$gL$p ¡‘p£f¡i“ õLy$g3 .3 .3 .3 .3 . fpdv¡h“Nf-2 õLy$gfpdv¡h“Nf-2 õLy$gfpdv¡h“Nf-2 õLy$gfpdv¡h“Nf-2 õLy$gfpdv¡h“Nf-2 õLy$g ::::: L$p ¡‘p£f¡i“ õLy$gL$p ¡‘p£f¡i“ õLy$gL$p ¡‘p£f¡i“ õLy$gL$p ¡‘p£f¡i“ õLy$gL$p ¡‘p£f¡i“ õLy$g4 .4 .4 .4 .4 . L$rh vy$gpL$pN âp’rdL$ ipmpL$rh vy$gpL$pN âp’rdL$ ipmpL$rh vy$gpL$pN âp’rdL$ ipmpL$rh vy$gpL$pN âp’rdL$ ipmpL$rh vy$gpL$pN âp’rdL$ ipmp ::::: L$p ¡‘p£f¡i“ õLy$gL$p ¡‘p£f¡i“ õLy$gL$p ¡‘p£f¡i“ õLy$gL$p ¡‘p£f¡i“ õLy$gL$p ¡‘p£f¡i“ õLy$g

hluhV$u hp¡X®$ _„bf -12 rhõspf1 .1 .1 .1 .1 . hX$kf Npd, L$p ¡V¡$ðf dlpv$¡h d„qv$f fp¡X$, Åçbyhp “|d® Aphpkp¡ dL$p“ fp¡X$,hX$kf Npd, L$p ¡V¡$ðf dlpv$¡h d„qv$f fp¡X$, Åçbyhp “|d® Aphpkp¡ dL$p“ fp¡X$,hX$kf Npd, L$p ¡V¡$ðf dlpv$¡h d„qv$f fp¡X$, Åçbyhp “|d® Aphpkp¡ dL$p“ fp¡X$,hX$kf Npd, L$p ¡V¡$ðf dlpv$¡h d„qv$f fp¡X$, Åçbyhp “|d® Aphpkp¡ dL$p“ fp¡X$,hX$kf Npd, L$p ¡V¡$ðf dlpv$¡h d„qv$f fp¡X$, Åçbyhp “|d® Aphpkp¡ dL$p“ fp¡X$, ::::: hX$kf Npd L$p¡‘p£f¡i“ õLy$ghX$kf Npd L$p¡‘p£f¡i“ õLy$ghX$kf Npd L$p¡‘p£f¡i“ õLy$ghX$kf Npd L$p¡‘p£f¡i“ õLy$ghX$kf Npd L$p¡‘p£f¡i“ õLy$g

^p^f¡V$uep Npd, S>ip¡v$p“Nf, dL$f‘yfp^p^f¡V$uep Npd, S>ip¡v$p“Nf, dL$f‘yfp^p^f¡V$uep Npd, S>ip¡v$p“Nf, dL$f‘yfp^p^f¡V$uep Npd, S>ip¡v$p“Nf, dL$f‘yfp^p^f¡V$uep Npd, S>ip¡v$p“Nf, dL$f‘yfp ::::: dL$f‘yfp Npd õLy$gdL$f‘yfp Npd õLy$gdL$f‘yfp Npd õLy$gdL$f‘yfp Npd õLy$gdL$f‘yfp Npd õLy$g::::: Åçbyhp Npd õLy$gÅçbyhp Npd õLy$gÅçbyhp Npd õLy$gÅçbyhp Npd õLy$gÅçbyhp Npd õLy$g::::: OpOf¡V$uep Npd õLy$gOpOf¡V$uep Npd õLy$gOpOf¡V$uep Npd õLy$gOpOf¡V$uep Npd õLy$gOpOf¡V$uep Npd õLy$g

AkfN°õs rhõspfp¡ Mk¡X$hp_p õ\mp¡ i¡fp¡

Page 53: f hX$p¡v$fp dlp Nf‘prgL$p f

hrlhV$u hp¡X$p£_prhõspfp¡dp„ `pZu L$BS>NpAp¡A¡ cfpe R>¡s¡_p dprlsu `ÓL$

Page 54: f hX$p¡v$fp dlp Nf‘prgL$p f
Page 55: f hX$p¡v$fp dlp Nf‘prgL$p f

(47

)(4

7)

(47

)(4

7)

(47

)

hluhV$u hp¡X®$ _„bf-2

1 .1 .1 .1 .1 . lfZu fp ¡X$ khpv$ 820 L$hpV$k®“ulfZu fp ¡X$ khpv$ 820 L$hpV$k®“ulfZu fp ¡X$ khpv$ 820 L$hpV$k®“ulfZu fp ¡X$ khpv$ 820 L$hpV$k®“ulfZu fp ¡X$ khpv$ 820 L$hpV$k®“u “uQpZhpmp rhõspf s’p T| „‘X$phpkuAp¡A¡“uQpZhpmp rhõspf s’p T| „‘X$phpkuAp¡A¡“uQpZhpmp rhõspf s’p T| „‘X$phpkuAp¡A¡“uQpZhpmp rhõspf s’p T| „‘X$phpkuAp¡A¡“uQpZhpmp rhõspf s’p T| „‘X$phpkuAp¡A¡ h^y hfkpv$“p L$pfZ¡ MpX$pAp¡dp „ ‘„‘]N L$fhp R>sp„h^y hfkpv$“p L$pfZ¡ MpX$pAp¡dp „ ‘„‘]N L$fhp R>sp„h^y hfkpv$“p L$pfZ¡ MpX$pAp¡dp „ ‘„‘]N L$fhp R>sp„h^y hfkpv$“p L$pfZ¡ MpX$pAp¡dp „ ‘„‘]N L$fhp R>sp„h^y hfkpv$“p L$pfZ¡ MpX$pAp¡dp „ ‘„‘]N L$fhp R>sp„

“u ApSy>bpSy>“u ApSy>bpSy>“u ApSy>bpSy>“u ApSy>bpSy>“u ApSy>bpSy> T| „5X$p bp„^hp dpV¡$ Mp¡v$ ¡gp MpX$pAp¡dp„T| „5X$p bp„^hp dpV¡$ Mp¡v$ ¡gp MpX$pAp¡dp„T| „5X$p bp„^hp dpV¡$ Mp¡v$ ¡gp MpX$pAp¡dp„T| „5X$p bp„^hp dpV¡$ Mp¡v$ ¡gp MpX$pAp¡dp„T| „5X$p bp„^hp dpV¡$ Mp¡v$ ¡gp MpX$pAp¡dp„ ‘pZu“p¡ r“L$pg L$fhp¡ iL$e “’u A“¡ T| „‘X$phpkuAp¡“¡‘pZu“p¡ r“L$pg L$fhp¡ iL$e “’u A“¡ T| „‘X$phpkuAp¡“¡‘pZu“p¡ r“L$pg L$fhp¡ iL$e “’u A“¡ T| „‘X$phpkuAp¡“¡‘pZu“p¡ r“L$pg L$fhp¡ iL$e “’u A“¡ T| „‘X$phpkuAp¡“¡‘pZu“p¡ r“L$pg L$fhp¡ iL$e “’u A“¡ T| „‘X$phpkuAp¡“¡

ApMy „ Qp¡dpky ‘pZu cfpe R>¡.ApMy „ Qp¡dpky ‘pZu cfpe R>¡.ApMy „ Qp¡dpky ‘pZu cfpe R>¡.ApMy „ Qp¡dpky ‘pZu cfpe R>¡.ApMy „ Qp¡dpky ‘pZu cfpe R>¡. õ’mp„sf L$fhp“u R> ¡. ‘pZu“p r“L$pg dpV¡ $“y „ Apep¡S>“õ’mp„sf L$fhp“u R> ¡. ‘pZu“p r“L$pg dpV¡ $“y „ Apep¡S>“õ’mp„sf L$fhp“u R> ¡. ‘pZu“p r“L$pg dpV¡ $“y „ Apep¡S>“õ’mp„sf L$fhp“u R> ¡. ‘pZu“p r“L$pg dpV¡ $“y „ Apep¡S>“õ’mp„sf L$fhp“u R> ¡. ‘pZu“p r“L$pg dpV¡ $“y „ Apep¡S>“

L$fhp“u afS> ‘X¡$ Mpk S>ê$f R> ¡. S> ¡’u Qp¡dpkpdp„L$fhp“u afS> ‘X¡$ Mpk S>ê$f R> ¡. S> ¡’u Qp¡dpkpdp„L$fhp“u afS> ‘X¡$ Mpk S>ê$f R> ¡. S> ¡’u Qp¡dpkpdp„L$fhp“u afS> ‘X¡$ Mpk S>ê$f R> ¡. S> ¡’u Qp¡dpkpdp„L$fhp“u afS> ‘X¡$ Mpk S>ê$f R> ¡. S> ¡’u Qp¡dpkpdp„

T| „‘X$phpkuAp¡“p Å“dpg“y „ ’sy „ “yL$ip“ AV$L$phu iL$peT| „‘X$phpkuAp¡“p Å“dpg“y „ ’sy „ “yL$ip“ AV$L$phu iL$peT| „‘X$phpkuAp¡“p Å“dpg“y „ ’sy „ “yL$ip“ AV$L$phu iL$peT| „‘X$phpkuAp¡“p Å“dpg“y „ ’sy „ “yL$ip“ AV$L$phu iL$peT| „‘X$phpkuAp¡“p Å“dpg“y „ ’sy „ “yL$ip“ AV$L$phu iL$pe

2 .2 .2 .2 .2 . sygkuhpX$u L$hpV$k® ‘pR>m“psygkuhpX$u L$hpV$k® ‘pR>m“psygkuhpX$u L$hpV$k® ‘pR>m“psygkuhpX$u L$hpV$k® ‘pR>m“psygkuhpX$u L$hpV$k® ‘pR>m“p h^y hfkpv$“¡ L$pfZ¡ ‘pZu cfpB R> ¡.h^y hfkpv$“¡ L$pfZ¡ ‘pZu cfpB R> ¡.h^y hfkpv$“¡ L$pfZ¡ ‘pZu cfpB R> ¡.h^y hfkpv$“¡ L$pfZ¡ ‘pZu cfpB R> ¡.h^y hfkpv$“¡ L$pfZ¡ ‘pZu cfpB R> ¡. L$p „kdp„ ‘pZu“y „ g¡hg “uQy „ Åe A¡V$g¡ L$p „k hpV¡$ ‘pZu“p¡L$p „kdp„ ‘pZu“y „ g¡hg “uQy „ Åe A¡V$g¡ L$p „k hpV¡$ ‘pZu“p¡L$p „kdp„ ‘pZu“y „ g¡hg “uQy „ Åe A¡V$g¡ L$p „k hpV¡$ ‘pZu“p¡L$p „kdp„ ‘pZu“y „ g¡hg “uQy „ Åe A¡V$g¡ L$p „k hpV¡$ ‘pZu“p¡L$p „kdp„ ‘pZu“y „ g¡hg “uQy „ Åe A¡V$g¡ L$p „k hpV¡$ ‘pZu“p¡

T| „‘X$pAp¡“p¡ rhõspfT| „‘X$pAp¡“p¡ rhõspfT| „‘X$pAp¡“p¡ rhõspfT| „‘X$pAp¡“p¡ rhõspfT| „‘X$pAp¡“p¡ rhõspf r“L$pg ’pe R> ¡. khpv$ edy“p“Ndp„’u ‘pL$u L$p „k“u Q¡“gr“L$pg ’pe R> ¡. khpv$ edy“p“Ndp„’u ‘pL$u L$p „k“u Q¡“gr“L$pg ’pe R> ¡. khpv$ edy“p“Ndp„’u ‘pL$u L$p „k“u Q¡“gr“L$pg ’pe R> ¡. khpv$ edy“p“Ndp„’u ‘pL$u L$p „k“u Q¡“gr“L$pg ’pe R> ¡. khpv$ edy“p“Ndp„’u ‘pL$u L$p „k“u Q¡“g

b“ph¡gu R> ¡.b“ph¡gu R> ¡.b“ph¡gu R> ¡.b“ph¡gu R> ¡.b“ph¡gu R> ¡.

3 .3 .3 .3 .3 . lfZu fp¡X$ ‘¡V²$p ¡g‘„‘ ‘pk¡ cpX$hpkplfZu fp¡X$ ‘¡V²$p ¡g‘„‘ ‘pk¡ cpX$hpkplfZu fp¡X$ ‘¡V²$p ¡g‘„‘ ‘pk¡ cpX$hpkplfZu fp¡X$ ‘¡V²$p ¡g‘„‘ ‘pk¡ cpX$hpkplfZu fp¡X$ ‘¡V²$p ¡g‘„‘ ‘pk¡ cpX$hpkp h^y hfkpv$“¡ L$pfZ¡ ‘pZu cfpB Åe R>¡.h^y hfkpv$“¡ L$pfZ¡ ‘pZu cfpB Åe R>¡.h^y hfkpv$“¡ L$pfZ¡ ‘pZu cfpB Åe R>¡.h^y hfkpv$“¡ L$pfZ¡ ‘pZu cfpB Åe R>¡.h^y hfkpv$“¡ L$pfZ¡ ‘pZu cfpB Åe R>¡. khpv$ ApS>bpSy> “p’ubp“Nf, lfÜpf“Nf hfkpv$u NV$fkhpv$ ApS>bpSy> “p’ubp“Nf, lfÜpf“Nf hfkpv$u NV$fkhpv$ ApS>bpSy> “p’ubp“Nf, lfÜpf“Nf hfkpv$u NV$fkhpv$ ApS>bpSy> “p’ubp“Nf, lfÜpf“Nf hfkpv$u NV$fkhpv$ ApS>bpSy> “p’ubp“Nf, lfÜpf“Nf hfkpv$u NV$f

S>hp“p fõs¡ d¡B“ fp ¡X$ D‘fS>hp“p fõs¡ d¡B“ fp ¡X$ D‘fS>hp“p fõs¡ d¡B“ fp ¡X$ D‘fS>hp“p fõs¡ d¡B“ fp ¡X$ D‘fS>hp“p fõs¡ d¡B“ fp ¡X$ D‘f 3 \u 4 L $gpL $3 \u 4 L $gpL $3 \u 4 L $gpL $3 \u 4 L $gpL $3 \u 4 L $gpL $ b“ph¡g R> ¡. hfkpv$ ‘R>u Dsfu Åe R> ¡.b“ph¡g R> ¡. hfkpv$ ‘R>u Dsfu Åe R> ¡.b“ph¡g R> ¡. hfkpv$ ‘R>u Dsfu Åe R> ¡.b“ph¡g R> ¡. hfkpv$ ‘R>u Dsfu Åe R> ¡.b“ph¡g R> ¡. hfkpv$ ‘R>u Dsfu Åe R> ¡.

hpfkuep Apf. V$u. Ap¡. ‘pk¡,hpfkuep Apf. V$u. Ap¡. ‘pk¡,hpfkuep Apf. V$u. Ap¡. ‘pk¡,hpfkuep Apf. V$u. Ap¡. ‘pk¡,hpfkuep Apf. V$u. Ap¡. ‘pk¡,

d„Ág¡ðf Tp„‘p ‘pk¡ as¡‘yfp, d¡B“d„Ág¡ðf Tp„‘p ‘pk¡ as¡‘yfp, d¡B“d„Ág¡ðf Tp„‘p ‘pk¡ as¡‘yfp, d¡B“d„Ág¡ðf Tp„‘p ‘pk¡ as¡‘yfp, d¡B“d„Ág¡ðf Tp„‘p ‘pk¡ as¡‘yfp, d¡B“

fp¡X$ cysX$uTp„‘p rhõspf A„X$pZuep ‘yg.fp¡X$ cysX$uTp„‘p rhõspf A„X$pZuep ‘yg.fp¡X$ cysX$uTp„‘p rhõspf A„X$pZuep ‘yg.fp¡X$ cysX$uTp„‘p rhõspf A„X$pZuep ‘yg.fp¡X$ cysX$uTp„‘p rhõspf A„X$pZuep ‘yg.

4 .4 .4 .4 .4 . A¡fp ¡X ² $pd ‘pR>mA¡fp ¡X ² $pd ‘pR>mA¡fp ¡X ² $pd ‘pR>mA¡fp ¡X ² $pd ‘pR>mA¡fp ¡X ² $pd ‘pR>m dpZ¡L$‘pL® $’u fpÆh“Nf ky^udpZ¡L$‘pL® $’u fpÆh“Nf ky^udpZ¡L$‘pL® $’u fpÆh“Nf ky^udpZ¡L$‘pL® $’u fpÆh“Nf ky^udpZ¡L$‘pL® $’u fpÆh“Nf ky^u fpÆh“Nf Ap¡X$“Nf “pmp ‘pk¡, d¡B“ L$p „kdp„ r“L$pg ’pe R> ¡.fpÆh“Nf Ap¡X$“Nf “pmp ‘pk¡, d¡B“ L$p „kdp„ r“L$pg ’pe R> ¡.fpÆh“Nf Ap¡X$“Nf “pmp ‘pk¡, d¡B“ L$p „kdp„ r“L$pg ’pe R> ¡.fpÆh“Nf Ap¡X$“Nf “pmp ‘pk¡, d¡B“ L$p „kdp„ r“L$pg ’pe R> ¡.fpÆh“Nf Ap¡X$“Nf “pmp ‘pk¡, d¡B“ L$p „kdp„ r“L$pg ’pe R> ¡.

hluhV$u hp¡X®$ _„bf-3

1 .1 .1 .1 .1 . âsp`_Nf, _hN°ld„qv$fâsp`_Nf, _hN°ld„qv$fâsp`_Nf, _hN°ld„qv$fâsp`_Nf, _hN°ld„qv$fâsp`_Nf, _hN°ld„qv$f 5 \u 7 L $gpL $5 \u 7 L $gpL $5 \u 7 L $gpL $5 \u 7 L $gpL $5 \u 7 L $gpL $ hfkpv$u NV$fdp „ _uL$ L$fhpdp „ Aph¡ R> ¡.hfkpv$u NV$fdp „ _uL$ L$fhpdp „ Aph¡ R> ¡.hfkpv$u NV$fdp „ _uL$ L$fhpdp „ Aph¡ R> ¡.hfkpv$u NV$fdp „ _uL$ L$fhpdp „ Aph¡ R> ¡.hfkpv$u NV$fdp „ _uL$ L$fhpdp „ Aph¡ R> ¡.

`pR>m_u hkpls.`pR>m_u hkpls.`pR>m_u hkpls.`pR>m_u hkpls.`pR>m_u hkpls.

2 .2 .2 .2 .2 . âsp`_Nf, dõL¡ $_u Qpgdp „âsp`_Nf, dõL¡ $_u Qpgdp „âsp`_Nf, dõL¡ $_u Qpgdp „âsp`_Nf, dõL¡ $_u Qpgdp „âsp`_Nf, dõL¡ $_u Qpgdp „ 3 \u 4 L $gpL $3 \u 4 L $gpL $3 \u 4 L $gpL $3 \u 4 L $gpL $3 \u 4 L $gpL $ hfkpv$u NV$f R> ¡.hfkpv$u NV$f R> ¡.hfkpv$u NV$f R> ¡.hfkpv$u NV$f R> ¡.hfkpv$u NV$f R> ¡.

3 .3 .3 .3 .3 . X$cp¡C fp ¡X$, cpfshpX$u hkplsX$cp¡C fp ¡X$, cpfshpX$u hkplsX$cp¡C fp ¡X$, cpfshpX$u hkplsX$cp¡C fp ¡X$, cpfshpX$u hkplsX$cp¡C fp ¡X$, cpfshpX$u hkpls 5 \u 6 L$gpL $5 \u 6 L $gpL $5 \u 6 L $gpL $5 \u 6 L $gpL $5 \u 6 L $gpL $ hfkpv$u NV$f R> ¡.hfkpv$u NV$f R> ¡.hfkpv$u NV$f R> ¡.hfkpv$u NV$f R> ¡.hfkpv$u NV$f R> ¡.

4 .4 .4 .4 .4 . X$cp¡C fp ¡X$, l_ydp_ V¡ $L$fu rhõspfX$cp¡C fp ¡X$, l_ydp_ V¡ $L$fu rhõspfX$cp¡C fp ¡X$, l_ydp_ V¡ $L$fu rhõspfX$cp¡C fp ¡X$, l_ydp_ V¡ $L$fu rhõspfX$cp¡C fp ¡X$, l_ydp_ V¡ $L$fu rhõspf 6 \u 8 L $gpL $6 \u 8 L $gpL $6 \u 8 L $gpL $6 \u 8 L $gpL $6 \u 8 L $gpL $ hfkpv$u L$p „kdp„ _uL$ L$fu.hfkpv$u L$p „kdp„ _uL$ L$fu.hfkpv$u L$p „kdp„ _uL$ L$fu.hfkpv$u L$p „kdp„ _uL$ L$fu.hfkpv$u L$p „kdp„ _uL$ L$fu.

A_y¾$d `pZu ¼ep„ L¡$V$gp hMs dpV¡$ Mpgu L$fhp dpV¡$ iy„ i¡fp¡_„bf cfpe R>¡. cfpe R>¡. L$fhpdp„ Aph¡ R>¡.

1 2 3 4 5

hluhV$u hp¡X®$ rhõspfdp„ hfkpv$dp„ hfkpv$_y„ `pZu ¼ep„ ¼ep„ cfpe fl¡ R>¡ s¡_u dprlsu v$ip®hsy„ `ÓL$`ÓL$-2

Page 56: f hX$p¡v$fp dlp Nf‘prgL$p f

(48

)(4

8)

(48

)(4

8)

(48

)

A_y¾$d `pZu ¼ep„ L¡$V$gp hMs dpV¡$ Mpgu L$fhp dpV¡$ iy„ i¡fp¡_„bf cfpe R>¡. cfpe R>¡. L$fhpdp„ Aph¡ R>¡.

1 2 3 4 5

5 .5 .5 .5 .5 . hpX$u, hp¡X ® $ Ap¡auk kpd¡ dpmuhpX$u, hp¡X ® $ Ap¡auk kpd¡ dpmuhpX$u, hp¡X ® $ Ap¡auk kpd¡ dpmuhpX$u, hp¡X ® $ Ap¡auk kpd¡ dpmuhpX$u, hp¡X ® $ Ap¡auk kpd¡ dpmu 2 \u 3 L $gpL $2 \u 3 L $gpL $2 \u 3 L $gpL $2 \u 3 L $gpL $2 \u 3 L $gpL $ hfkpv$u NV$f R> ¡.hfkpv$u NV$f R> ¡.hfkpv$u NV$f R> ¡.hfkpv$u NV$f R> ¡.hfkpv$u NV$f R> ¡.

dlp ¡ëgpdp „dlp ¡ëgpdp „dlp ¡ëgpdp „dlp ¡ëgpdp „dlp ¡ëgpdp „

6 .6 .6 .6 .6 . Q„Öâcp_Nf hkpls,Q„Öâcp_Nf hkpls,Q„Öâcp_Nf hkpls,Q„Öâcp_Nf hkpls,Q„Öâcp_Nf hkpls, 4 \u 5 L $gpL $4 \u 5 L $gpL $4 \u 5 L $gpL $4 \u 5 L $gpL $4 \u 5 L $gpL $ hfkpv$u L$p „k R> ¡.hfkpv$u L$p „k R> ¡.hfkpv$u L$p „k R> ¡.hfkpv$u L$p „k R> ¡.hfkpv$u L$p „k R> ¡.

dlpv¡$h smph `pk¡dlpv¡$h smph `pk¡dlpv¡$h smph `pk¡dlpv¡$h smph `pk¡dlpv¡$h smph `pk¡

7 .7 .7 .7 .7 . hpOp¡X$uep fp ¡X$, h°S>rhlpfhpOp¡X$uep fp ¡X$, h°S>rhlpfhpOp¡X$uep fp ¡X$, h°S>rhlpfhpOp¡X$uep fp ¡X$, h°S>rhlpfhpOp¡X$uep fp ¡X$, h°S>rhlpf 4 \u 5 L $gpL4 \u 5 L $gpL4 \u 5 L $gpL4 \u 5 L $gpL4 \u 5 L $gpL hfkpv$u L$p „k R> ¡.hfkpv$u L$p „k R> ¡.hfkpv$u L$p „k R> ¡.hfkpv$u L$p „k R> ¡.hfkpv$u L$p „k R> ¡.

kp ¡kpeV$u 27.0 du. V$u.`u. fp ¡X$.kp ¡kpeV$u 27.0 du. V$u.`u. fp ¡X$.kp ¡kpeV$u 27.0 du. V$u.`u. fp ¡X$.kp ¡kpeV$u 27.0 du. V$u.`u. fp ¡X$.kp ¡kpeV$u 27.0 du. V$u.`u. fp ¡X$.

8 .8 .8 .8 .8 . bphfu L y „cpfhpX$p \u v$Ñ_Nfbphfu L y „cpfhpX$p \u v$Ñ_Nfbphfu L y „cpfhpX$p \u v$Ñ_Nfbphfu L y „cpfhpX$p \u v$Ñ_Nfbphfu L y „cpfhpX$p \u v$Ñ_Nf 5 \u 6 L$gpL $5 \u 6 L $gpL $5 \u 6 L $gpL $5 \u 6 L $gpL $5 \u 6 L $gpL $ hfkpv$u NV$f R> ¡.hfkpv$u NV$f R> ¡.hfkpv$u NV$f R> ¡.hfkpv$u NV$f R> ¡.hfkpv$u NV$f R> ¡. cpf¡ hfkpv$u lp ¡e Ðepf¡cpf¡ hfkpv$u lp ¡e Ðepf¡cpf¡ hfkpv$u lp ¡e Ðepf¡cpf¡ hfkpv$u lp ¡e Ðepf¡cpf¡ hfkpv$u lp ¡e Ðepf¡

lpDk]N bp¡X ® $ rhõspflpDk]N bp¡X ® $ rhõspflpDk]N bp¡X ® $ rhõspflpDk]N bp¡X ® $ rhõspflpDk]N bp¡X ® $ rhõspf h^y kde cfpe R> ¡.h^y kde cfpe R> ¡.h^y kde cfpe R> ¡.h^y kde cfpe R> ¡.h^y kde cfpe R> ¡.

9 .9 .9 .9 .9 . rhlpfLy „S> kp¡kpeV$u\urhlpfLy „S> kp¡kpeV$u\urhlpfLy „S> kp¡kpeV$u\urhlpfLy „S> kp¡kpeV$u\urhlpfLy „S> kp¡kpeV$u\u 4 \u 5 L $gpL $4 \u 5 L $gpL $4 \u 5 L $gpL $4 \u 5 L $gpL $4 \u 5 L $gpL $ hfkpv$u NV$f R> ¡.hfkpv$u NV$f R> ¡.hfkpv$u NV$f R> ¡.hfkpv$u NV$f R> ¡.hfkpv$u NV$f R> ¡.

fZdyLs¡ðf fp ¡X$fZdyLs¡ðf fp ¡X$fZdyLs¡ðf fp ¡X$fZdyLs¡ðf fp ¡X$fZdyLs¡ðf fp ¡X$

1 0 .1 0 .1 0 .1 0 .1 0 . NpS>fphpX$u V$p „L$u\u `V¡ $gNpS>fphpX$u V$p „L$u\u `V¡ $gNpS>fphpX$u V$p „L$u\u `V¡ $gNpS>fphpX$u V$p „L$u\u `V¡ $gNpS>fphpX$u V$p „L$u\u `V¡ $g 2 \u 3 L $gpL $2 \u 3 L $gpL $2 \u 3 L $gpL $2 \u 3 L $gpL $2 \u 3 L $gpL $ hfkpv$u NV$f R> ¡.hfkpv$u NV$f R> ¡.hfkpv$u NV$f R> ¡.hfkpv$u NV$f R> ¡.hfkpv$u NV$f R> ¡. cpf¡ hfkpv$u$ lp ¡e Ðepf¡cpf¡ hfkpv$u$ lp ¡e Ðepf¡cpf¡ hfkpv$u$ lp ¡e Ðepf¡cpf¡ hfkpv$u$ lp ¡e Ðepf¡cpf¡ hfkpv$u$ lp ¡e Ðepf¡

A¡õV¡$V$ fp¡X$ `fA¡õV¡$V$ fp¡X$ `fA¡õV¡$V$ fp¡X$ `fA¡õV¡$V$ fp¡X$ `fA¡õV¡$V$ fp¡X$ `f h^y kde cfpe R> ¡.h^y kde cfpe R> ¡.h^y kde cfpe R> ¡.h^y kde cfpe R> ¡.h^y kde cfpe R> ¡.

1 1 .1 1 .1 1 .1 1 .1 1 . kp¡dp sgphX$u rhõspfkp¡dp sgphX$u rhõspfkp¡dp sgphX$u rhõspfkp¡dp sgphX$u rhõspfkp¡dp sgphX$u rhõspf 2 \u 3 L $gpL $2 \u 3 L $gpL $2 \u 3 L $gpL $2 \u 3 L $gpL $2 \u 3 L $gpL $ hfkpv$u L$p „k R> ¡.hfkpv$u L$p „k R> ¡.hfkpv$u L$p „k R> ¡.hfkpv$u L$p „k R> ¡.hfkpv$u L$p „k R> ¡.

1 2 .1 2 .1 2 .1 2 .1 2 . X$cp¡C fp ¡X$, NZ¡i_NfX$cp¡C fp ¡X$, NZ¡i_NfX$cp¡C fp ¡X$, NZ¡i_NfX$cp¡C fp ¡X$, NZ¡i_NfX$cp¡C fp ¡X$, NZ¡i_Nf 10 \u 12 L $gpL $10 \u 12 L $gpL $10 \u 12 L $gpL $10 \u 12 L $gpL $10 \u 12 L $gpL $ L$p „kdp„ L$fhpdp„ Aph¡ R> ¡.L$p „kdp„ L$fhpdp„ Aph¡ R> ¡.L$p „kdp„ L$fhpdp„ Aph¡ R> ¡.L$p „kdp„ L$fhpdp„ Aph¡ R> ¡.L$p „kdp„ L$fhpdp„ Aph¡ R> ¡.

1 3 .1 3 .1 3 .1 3 .1 3 . lfZMp_p fp ¡X$, i„cydpõsf_u QpglfZMp_p fp ¡X$, i„cydpõsf_u QpglfZMp_p fp ¡X$, i„cydpõsf_u QpglfZMp_p fp ¡X$, i„cydpõsf_u QpglfZMp_p fp ¡X$, i„cydpõsf_u Qpg 2 \u 3 L $gpL $2 \u 3 L $gpL $2 \u 3 L $gpL $2 \u 3 L $gpL $2 \u 3 L $gpL $ hfkpv$u NV$f R> ¡.hfkpv$u NV$f R> ¡.hfkpv$u NV$f R> ¡.hfkpv$u NV$f R> ¡.hfkpv$u NV$f R> ¡.

hluhV$u hp¡X®$ _„bf-4

1 .1 .1 .1 .1 . âsp`_Nf, tk^hpC dpsp fp ¡X$,âsp`_Nf, tk^hpC dpsp fp ¡X$,âsp`_Nf, tk^hpC dpsp fp ¡X$,âsp`_Nf, tk^hpC dpsp fp ¡X$,âsp`_Nf, tk^hpC dpsp fp ¡X$, hfkpv$ qv$hkdp„ hfkpv$ $b„^ \ep `R>uhfkpv$ qv$hkdp„ hfkpv$ $b„^ \ep `R>uhfkpv$ qv$hkdp„ hfkpv$ $b„^ \ep `R>uhfkpv$ qv$hkdp„ hfkpv$ $b„^ \ep `R>uhfkpv$ qv$hkdp„ hfkpv$ $b„^ \ep `R>u R> L$gpL$ bpv$$ `pZu Dsfu Åe R> ¡. `f„sy AdyL$R> L$gpL$ bpv$$ `pZu Dsfu Åe R> ¡. `f„sy AdyL$R> L$gpL$ bpv$$ `pZu Dsfu Åe R> ¡. `f„sy AdyL$R> L$gpL$ bpv$$ `pZu Dsfu Åe R> ¡. `f„sy AdyL$R> L$gpL$ bpv$$ `pZu Dsfu Åe R> ¡. `f„sy AdyL$

f ¡ëh¡ gpC__u b„_¡ bpSy>f ¡ëh¡ gpC__u b„_¡ bpSy>f ¡ëh¡ gpC__u b„_¡ bpSy>f ¡ëh¡ gpC__u b„_¡ bpSy>f ¡ëh¡ gpC__u b„_¡ bpSy> 4 L$gpL$ ky^u `pZu cfpe Åe R> ¡.4 L$gpL$ ky^u `pZu cfpe Åe R> ¡.4 L$gpL$ ky^u `pZu cfpe Åe R> ¡.4 L$gpL$ ky^u `pZu cfpe Åe R> ¡.4 L$gpL$ ky^u `pZu cfpe Åe R> ¡. MpX$pAp¡dp „ `pZu cfpC fl¡ R> ¡. Ap MpX$pAp¡MpX$pAp¡dp „ `pZu cfpC fl¡ R> ¡. Ap MpX$pAp¡MpX$pAp¡dp „ `pZu cfpC fl¡ R> ¡. Ap MpX$pAp¡MpX$pAp¡dp „ `pZu cfpC fl¡ R> ¡. Ap MpX$pAp¡MpX$pAp¡dp „ `pZu cfpC fl¡ R> ¡. Ap MpX$pAp¡

spÐL$pguL$ `yfhp_u Mpk S>ê$f R> ¡. Å¡ MpX$pAp¡ _ spÐL$pguL$ `yfhp_u Mpk S>ê$f R> ¡. Å¡ MpX$pAp¡ _ spÐL$pguL$ `yfhp_u Mpk S>ê$f R> ¡. Å¡ MpX$pAp¡ _ spÐL$pguL$ `yfhp_u Mpk S>ê$f R> ¡. Å¡ MpX$pAp¡ _ spÐL$pguL$ `yfhp_u Mpk S>ê$f R> ¡. Å¡ MpX$pAp¡ _

`yfpe sp¡ Ty „`X$phpkuAp¡_p Å_dpg_y „ _yL$ip_`yfpe sp¡ Ty „`X$phpkuAp¡_p Å_dpg_y „ _yL$ip_`yfpe sp¡ Ty „`X$phpkuAp¡_p Å_dpg_y „ _yL$ip_`yfpe sp¡ Ty „`X$phpkuAp¡_p Å_dpg_y „ _yL$ip_`yfpe sp¡ Ty „`X$phpkuAp¡_p Å_dpg_y „ _yL$ip_

\hp_p¡ k„ch R>¡. MpX$pAp¡ Mpk dp¡V$p _\u. gpCV$_u\hp_p¡ k„ch R>¡. MpX$pAp¡ Mpk dp¡V$p _\u. gpCV$_u\hp_p¡ k„ch R>¡. MpX$pAp¡ Mpk dp¡V$p _\u. gpCV$_u\hp_p¡ k„ch R>¡. MpX$pAp¡ Mpk dp¡V$p _\u. gpCV$_u\hp_p¡ k„ch R>¡. MpX$pAp¡ Mpk dp¡V$p _\u. gpCV$_u

ìehõ\p L$fhp_u S>ê$f R> ¡.ìehõ\p L$fhp_u S>ê$f R> ¡.ìehõ\p L$fhp_u S>ê$f R> ¡.ìehõ\p L$fhp_u S>ê$f R> ¡.ìehõ\p L$fhp_u S>ê$f R> ¡.

Page 57: f hX$p¡v$fp dlp Nf‘prgL$p f

(49

)(4

9)

(49

)(4

9)

(49

)

2 .2 .2 .2 .2 . v$ „s¡ðf, k„sp¡jhpX$uv$ „s¡ðf, k„sp¡jhpX$uv$ „s¡ðf, k„sp¡jhpX$uv$ „s¡ðf, k„sp¡jhpX$uv$ „s¡ðf, k„sp¡jhpX$u h^y hfkpv$$_p qv$hkp¡dp „ hfkpv$_p b„^ \eph^y hfkpv$$_p qv$hkp¡dp „ hfkpv$_p b„^ \eph^y hfkpv$$_p qv$hkp¡dp „ hfkpv$_p b„^ \eph^y hfkpv$$_p qv$hkp¡dp „ hfkpv$_p b„^ \eph^y hfkpv$$_p qv$hkp¡dp „ hfkpv$_p b„^ \ep v$ „s¡ðf smph_y „ `pZu Ap¡hfagp¡ \C_¡ L$p „k Üpfpv$ „s¡ðf smph_y „ `pZu Ap¡hfagp¡ \C_¡ L$p „k Üpfpv$ „s¡ðf smph_y „ `pZu Ap¡hfagp¡ \C_¡ L$p „k Üpfpv$ „s¡ðf smph_y „ `pZu Ap¡hfagp¡ \C_¡ L$p „k Üpfpv$ „s¡ðf smph_y „ `pZu Ap¡hfagp¡ \C_¡ L$p „k Üpfp

bpv$$ 4 L$gpL$ ky^u `pZu cfpe Åe R> ¡.bpv$$ 4 L$gpL$ ky^u `pZu cfpe Åe R> ¡.bpv$$ 4 L$gpL$ ky^u `pZu cfpe Åe R> ¡.bpv$$ 4 L$gpL$ ky^u `pZu cfpe Åe R> ¡.bpv$$ 4 L$gpL$ ky^u `pZu cfpe Åe R> ¡. `pZu_p¡ r_L$pg \pe R> ¡. Ap õ\m¡ Ty „`X$p _hp _`pZu_p¡ r_L$pg \pe R> ¡. Ap õ\m¡ Ty „`X$p _hp _`pZu_p¡ r_L$pg \pe R> ¡. Ap õ\m¡ Ty „`X$p _hp _`pZu_p¡ r_L$pg \pe R> ¡. Ap õ\m¡ Ty „`X$p _hp _`pZu_p¡ r_L$pg \pe R> ¡. Ap õ\m¡ Ty „`X$p _hp _

b_¡ s¡_u Mpk L$pmÆ fpMhu S>ê$fu R> ¡. h^y hfkpvb_¡ s¡_u Mpk L$pmÆ fpMhu S>ê$fu R> ¡. h^y hfkpvb_¡ s¡_u Mpk L$pmÆ fpMhu S>ê$fu R> ¡. h^y hfkpvb_¡ s¡_u Mpk L$pmÆ fpMhu S>ê$fu R> ¡. h^y hfkpvb_¡ s¡_u Mpk L$pmÆ fpMhu S>ê$fu R> ¡. h^y hfkpv

hMs¡ Å_dpg_¡ _yL$ip_ _ \pe s¡ dpV¡ $ ap ¡L$khMs¡ Å_dpg_¡ _yL$ip_ _ \pe s¡ dpV¡ $ ap ¡L$khMs¡ Å_dpg_¡ _yL$ip_ _ \pe s¡ dpV¡ $ ap ¡L$khMs¡ Å_dpg_¡ _yL$ip_ _ \pe s¡ dpV¡ $ ap ¡L$khMs¡ Å_dpg_¡ _yL$ip_ _ \pe s¡ dpV¡ $ ap ¡L$k

dyL$hp_u S>ê$fu R> ¡.d yL$hp_u S>ê$fu R> ¡.d yL$hp_u S>ê$fu R> ¡.d yL$hp_u S>ê$fu R> ¡.d yL$hp_u S>ê$fu R> ¡.

3 .3 .3 .3 .3 . h“gugp kp¡kp.,f¡ëh¡ V ² ¡ $L$, Æh_-h“gugp kp¡kp.,f¡ëh¡ V ² ¡ $L$, Æh_-h“gugp kp¡kp.,f¡ëh¡ V ² ¡ $L$, Æh_-h“gugp kp¡kp.,f¡ëh¡ V ² ¡ $L$, Æh_-h“gugp kp¡kp.,f¡ëh¡ V ² ¡ $L$, Æh_- h^y hfkpv$_p A’hp rhðprdÓu “v$uh^y hfkpv$_p A’hp rhðprdÓu “v$uh^y hfkpv$_p A’hp rhðprdÓu “v$uh^y hfkpv$_p A’hp rhðprdÓu “v$uh^y hfkpv$_p A’hp rhðprdÓu “v$u R> kps L$gpL$ bpv$$ `pZu Dsfu Åe R> ¡.R> kps L$gpL$ bpv$$ `pZu Dsfu Åe R> ¡.R> kps L$gpL$ bpv$$ `pZu Dsfu Åe R> ¡.R> kps L$gpL$ bpv$$ `pZu Dsfu Åe R> ¡.R> kps L$gpL$ bpv$$ `pZu Dsfu Åe R> ¡.

S>ep¡s kp¡kp.,bÅZuep hpkS>ep¡s kp¡kp.,bÅZuep hpkS>ep¡s kp¡kp.,bÅZuep hpkS>ep¡s kp¡kp.,bÅZuep hpkS>ep¡s kp¡kp.,bÅZuep hpk ceS>“L$ k‘pV$u hl¡sp `pZu.ceS>“L$ k‘pV$u hl¡sp `pZu.ceS>“L$ k‘pV$u hl¡sp `pZu.ceS>“L$ k‘pV$u hl¡sp `pZu.ceS>“L$ k‘pV$u hl¡sp `pZu.

4 .4 .4 .4 .4 . tk^hpC dpsp fp ¡X$tk^hpC dpsp fp ¡X$tk^hpC dpsp fp ¡X$tk^hpC dpsp fp ¡X$tk^hpC dpsp fp ¡X$ Apeyh£v$uL$ lp ¡qõ`V$g `pR>m dp¡V$p MpX$p R> ¡.Apeyh£v$uL$ lp ¡qõ`V$g `pR>m dp¡V$p MpX$p R> ¡.Apeyh£v$uL$ lp ¡qõ`V$g `pR>m dp¡V$p MpX$p R> ¡.Apeyh£v$uL$ lp ¡qõ`V$g `pR>m dp¡V$p MpX$p R> ¡.Apeyh£v$uL$ lp ¡qõ`V$g `pR>m dp¡V$p MpX$p R> ¡. hfkpv$$ `R>u \p¡X$p kdedp„ Ap`p¡Ap` `pZuhfkpv$$ `R>u \p¡X$p kdedp„ Ap`p¡Ap` `pZuhfkpv$$ `R>u \p¡X$p kdedp„ Ap`p¡Ap` `pZuhfkpv$$ `R>u \p¡X$p kdedp„ Ap`p¡Ap` `pZuhfkpv$$ `R>u \p¡X$p kdedp„ Ap`p¡Ap` `pZu

cfpe R> ¡. S> ¡dp bpf¡ dpk `pZu h^ycfpe R> ¡. S> ¡dp bpf¡ dpk `pZu h^ycfpe R> ¡. S> ¡dp bpf¡ dpk `pZu h^ycfpe R> ¡. S> ¡dp bpf¡ dpk `pZu h^ycfpe R> ¡. S> ¡dp bpf¡ dpk `pZu h^y Dsfu Åe R> ¡.Dsfu Åe R> ¡.Dsfu Åe R> ¡.Dsfu Åe R> ¡.Dsfu Åe R> ¡.

hfkpv$_p kde¡ `pZu Ap¡hfagp¡ \Chfkpv$_p kde¡ `pZu Ap¡hfagp¡ \Chfkpv$_p kde¡ `pZu Ap¡hfagp¡ \Chfkpv$_p kde¡ `pZu Ap¡hfagp¡ \Chfkpv$_p kde¡ `pZu Ap¡hfagp¡ \C

tk^hpC dpsp fp ¡X$ D`f Aph¡ R> ¡.tk^hpC dpsp fp ¡X$ D`f Aph¡ R> ¡.tk^hpC dpsp fp ¡X$ D`f Aph¡ R> ¡.tk^hpC dpsp fp ¡X$ D`f Aph¡ R> ¡.tk^hpC dpsp fp ¡X$ D`f Aph¡ R> ¡.

5 .5 .5 .5 .5 . dp „S>g`yf L$buf d„qv$f\udp „S>g`yf L$buf d„qv$f\udp „S>g`yf L$buf d„qv$f\udp „S>g`yf L$buf d„qv$f\udp „S>g`yf L$buf d„qv$f\u h^y hfkpv$$_p qv$hkp¡dp„ hfkpv$ b„^ \eph^y hfkpv$$_p qv$hkp¡dp„ hfkpv$ b„^ \eph^y hfkpv$$_p qv$hkp¡dp„ hfkpv$ b„^ \eph^y hfkpv$$_p qv$hkp¡dp„ hfkpv$ b„^ \eph^y hfkpv$$_p qv$hkp¡dp„ hfkpv$ b„^ \ep hfkpv$ `R>u 24 L$gpL$dp „ hfkpv$u NV$f s\phfkpv$ `R>u 24 L$gpL$dp „ hfkpv$u NV$f s\phfkpv$ `R>u 24 L$gpL$dp „ hfkpv$u NV$f s\phfkpv$ `R>u 24 L$gpL$dp „ hfkpv$u NV$f s\phfkpv$ `R>u 24 L$gpL$dp „ hfkpv$u NV$f s\p

Æ.ApC.X$u.ku. fp ¡X$ Aghp _pL$pÆ.ApC.X$u.ku. fp ¡X$ Aghp _pL$pÆ.ApC.X$u.ku. fp ¡X$ Aghp _pL$pÆ.ApC.X$u.ku. fp ¡X$ Aghp _pL$pÆ.ApC.X$u.ku. fp ¡X$ Aghp _pL$p bpv$ $ 24 L$gpL$ `pZu cfpe fl¡ R> ¡.bpv$ $ 24 L$gpL$ `pZu cfpe fl¡ R> ¡.bpv$ $ 24 L$gpL$ `pZu cfpe fl¡ R> ¡.bpv$ $ 24 L$gpL$ `pZu cfpe fl¡ R> ¡.bpv$ $ 24 L$gpL$ `pZu cfpe fl¡ R> ¡. d¡_lp ¡g dpfas¡ Dsfu Åe R> ¡.d¡_lp ¡g dpfas¡ Dsfu Åe R> ¡.d¡_lp ¡g dpfas¡ Dsfu Åe R> ¡.d¡_lp ¡g dpfas¡ Dsfu Åe R> ¡.d¡_lp ¡g dpfas¡ Dsfu Åe R> ¡.

\C Æ.ApC.X$u.ku. L$p ¡gp ¡_u ky^u.\C Æ.ApC.X$u.ku. L$p ¡gp ¡_u ky^u.\C Æ.ApC.X$u.ku. L$p ¡gp ¡_u ky^u.\C Æ.ApC.X$u.ku. L$p ¡gp ¡_u ky^u.\C Æ.ApC.X$u.ku. L$p ¡gp ¡_u ky^u.

6 .6 .6 .6 .6 . Np¡v$u d¡v$p“ s’p ‘pR>m“p¡ rhõspfNp¡v$u d¡v$p“ s’p ‘pR>m“p¡ rhõspfNp¡v$u d¡v$p“ s’p ‘pR>m“p¡ rhõspfNp¡v$u d¡v$p“ s’p ‘pR>m“p¡ rhõspfNp¡v$u d¡v$p“ s’p ‘pR>m“p¡ rhõspf h^y hfkpv$$_p qv$hkp¡dp „ 4 L$gpL$ `pZuh^y hfkpv$$_p qv$hkp¡dp „ 4 L$gpL$ `pZuh^y hfkpv$$_p qv$hkp¡dp „ 4 L$gpL$ `pZuh^y hfkpv$$_p qv$hkp¡dp „ 4 L$gpL$ `pZuh^y hfkpv$$_p qv$hkp¡dp „ 4 L$gpL$ `pZu hfkpv$ `R>u 24 L$gpL$dp „ hfkpv$u NV$f s\phfkpv$ `R>u 24 L$gpL$dp „ hfkpv$u NV$f s\phfkpv$ `R>u 24 L$gpL$dp „ hfkpv$u NV$f s\phfkpv$ `R>u 24 L$gpL$dp „ hfkpv$u NV$f s\phfkpv$ `R>u 24 L$gpL$dp „ hfkpv$u NV$f s\p

cfpe fl¡ R> ¡.cfpe fl¡ R> ¡.cfpe fl¡ R> ¡.cfpe fl¡ R> ¡.cfpe fl¡ R> ¡. d¡_lp ¡g dpfas¡ Dsfu Åe R> ¡.d¡_lp ¡g dpfas¡ Dsfu Åe R> ¡.d¡_lp ¡g dpfas¡ Dsfu Åe R> ¡.d¡_lp ¡g dpfas¡ Dsfu Åe R> ¡.d¡_lp ¡g dpfas¡ Dsfu Åe R> ¡.

7 .7 .7 .7 .7 . Np¡L y $m“Nf. kp¡“ghpV$uL$p, fpdNp¡L y $m“Nf. kp¡“ghpV$uL$p, fpdNp¡L y $m“Nf. kp¡“ghpV$uL$p, fpdNp¡L y $m“Nf. kp¡“ghpV$uL$p, fpdNp¡L y $m“Nf. kp¡“ghpV$uL$p, fpd h^y hfkpv$_p _p qv$hkp¡dp „ rhðprdÓu “v$uh^y hfkpv$_p _p qv$hkp¡dp „ rhðprdÓu “v$uh^y hfkpv$_p _p qv$hkp¡dp „ rhðprdÓu “v$uh^y hfkpv$_p _p qv$hkp¡dp „ rhðprdÓu “v$uh^y hfkpv$_p _p qv$hkp¡dp „ rhðprdÓu “v$u hfkpv$ `R>u 24 L$gpL$dp „ hfkpv$u NV$f s\phfkpv$ `R>u 24 L$gpL$dp „ hfkpv$u NV$f s\phfkpv$ `R>u 24 L$gpL$dp „ hfkpv$u NV$f s\phfkpv$ `R>u 24 L$gpL$dp „ hfkpv$u NV$f s\phfkpv$ `R>u 24 L$gpL$dp „ hfkpv$u NV$f s\p

“Nf, r“gL„ $W$“Nf A“¡ L$gpgu“Nf, r“gL„ $W$“Nf A“¡ L$gpgu“Nf, r“gL„ $W$“Nf A“¡ L$gpgu“Nf, r“gL„ $W$“Nf A“¡ L$gpgu“Nf, r“gL„ $W$“Nf A“¡ L$gpgu ceS>“L$ k‘pV$u ‘pf L$f¡ Ðepf¡ A“¡ hfkpv$ceS>“L$ k‘pV$u ‘pf L$f¡ Ðepf¡ A“¡ hfkpv$ceS>“L$ k‘pV$u ‘pf L$f¡ Ðepf¡ A“¡ hfkpv$ceS>“L$ k‘pV$u ‘pf L$f¡ Ðepf¡ A“¡ hfkpv$ceS>“L$ k‘pV$u ‘pf L$f¡ Ðepf¡ A“¡ hfkpv$ d¡_lp ¡g dpfas¡ Dsfu Åe R> ¡.d¡_lp ¡g dpfas¡ Dsfu Åe R> ¡.d¡_lp ¡g dpfas¡ Dsfu Åe R> ¡.d¡_lp ¡g dpfas¡ Dsfu Åe R> ¡.d¡_lp ¡g dpfas¡ Dsfu Åe R> ¡.

apV$L$ ‘pk¡apV$L$ ‘pk¡apV$L$ ‘pk¡apV$L$ ‘pk¡apV$L$ ‘pk¡ b„^ ’ep bpv 6 L$gpL$ `pZu cfpe fl¡ R> ¡. $b„^ ’ep bpv 6 L$gpL$ `pZu cfpe fl¡ R> ¡. $b„^ ’ep bpv 6 L$gpL$ `pZu cfpe fl¡ R> ¡. $b„^ ’ep bpv 6 L$gpL$ `pZu cfpe fl¡ R> ¡. $b„^ ’ep bpv 6 L$gpL$ `pZu cfpe fl¡ R> ¡. $

hluhV$u hp¡X®$ _„bf-5

1 .1 .1 .1 .1 . gpgbpN NÝ^pQpfugpgbpN NÝ^pQpfugpgbpN NÝ^pQpfugpgbpN NÝ^pQpfugpgbpN NÝ^pQpfu ApMy Qp¡dpkyApMy Qp¡dpkyApMy Qp¡dpkyApMy Qp¡dpkyApMy Qp¡dpky ApSy>bpSy> Ty „`X$pdp„ `pZu_ cfpe s¡ dpV¡$ApSy>bpSy> Ty „`X$pdp„ `pZu_ cfpe s¡ dpV¡$ApSy>bpSy> Ty „`X$pdp„ `pZu_ cfpe s¡ dpV¡$ApSy>bpSy> Ty „`X$pdp„ `pZu_ cfpe s¡ dpV¡$ApSy>bpSy> Ty „`X$pdp„ `pZu_ cfpe s¡ dpV¡$

h^pfp_y „ `pZu MpX$pdp „\u `„`]N L$fu_¡ r_L$pgh^pfp_y „ `pZu MpX$pdp „\u `„`]N L$fu_¡ r_L$pgh^pfp_y „ `pZu MpX$pdp „\u `„`]N L$fu_¡ r_L$pgh^pfp_y „ `pZu MpX$pdp „\u `„`]N L$fu_¡ r_L$pgh^pfp_y „ `pZu MpX$pdp „\u `„`]N L$fu_¡ r_L$pg

L$fhpdp„ Aph¡ R> ¡. Ty „`X$pAp¡dp „ `pZu _ cfpeL$fhpdp„ Aph¡ R> ¡. Ty „`X$pAp¡dp „ `pZu _ cfpeL$fhpdp„ Aph¡ R> ¡. Ty „`X$pAp¡dp „ `pZu _ cfpeL$fhpdp„ Aph¡ R> ¡. Ty „`X$pAp¡dp „ `pZu _ cfpeL$fhpdp„ Aph¡ R> ¡. Ty „`X$pAp¡dp „ `pZu _ cfpe

s¡ dpV¡$ `„`]N L$fhy „ `X¡$ R>¡.s¡ dpV¡$ `„`]N L$fhy „ `X¡$ R>¡.s¡ dpV¡$ `„`]N L$fhy „ `X¡$ R>¡.s¡ dpV¡$ `„`]N L$fhy „ `X¡$ R>¡.s¡ dpV¡$ `„`]N L$fhy „ `X¡$ R>¡.

A_y¾$d `pZu ¼ep„ L¡$V$gp hMs dpV¡$ Mpgu L$fhp dpV¡$ iy„ i¡fp¡_„bf cfpe R>¡. cfpe R>¡. L$fhpdp„ Aph¡ R>¡.

1 2 3 4 5

Page 58: f hX$p¡v$fp dlp Nf‘prgL$p f

(50

)(5

0)

(50

)(5

0)

(50

)

2 .2 .2 .2 .2 . _hp`yfp hZL$pf hpk_u_hp`yfp hZL$pf hpk_u_hp`yfp hZL$pf hpk_u_hp`yfp hZL$pf hpk_u_hp`yfp hZL$pf hpk_u ApMy Qp¡dpkyApMy Qp¡dpkyApMy Qp¡dpkyApMy Qp¡dpkyApMy Qp¡dpky ApSy>bpSy> Ty „`X$pdp„ `pZu _ cfpe s¡ dpV¡$ApSy>bpSy> Ty „`X$pdp„ `pZu _ cfpe s¡ dpV¡$ApSy>bpSy> Ty „`X$pdp„ `pZu _ cfpe s¡ dpV¡$ApSy>bpSy> Ty „`X$pdp„ `pZu _ cfpe s¡ dpV¡$ApSy>bpSy> Ty „`X$pdp„ `pZu _ cfpe s¡ dpV¡$

`pR>m, A¡k. Apf. `u L„`pDÞX$`pR>m, A¡k. Apf. `u L„`pDÞX$`pR>m, A¡k. Apf. `u L„`pDÞX$`pR>m, A¡k. Apf. `u L„`pDÞX$`pR>m, A¡k. Apf. `u L„`pDÞX$ h^pfp_y „ `pZu MpX$pdp „\u `„`uN L$fu_¡ r_L$pgh^pfp_y „ `pZu MpX$pdp „\u `„`uN L$fu_¡ r_L$pgh^pfp_y „ `pZu MpX$pdp „\u `„`uN L$fu_¡ r_L$pgh^pfp_y „ `pZu MpX$pdp „\u `„`uN L$fu_¡ r_L$pgh^pfp_y „ `pZu MpX$pdp „\u `„`uN L$fu_¡ r_L$pg

L$fhpdp„ Aph¡ R> ¡. Ty „`X$pAp¡dp „ `pZu _ cfpeL$fhpdp„ Aph¡ R> ¡. Ty „`X$pAp¡dp „ `pZu _ cfpeL$fhpdp„ Aph¡ R> ¡. Ty „`X$pAp¡dp „ `pZu _ cfpeL$fhpdp„ Aph¡ R> ¡. Ty „`X$pAp¡dp „ `pZu _ cfpeL$fhpdp„ Aph¡ R> ¡. Ty „`X$pAp¡dp „ `pZu _ cfpe

s¡ dpV¡$ `„`uN L$fhy „ `X¡$ R>¡.s¡ dpV¡$ `„`uN L$fhy „ `X¡$ R>¡.s¡ dpV¡$ `„`uN L$fhy „ `X¡$ R>¡.s¡ dpV¡$ `„`uN L$fhy „ `X¡$ R>¡.s¡ dpV¡$ `„`uN L$fhy „ `X¡$ R>¡.

3 .3 .3 .3 .3 . fpS> ¡ðfu kp¡kpeV$u, `fk_,fpS> ¡ðfu kp¡kpeV$u, `fk_,fpS> ¡ðfu kp¡kpeV$u, `fk_,fpS> ¡ðfu kp¡kpeV$u, `fk_,fpS> ¡ðfu kp¡kpeV$u, `fk_, h^y hfkpv$$ `X¡$ Ðepf¡ hfkpv$$ b„^ \peh^y hfkpv$$ `X¡$ Ðepf¡ hfkpv$$ b„^ \peh^y hfkpv$$ `X¡$ Ðepf¡ hfkpv$$ b„^ \peh^y hfkpv$$ `X¡$ Ðepf¡ hfkpv$$ b„^ \peh^y hfkpv$$ `X¡$ Ðepf¡ hfkpv$$ b„^ \pe ÓZ Qpf L$gpL$ bpv$$ `pZu hlu Åe R> ¡.ÓZ Qpf L$gpL$ bpv$$ `pZu hlu Åe R> ¡.ÓZ Qpf L$gpL$ bpv$$ `pZu hlu Åe R> ¡.ÓZ Qpf L$gpL$ bpv$$ `pZu hlu Åe R> ¡.ÓZ Qpf L$gpL$ bpv$$ `pZu hlu Åe R> ¡.

A_y`d `pk¡ Ly „S>, cp¡Nugpg `pL®$,A_y`d `pk¡ Ly „S>, cp¡Nugpg `pL®$,A_y`d `pk¡ Ly „S>, cp¡Nugpg `pL®$,A_y`d `pk¡ Ly „S>, cp¡Nugpg `pL®$,A_y`d `pk¡ Ly „S>, cp¡Nugpg `pL®$, Ðepfbpv$$ ÓZ Qpf L$gpL$ ky^u `pZuÐepfbpv$$ ÓZ Qpf L$gpL$ ky^u `pZuÐepfbpv$$ ÓZ Qpf L$gpL$ ky^u `pZuÐepfbpv$$ ÓZ Qpf L$gpL$ ky^u `pZuÐepfbpv$$ ÓZ Qpf L$gpL$ ky^u `pZu

NZ¡i kp¡kpeV$u rh.NZ¡i kp¡kpeV$u rh.NZ¡i kp¡kpeV$u rh.NZ¡i kp¡kpeV$u rh.NZ¡i kp¡kpeV$u rh. cfpC fl¡ R> ¡.cfpC fl¡ R> ¡.cfpC fl¡ R> ¡.cfpC fl¡ R> ¡.cfpC fl¡ R> ¡.

4 .4 .4 .4 .4 . _hp`yfp, fbpfu hpk_hp`yfp, fbpfu hpk_hp`yfp, fbpfu hpk_hp`yfp, fbpfu hpk_hp`yfp, fbpfu hpk h^y hfkpv$ `X¡$ Ðepf¡ hfkpv$$ b„^ \pe Ðepf$h^y hfkpv$ `X¡$ Ðepf¡ hfkpv$$ b„^ \pe Ðepf$h^y hfkpv$ `X¡$ Ðepf¡ hfkpv$$ b„^ \pe Ðepf$h^y hfkpv$ `X¡$ Ðepf¡ hfkpv$$ b„^ \pe Ðepf$h^y hfkpv$ `X¡$ Ðepf¡ hfkpv$$ b„^ \pe Ðepf$ ÓZ Qpf L$gpL$ bpv$$ `pZu hlu Åe R> ¡.ÓZ Qpf L$gpL$ bpv$$ `pZu hlu Åe R> ¡.ÓZ Qpf L$gpL$ bpv$$ `pZu hlu Åe R> ¡.ÓZ Qpf L$gpL$ bpv$$ `pZu hlu Åe R> ¡.ÓZ Qpf L$gpL$ bpv$$ `pZu hlu Åe R> ¡.

bpv$ ÓZ Qpf LgpL$ ky^u `pZu cfpC fl¡ R> ¡.bpv$ ÓZ Qpf LgpL$ ky^u `pZu cfpC fl¡ R> ¡.bpv$ ÓZ Qpf LgpL$ ky^u `pZu cfpC fl¡ R> ¡.bpv$ ÓZ Qpf LgpL$ ky^u `pZu cfpC fl¡ R> ¡.bpv$ ÓZ Qpf LgpL$ ky^u `pZu cfpC fl¡ R> ¡.

5 .5 .5 .5 .5 . _hp`yfp, fbpfuhpk `pR>m_hp`yfp, fbpfuhpk `pR>m_hp`yfp, fbpfuhpk `pR>m_hp`yfp, fbpfuhpk `pR>m_hp`yfp, fbpfuhpk `pR>m h^y hfkpv$_p L$pfZ¡ MpX$p lp ¡hp\uh^y hfkpv$_p L$pfZ¡ MpX$p lp ¡hp\uh^y hfkpv$_p L$pfZ¡ MpX$p lp ¡hp\uh^y hfkpv$_p L$pfZ¡ MpX$p lp ¡hp\uh^y hfkpv$_p L$pfZ¡ MpX$p lp ¡hp\u MpX$p ¡ Mpgu L$fhp dpV¡$ `„`uN L$fhy „ `X¡$.MpX$p ¡ Mpgu L$fhp dpV¡$ `„`uN L$fhy „ `X¡$.MpX$p ¡ Mpgu L$fhp dpV¡$ `„`uN L$fhy „ `X¡$.MpX$p ¡ Mpgu L$fhp dpV¡$ `„`uN L$fhy „ `X¡$.MpX$p ¡ Mpgu L$fhp dpV¡$ `„`uN L$fhy „ `X¡$.

Q¥sÞe A¡`pV®$d¡ÞV$ `pk¡Q¥sÞe A¡`pV®$d¡ÞV$ `pk¡Q¥sÞe A¡`pV®$d¡ÞV$ `pk¡Q¥sÞe A¡`pV®$d¡ÞV$ `pk¡Q¥sÞe A¡`pV®$d¡ÞV$ `pk¡ `pZu cfpe R> ¡.`pZu cfpe R> ¡.`pZu cfpe R> ¡.`pZu cfpe R> ¡.`pZu cfpe R> ¡.

6 .6 .6 .6 .6 . S>efÐ_ rbëX$uN `pk¡S>efÐ_ rbëX$uN `pk¡S>efÐ_ rbëX$uN `pk¡S>efÐ_ rbëX$uN `pk¡S>efÐ_ rbëX$uN `pk¡ h^y hfkpv$$_p L$pfZ¡ `pZu cfpe R> ¡.h^y hfkpv$$_p L$pfZ¡ `pZu cfpe R> ¡.h^y hfkpv$$_p L$pfZ¡ `pZu cfpe R> ¡.h^y hfkpv$$_p L$pfZ¡ `pZu cfpe R> ¡.h^y hfkpv$$_p L$pfZ¡ `pZu cfpe R> ¡. hfkpv$ `R>u Apif¡ 2 L$gpL$dp „ `pZuhfkpv$ `R>u Apif¡ 2 L$gpL$dp „ `pZuhfkpv$ `R>u Apif¡ 2 L$gpL$dp „ `pZuhfkpv$ `R>u Apif¡ 2 L$gpL$dp „ `pZuhfkpv$ `R>u Apif¡ 2 L$gpL$dp „ `pZu

v$p „X$uepbÅf fõsp `pk¡,v$p „X$uepbÅf fõsp `pk¡,v$p „X$uepbÅf fõsp `pk¡,v$p „X$uepbÅf fõsp `pk¡,v$p „X$uepbÅf fõsp `pk¡, Åe R> ¡.Åe R> ¡.Åe R> ¡.Åe R> ¡.Åe R> ¡. hfkpv$u NV$f dpfas¡ hlu Åe R> ¡.hfkpv$u NV$f dpfas¡ hlu Åe R> ¡.hfkpv$u NV$f dpfas¡ hlu Åe R> ¡.hfkpv$u NV$f dpfas¡ hlu Åe R> ¡.hfkpv$u NV$f dpfas¡ hlu Åe R> ¡.

fpS>dl¡g fp ¡X$, d¡C_ fp ¡X$ `pk¡,fpS>dl¡g fp ¡X$, d¡C_ fp ¡X$ `pk¡,fpS>dl¡g fp ¡X$, d¡C_ fp ¡X$ `pk¡,fpS>dl¡g fp ¡X$, d¡C_ fp ¡X$ `pk¡,fpS>dl¡g fp ¡X$, d¡C_ fp ¡X$ `pk¡,

dlpfpZu ip„spv$ ¡hu _k}N lp¡d `pk¡,dlpfpZu ip„spv$ ¡hu _k}N lp¡d `pk¡,dlpfpZu ip„spv$ ¡hu _k}N lp¡d `pk¡,dlpfpZu ip„spv$ ¡hu _k}N lp¡d `pk¡,dlpfpZu ip„spv$ ¡hu _k}N lp¡d `pk¡,

Np¡thv$$fph dÝehs} ipmp `pk¡Np¡thv$$fph dÝehs} ipmp `pk¡Np¡thv$$fph dÝehs} ipmp `pk¡Np¡thv$$fph dÝehs} ipmp `pk¡Np¡thv$$fph dÝehs} ipmp `pk¡

V$p „L$pLy $C, `p¡guk N¡V$ `pk¡.V$p „L$pLy $C, `p¡guk N¡V$ `pk¡.V$p „L$pLy $C, `p¡guk N¡V$ `pk¡.V$p „L$pLy $C, `p¡guk N¡V$ `pk¡.V$p „L$pLy $C, `p¡guk N¡V$ `pk¡.

hluhV$u hp¡X®$ _„bf-6

1 .1 .1 .1 .1 . ÅdhpX$uÅdhpX$uÅdhpX$uÅdhpX$uÅdhpX$u Qp¡dpkpdp„ h^y hfkpv$ hMs¡ agX$ hMs¡Qp¡dpkpdp„ h^y hfkpv$ hMs¡ agX$ hMs¡Qp¡dpkpdp„ h^y hfkpv$ hMs¡ agX$ hMs¡Qp¡dpkpdp„ h^y hfkpv$ hMs¡ agX$ hMs¡Qp¡dpkpdp„ h^y hfkpv$ hMs¡ agX$ hMs¡ ‘„‘ dyL$hpdp„ Aph¡ R> ¡.‘„‘ dyL$hpdp„ Aph¡ R> ¡.‘„‘ dyL$hpdp„ Aph¡ R> ¡.‘„‘ dyL$hpdp„ Aph¡ R> ¡.‘„‘ dyL$hpdp„ Aph¡ R> ¡.

2 .2 .2 .2 .2 . ‘fiyfpdcÌ$u‘fiyfpdcÌ$u‘fiyfpdcÌ$u‘fiyfpdcÌ$u‘fiyfpdcÌ$u agX$ hMs¡agX$ hMs¡agX$ hMs¡agX$ hMs¡agX$ hMs¡ hfkpv$u L$p „k lp¡e ‘„‘ dyL$hp¡ iL$e “’u.hfkpv$u L$p „k lp¡e ‘„‘ dyL$hp¡ iL$e “’u.hfkpv$u L$p „k lp¡e ‘„‘ dyL$hp¡ iL$e “’u.hfkpv$u L$p „k lp¡e ‘„‘ dyL$hp¡ iL$e “’u.hfkpv$u L$p „k lp¡e ‘„‘ dyL$hp¡ iL$e “’u.

3 .3 .3 .3 .3 . kepÆN„S>, dN“hpX$u,kepÆN„S>, dN“hpX$u,kepÆN„S>, dN“hpX$u,kepÆN„S>, dN“hpX$u,kepÆN„S>, dN“hpX$u, ApMy Qp¡dpkyApMy Qp¡dpkyApMy Qp¡dpkyApMy Qp¡dpkyApMy Qp¡dpky hfkpv$u NV$f R> ¡. h^y hfkpv$ hMs¡ hfkpv$u NV$fhfkpv$u NV$f R> ¡. h^y hfkpv$ hMs¡ hfkpv$u NV$fhfkpv$u NV$f R> ¡. h^y hfkpv$ hMs¡ hfkpv$u NV$fhfkpv$u NV$f R> ¡. h^y hfkpv$ hMs¡ hfkpv$u NV$fhfkpv$u NV$f R> ¡. h^y hfkpv$ hMs¡ hfkpv$u NV$f

Qud“u “pmp õV¡ $i“ “uQ¡Qud“u “pmp õV¡ $i“ “uQ¡Qud“u “pmp õV¡ $i“ “uQ¡Qud“u “pmp õV¡ $i“ “uQ¡Qud“u “pmp õV¡ $i“ “uQ¡ Qp¡L$ ’pe Ðepf¡ ‘„‘ dyL$hp“u S>ê$f ‘X¡$ R> ¡.Qp¡L$ ’pe Ðepf¡ ‘„‘ dyL$hp“u S>ê$f ‘X¡$ R> ¡.Qp¡L$ ’pe Ðepf¡ ‘„‘ dyL$hp“u S>ê$f ‘X¡$ R> ¡.Qp¡L$ ’pe Ðepf¡ ‘„‘ dyL$hp“u S>ê$f ‘X¡$ R> ¡.Qp¡L$ ’pe Ðepf¡ ‘„‘ dyL$hp“u S>ê$f ‘X¡$ R> ¡.

4 .4 .4 .4 .4 . O“ V¡$L$fu Np¡Mg¡bpNO“ V¡$L$fu Np¡Mg¡bpNO“ V¡$L$fu Np¡Mg¡bpNO“ V¡$L$fu Np¡Mg¡bpNO“ V¡$L$fu Np¡Mg¡bpN h^y hfkpv$ hMs¡h^y hfkpv$ hMs¡h^y hfkpv$ hMs¡h^y hfkpv$ hMs¡h^y hfkpv$ hMs¡ ‘„‘“u S>ê$f “’u. “p“p¡ L$p „k L$fu ‘pZu L$pY$hpdp „‘„‘“u S>ê$f “’u. “p“p¡ L$p „k L$fu ‘pZu L$pY$hpdp „‘„‘“u S>ê$f “’u. “p“p¡ L$p „k L$fu ‘pZu L$pY$hpdp „‘„‘“u S>ê$f “’u. “p“p¡ L$p „k L$fu ‘pZu L$pY$hpdp „‘„‘“u S>ê$f “’u. “p“p¡ L$p „k L$fu ‘pZu L$pY$hpdp „

Aph¡ R> ¡.Aph¡ R> ¡.Aph¡ R> ¡.Aph¡ R> ¡.Aph¡ R> ¡.

A_y¾$d `pZu ¼ep„ L¡$V$gp hMs dpV¡$ Mpgu L$fhp dpV¡$ iy„ i¡fp¡_„bf cfpe R>¡. cfpe R>¡. L$fhpdp„ Aph¡ R>¡.

1 2 3 4 5

Page 59: f hX$p¡v$fp dlp Nf‘prgL$p f

(51

)(5

1)

(51

)(5

1)

(51

)

A_y¾$d `pZu ¼ep„ L¡$V$gp hMs dpV¡$ Mpgu L$fhp dpV¡$ iy„ i¡fp¡_„bf cfpe R>¡. cfpe R>¡. L$fhpdp„ Aph¡ R>¡.

1 2 3 4 55 .5 .5 .5 .5 . AL$p ¡V$p Npd, apê$L$i¡W$“u QpgAL$p ¡V$p Npd, apê$L$i¡W$“u QpgAL$p ¡V$p Npd, apê$L$i¡W$“u QpgAL$p ¡V$p Npd, apê$L$i¡W$“u QpgAL$p ¡V$p Npd, apê$L$i¡W$“u Qpg hfkpv$ hMs¡hfkpv$ hMs¡hfkpv$ hMs¡hfkpv$ hMs¡hfkpv$ hMs¡ ‘„5’u L$pY$u iL$pe s¡d “’u. “p“p L$p „k L$fu ‘pZu‘„5’u L$pY$u iL$pe s¡d “’u. “p“p L$p „k L$fu ‘pZu‘„5’u L$pY$u iL$pe s¡d “’u. “p“p L$p „k L$fu ‘pZu‘„5’u L$pY$u iL$pe s¡d “’u. “p“p L$p „k L$fu ‘pZu‘„5’u L$pY$u iL$pe s¡d “’u. “p“p L$p „k L$fu ‘pZu

L$pY$hpdp „ Aph¡ R> ¡.L$pY$hpdp „ Aph¡ R> ¡.L$pY$hpdp „ Aph¡ R> ¡.L$pY$hpdp „ Aph¡ R> ¡.L$pY$hpdp „ Aph¡ R> ¡.

6 .6 .6 .6 .6 . dyS>dlºX$p NpddyS>dlºX$p NpddyS>dlºX$p NpddyS>dlºX$p NpddyS>dlºX$p Npd ApMy Qp¡dpkyApMy Qp¡dpkyApMy Qp¡dpkyApMy Qp¡dpkyApMy Qp¡dpky “v$u“u ^pf¡ lp ¡B ‘„‘ dyL$hp iL$e “’u.“v$u“u ^pf¡ lp ¡B ‘„‘ dyL$hp iL$e “’u.“v$u“u ^pf¡ lp ¡B ‘„‘ dyL$hp iL$e “’u.“v$u“u ^pf¡ lp ¡B ‘„‘ dyL$hp iL$e “’u.“v$u“u ^pf¡ lp ¡B ‘„‘ dyL$hp iL$e “’u.

7 .7 .7 .7 .7 . sp„v$mÅ dhpsp„v$mÅ dhpsp„v$mÅ dhpsp„v$mÅ dhpsp„v$mÅ dhp ApMy Qp¡dpkyApMy Qp¡dpkyApMy Qp¡dpkyApMy Qp¡dpkyApMy Qp¡dpky smph R> ¡. S> ¡’u ‘pZu Mpgu L$fhy „ iL$e “’u.smph R> ¡. S> ¡’u ‘pZu Mpgu L$fhy „ iL$e “’u.smph R> ¡. S> ¡’u ‘pZu Mpgu L$fhy „ iL$e “’u.smph R> ¡. S> ¡’u ‘pZu Mpgu L$fhy „ iL$e “’u.smph R> ¡. S> ¡’u ‘pZu Mpgu L$fhy „ iL$e “’u.

8 .8 .8 .8 .8 . Nv$p‘yfp Npddp„ Aph¡gNv$p‘yfp Npddp„ Aph¡gNv$p‘yfp Npddp„ Aph¡gNv$p‘yfp Npddp„ Aph¡gNv$p‘yfp Npddp„ Aph¡g h^y hfkpv$ hMs¡h^y hfkpv$ hMs¡h^y hfkpv$ hMs¡h^y hfkpv$ hMs¡h^y hfkpv$ hMs¡ ‘„5 dyL$hp ¡ iL$e “’u. L$p „k’u ’p¡X y „ $ ‘pZu L$pY$hpdp„‘„5 dyL$hp ¡ iL$e “’u. L$p „k’u ’p¡X y „ $ ‘pZu L$pY$hpdp„‘„5 dyL$hp ¡ iL$e “’u. L$p „k’u ’p¡X y „ $ ‘pZu L$pY$hpdp„‘„5 dyL$hp ¡ iL$e “’u. L$p „k’u ’p¡X y „ $ ‘pZu L$pY$hpdp„‘„5 dyL$hp ¡ iL$e “’u. L$p „k’u ’p¡X y „ $ ‘pZu L$pY$hpdp„

T| „‘X$p ‘pk¡T|„‘X$p ‘pk¡T|„‘X$p ‘pk¡T|„‘X$p ‘pk¡T|„‘X$p ‘pk¡ iL$e “’u. L$p „k’u ’p¡X y „ $ ‘pZu L$pY$hpdp„ Aph¡ R> ¡.iL$e “’u. L$p „k’u ’p¡X y „ $ ‘pZu L$pY$hpdp„ Aph¡ R> ¡.iL$e “’u. L$p „k’u ’p¡X y „ $ ‘pZu L$pY$hpdp„ Aph¡ R> ¡.iL$e “’u. L$p „k’u ’p¡X y „ $ ‘pZu L$pY$hpdp„ Aph¡ R> ¡.iL$e “’u. L$p „k’u ’p¡X y „ $ ‘pZu L$pY$hpdp„ Aph¡ R> ¡.

9 .9 .9 .9 .9 . Np¡Óu Npd ‘pk¡ sgphX$uNp¡Óu Npd ‘pk¡ sgphX$uNp¡Óu Npd ‘pk¡ sgphX$uNp¡Óu Npd ‘pk¡ sgphX$uNp¡Óu Npd ‘pk¡ sgphX$u ApMy Qp¡dpkyApMy Qp¡dpkyApMy Qp¡dpkyApMy Qp¡dpkyApMy Qp¡dpky smph R> ¡.S> ¡’u ‘pZu Mpgu L$fhy „ iL$e “’u.smph R> ¡.S> ¡’u ‘pZu Mpgu L$fhy „ iL$e “’u.smph R> ¡.S> ¡’u ‘pZu Mpgu L$fhy „ iL$e “’u.smph R> ¡.S> ¡’u ‘pZu Mpgu L$fhy „ iL$e “’u.smph R> ¡.S> ¡’u ‘pZu Mpgu L$fhy „ iL$e “’u.

1 0 .1 0 .1 0 .1 0 .1 0 . Np¡Óu fõsp¡ V$u. bu. lp¡õ‘uV$g ‘pk¡Np¡Óu fõsp¡ V$u. bu. lp¡õ‘uV$g ‘pk¡Np¡Óu fõsp¡ V$u. bu. lp¡õ‘uV$g ‘pk¡Np¡Óu fõsp¡ V$u. bu. lp¡õ‘uV$g ‘pk¡Np¡Óu fõsp¡ V$u. bu. lp¡õ‘uV$g ‘pk¡ L$p „k S> ¡’u ‘pZu Mpgu L$fhy „ iL$e “’u.L$p „k S> ¡’u ‘pZu Mpgu L$fhy „ iL$e “’u.L$p „k S> ¡’u ‘pZu Mpgu L$fhy „ iL$e “’u.L$p „k S> ¡’u ‘pZu Mpgu L$fhy „ iL$e “’u.L$p „k S> ¡’u ‘pZu Mpgu L$fhy „ iL$e “’u.

kh¥ep“Nf A“¡ kyv$pdp‘yfukh¥ep“Nf A“¡ kyv$pdp‘yfukh¥ep“Nf A“¡ kyv$pdp‘yfukh¥ep“Nf A“¡ kyv$pdp‘yfukh¥ep“Nf A“¡ kyv$pdp‘yfu

1 1 .1 1 .1 1 .1 1 .1 1 . lfu‘yfp Npdlfu‘yfp Npdlfu‘yfp Npdlfu‘yfp Npdlfu‘yfp Npd ApMy Qp¡dpkyApMy Qp¡dpkyApMy Qp¡dpkyApMy Qp¡dpkyApMy Qp¡dpky L$p „k Üpfp ‘pZu ^uf¡ ^uf¡ Mpgu L$fhpdp„ Aph¡ R> ¡.L$p „k Üpfp ‘pZu ^uf¡ ^uf¡ Mpgu L$fhpdp„ Aph¡ R> ¡.L$p „k Üpfp ‘pZu ^uf¡ ^uf¡ Mpgu L$fhpdp„ Aph¡ R> ¡.L$p „k Üpfp ‘pZu ^uf¡ ^uf¡ Mpgu L$fhpdp„ Aph¡ R> ¡.L$p „k Üpfp ‘pZu ^uf¡ ^uf¡ Mpgu L$fhpdp„ Aph¡ R> ¡.

hluhV$u hp¡X®$ _„bf-7

1 .1 .1 .1 .1 . `¡Þi_`yfp sgph `pk¡`¡Þi_`yfp sgph `pk¡`¡Þi_`yfp sgph `pk¡`¡Þi_`yfp sgph `pk¡`¡Þi_`yfp sgph `pk¡ b¡ qvhkb¡ qvhkb¡ qvhkb¡ qvhkb¡ qvhk hfkpv$u NV$f Üpfphfkpv$u NV$f Üpfphfkpv$u NV$f Üpfphfkpv$u NV$f Üpfphfkpv$u NV$f Üpfp

Aip¡L$ L$ç`pDÞX$ `pk¡Aip¡L$ L$ç`pDÞX$ `pk¡Aip¡L$ L$ç`pDÞX$ `pk¡Aip¡L$ L$ç`pDÞX$ `pk¡Aip¡L$ L$ç`pDÞX$ `pk¡

2 .2 .2 .2 .2 . A¡L$sp_Nf R>pZu S>L$ps _pL$p `pk¡A¡L$sp_Nf R>pZu S>L$ps _pL$p `pk¡A¡L$sp_Nf R>pZu S>L$ps _pL$p `pk¡A¡L$sp_Nf R>pZu S>L$ps _pL$p `pk¡A¡L$sp_Nf R>pZu S>L$ps _pL$p `pk¡ b¡ qvhkb¡ qvhkb¡ qvhkb¡ qvhkb¡ qvhk A¡L$sp_Nf_p Qp¡L$dp „ `yfpZ L$fhp\u d¡_ lp ¡gA¡L$sp_Nf_p Qp¡L$dp „ `yfpZ L$fhp\u d¡_ lp ¡gA¡L$sp_Nf_p Qp¡L$dp „ `yfpZ L$fhp\u d¡_ lp ¡gA¡L$sp_Nf_p Qp¡L$dp „ `yfpZ L$fhp\u d¡_ lp ¡gA¡L$sp_Nf_p Qp¡L$dp „ `yfpZ L$fhp\u d¡_ lp ¡g

Üpfp `pZu L$pY$hp L$p „k Üpfp hfkpv$u X² ¡ $C_ ÜpfpÜpfp `pZu L$pY$hp L$p „k Üpfp hfkpv$u X² ¡ $C_ ÜpfpÜpfp `pZu L$pY$hp L$p „k Üpfp hfkpv$u X² ¡ $C_ ÜpfpÜpfp `pZu L$pY$hp L$p „k Üpfp hfkpv$u X² ¡ $C_ ÜpfpÜpfp `pZu L$pY$hp L$p „k Üpfp hfkpv$u X² ¡ $C_ Üpfp

3 .3 .3 .3 .3 . gpg`yfp Npd_p¡ rhõspfgpg`yfp Npd_p¡ rhõspfgpg`yfp Npd_p¡ rhõspfgpg`yfp Npd_p¡ rhõspfgpg`yfp Npd_p¡ rhõspf A¡L$ qv$hkA¡L$ qv$hkA¡L$ qv$hkA¡L$ qv$hkA¡L$ qv$hk hfkpv$u X² ¡ $C_> Öpfp s¡dS> cyMu L$p ¡sfp¡_p L$p „k Üpfphfkpv$u X² ¡ $C_> Öpfp s¡dS> cyMu L$p ¡sfp¡_p L$p „k Üpfphfkpv$u X² ¡ $C_> Öpfp s¡dS> cyMu L$p ¡sfp¡_p L$p „k Üpfphfkpv$u X² ¡ $C_> Öpfp s¡dS> cyMu L$p ¡sfp¡_p L$p „k Üpfphfkpv$u X² ¡ $C_> Öpfp s¡dS> cyMu L$p ¡sfp¡_p L$p „k Üpfp

4 .4 .4 .4 .4 . AgL$p`yfu f¡ëh¡_pmy „AgL$p`yfu f¡ëh¡_pmy „AgL$p`yfu f¡ëh¡_pmy „AgL$p`yfu f¡ëh¡_pmy „AgL$p`yfu f¡ëh¡_pmy „ `|f_p kde¡`|f_p kde¡`|f_p kde¡`|f_p kde¡`|f_p kde¡

2 \u 3 qv$$hk _v$udp„ `pZu OV¡$ sp¡ OV¡$2 \u 3 qv$$hk _v$udp„ `pZu OV¡$ sp¡ OV¡$2 \u 3 qv$$hk _v$udp„ `pZu OV¡$ sp¡ OV¡$2 \u 3 qv$$hk _v$udp„ `pZu OV¡$ sp¡ OV¡$2 \u 3 qv$$hk _v$udp„ `pZu OV¡$ sp¡ OV¡$ hfkpv$u X² ¡ $C_ Üpfphfkpv$u X² ¡ $C_ Üpfphfkpv$u X² ¡ $C_ Üpfphfkpv$u X² ¡ $C_ Üpfphfkpv$u X² ¡ $C_ Üpfp

5 .5 .5 .5 .5 . õV¡$i_ rhõspfdp„ kd°pV$ lp¡V$g `pk¡õV¡$i_ rhõspfdp„ kd°pV$ lp¡V$g `pk¡õV¡$i_ rhõspfdp„ kd°pV$ lp¡V$g `pk¡õV¡$i_ rhõspfdp„ kd°pV$ lp¡V$g `pk¡õV¡$i_ rhõspfdp„ kd°pV$ lp¡V$g `pk¡ A¡L$ qvhkA¡L$ qvhkA¡L$ qvhkA¡L$ qvhkA¡L$ qvhk lepsu hfkpv$u NV$f Üpfplepsu hfkpv$u NV$f Üpfplepsu hfkpv$u NV$f Üpfplepsu hfkpv$u NV$f Üpfplepsu hfkpv$u NV$f Üpfp

6 .6 .6 .6 .6 . A¡f BrÞX$ep as¡N„S> Ap¡qakA¡f BrÞX$ep as¡N„S> Ap¡qakA¡f BrÞX$ep as¡N„S> Ap¡qakA¡f BrÞX$ep as¡N„S> Ap¡qakA¡f BrÞX$ep as¡N„S> Ap¡qak A¡L$ qvhkA¡L$ qvhkA¡L$ qvhkA¡L$ qvhkA¡L$ qvhk lepsu hfkpv$u NV$f Üpfp L$p „kdp„ r_L$pglepsu hfkpv$u NV$f Üpfp L$p „kdp„ r_L$pglepsu hfkpv$u NV$f Üpfp L$p „kdp„ r_L$pglepsu hfkpv$u NV$f Üpfp L$p „kdp„ r_L$pglepsu hfkpv$u NV$f Üpfp L$p „kdp„ r_L$pg

kpd¡_p¡ cpN kpd¡_p¡ cpN kpd¡_p¡ cpN kpd¡_p¡ cpN kpd¡_p¡ cpN

7 .7 .7 .7 .7 . _¡i_g lpBh¡ _„bf : 8_¡i_g lpBh¡ _„bf : 8_¡i_g lpBh¡ _„bf : 8_¡i_g lpBh¡ _„bf : 8_¡i_g lpBh¡ _„bf : 8 A¡L$ qvhkA¡L$ qvhkA¡L$ qvhkA¡L$ qvhkA¡L$ qvhk My‰p L$p „k Üpfp s\p O¡gpZu `¡V²$p ¡g`„`My‰p L$p „k Üpfp s\p O¡gpZu `¡V²$p ¡g`„`My‰p L$p „k Üpfp s\p O¡gpZu `¡V²$p ¡g`„`My‰p L$p „k Üpfp s\p O¡gpZu `¡V²$p ¡g`„`My‰p L$p „k Üpfp s\p O¡gpZu `¡V²$p ¡g`„`

s`p¡h_ kp¡kpeV$u_p _pL¡s`p¡h_ kp¡kpeV$u_p _pL¡s`p¡h_ kp¡kpeV$u_p _pL¡s`p¡h_ kp¡kpeV$u_p _pL¡s`p¡h_ kp¡kpeV$u_p _pL¡ `pk¡_u Q¡_g Üpfp`pk¡_u Q¡_g Üpfp`pk¡_u Q¡_g Üpfp`pk¡_u Q¡_g Üpfp`pk¡_u Q¡_g Üpfp

8 .8 .8 .8 .8 . L$p¡õdp¡`p¡guV$_ lp¡V$g_u pR>m Aph¡gL$p¡õdp¡`p¡guV$_ lp¡V$g_u pR>m Aph¡gL$p¡õdp¡`p¡guV$_ lp¡V$g_u pR>m Aph¡gL$p¡õdp¡`p¡guV$_ lp¡V$g_u pR>m Aph¡gL$p¡õdp¡`p¡guV$_ lp¡V$g_u pR>m Aph¡g A¡L$ qvhkA¡L$ qvhkA¡L$ qvhkA¡L$ qvhkA¡L$ qvhk fp¡X$ `f_u leps hfkpv$u NV$f Üpfpfp ¡X$ `f_u leps hfkpv$u NV$f Üpfpfp ¡X$ `f_u leps hfkpv$u NV$f Üpfpfp ¡X$ `f_u leps hfkpv$u NV$f Üpfpfp ¡X$ `f_u leps hfkpv$u NV$f Üpfp

Page 60: f hX$p¡v$fp dlp Nf‘prgL$p f

(52

)(5

2)

(52

)(5

2)

(52

)

9 .9 .9 .9 .9 . as¡N„S> L$dpV$u`yfp õgd L$hpV$k®as¡N„S> L$dpV$u`yfp õgd L$hpV$k®as¡N„S> L$dpV$u`yfp õgd L$hpV$k®as¡N„S> L$dpV$u`yfp õgd L$hpV$k®as¡N„S> L$dpV$u`yfp õgd L$hpV$k® b¡$ qvhkb¡$ qvhkb¡$ qvhkb¡$ qvhkb¡$ qvhk _v$u L$p „W$p_p ¡ rhõspf _v$u S>epf¡ hfkpv$u `pZu_v$u L$p „W$p_p ¡ rhõspf _v$u S>epf¡ hfkpv$u `pZu_v$u L$p „W$p_p ¡ rhõspf _v$u S>epf¡ hfkpv$u `pZu_v$u L$p „W$p_p ¡ rhõspf _v$u S>epf¡ hfkpv$u `pZu_v$u L$p „W$p_p ¡ rhõspf _v$u S>epf¡ hfkpv$u `pZu

`pR>m_p¡ Ty „`X$`Ë$u_p¡ rhõspf.`pR>m_p¡ Ty „`X$`Ë$u_p¡ rhõspf.`pR>m_p¡ Ty „`X$`Ë$u_p¡ rhõspf.`pR>m_p¡ Ty „`X$`Ë$u_p¡ rhõspf.`pR>m_p¡ Ty „`X$`Ë$u_p¡ rhõspf. g¡ Ðepf¡ L$p ¡sfdp„ `pZu Dsf¡ R> ¡.g¡ Ðepf¡ L$p ¡sfdp„ `pZu Dsf¡ R> ¡.g¡ Ðepf¡ L$p ¡sfdp„ `pZu Dsf¡ R> ¡.g¡ Ðepf¡ L$p ¡sfdp„ `pZu Dsf¡ R> ¡.g¡ Ðepf¡ L$p ¡sfdp„ `pZu Dsf¡ R> ¡.

1 0 .1 0 .1 0 .1 0 .1 0 . as¡N„S> fZR>p¡X$Æ d„qv$f `pk¡as¡N„S> fZR>p¡X$Æ d„qv$f `pk¡as¡N„S> fZR>p¡X$Æ d„qv$f `pk¡as¡N„S> fZR>p¡X$Æ d„qv$f `pk¡as¡N„S> fZR>p¡X$Æ d„qv$f `pk¡ b¡ qvhkb¡ qvhkb¡ qvhkb¡ qvhkb¡ qvhk _v$u L$p „W$p_p¡ rhõspf _v$u S>epf¡ `pZu g¡ Ðepf¡_v$u L$p „W$p_p¡ rhõspf _v$u S>epf¡ `pZu g¡ Ðepf¡_v$u L$p „W$p_p¡ rhõspf _v$u S>epf¡ `pZu g¡ Ðepf¡_v$u L$p „W$p_p¡ rhõspf _v$u S>epf¡ `pZu g¡ Ðepf¡_v$u L$p „W$p_p¡ rhõspf _v$u S>epf¡ `pZu g¡ Ðepf¡

L$$p ¡sfdp„ `pZu Dsf¡ R> ¡.L$$p ¡sfdp„ `pZu Dsf¡ R> ¡.L$$p ¡sfdp„ `pZu Dsf¡ R> ¡.L$$p ¡sfdp„ `pZu Dsf¡ R> ¡.L$$p ¡sfdp„ `pZu Dsf¡ R> ¡.

1 1 .1 1 .1 1 .1 1 .1 1 . as¡N„S> V¡$nV$pBëkas¡N„S> V¡$nV$pBëkas¡N„S> V¡$nV$pBëkas¡N„S> V¡$nV$pBëkas¡N„S> V¡$nV$pBëk b¡ qv$hkb¡ qv$hkb¡ qv$hkb¡ qv$hkb¡ qv$hk kv$$fkv$$fkv$$fkv$$fkv$$f

1 2 .1 2 .1 2 .1 2 .1 2 . _hpepX® $ L$gpkhp_u Qpg_hpepX® $ L$gpkhp_u Qpg_hpepX® $ L$gpkhp_u Qpg_hpepX® $ L$gpkhp_u Qpg_hpepX® $ L$gpkhp_u Qpg b¡ qv$hkb¡ qv$hkb¡ qv$hkb¡ qv$hkb¡ qv$hk _hpepX®$ Üpfp cyMu L$p ¡sfdp„_hpepX®$ Üpfp cyMu L$p ¡sfdp„_hpepX®$ Üpfp cyMu L$p ¡sfdp„_hpepX®$ Üpfp cyMu L$p ¡sfdp„_hpepX®$ Üpfp cyMu L$p ¡sfdp„

`pk¡ _pmp `pk¡`pk¡ _pmp `pk¡`pk¡ _pmp `pk¡`pk¡ _pmp `pk¡`pk¡ _pmp `pk¡

1 3 .1 3 .1 3 .1 3 .1 3 . _hpepX® $ fpdhpX$u X$u L ¡ $bu__hpepX® $ fpdhpX$u X$u L ¡ $bu__hpepX® $ fpdhpX$u X$u L ¡ $bu__hpepX® $ fpdhpX$u X$u L ¡ $bu__hpepX® $ fpdhpX$u X$u L ¡ $bu_ b¡ qv$hkb¡ qv$hkb¡ qv$hkb¡ qv$hkb¡ qv$hk fp¡X L$fsp„ dL$p_p ¡ M|b S> _uQpZdp„ lp ¡hp\u _uL$fp ¡X L$fsp„ dL$p_p ¡ M|b S> _uQpZdp„ lp ¡hp\u _uL$fp ¡X L$fsp„ dL$p_p ¡ M|b S> _uQpZdp„ lp ¡hp\u _uL$fp ¡X L$fsp„ dL$p_p ¡ M|b S> _uQpZdp„ lp ¡hp\u _uL$fp ¡X L$fsp„ dL$p_p ¡ M|b S> _uQpZdp„ lp ¡hp\u _uL$

Üpfp s¡dS> d¡_lp ¡gÜpfp s¡dS> d¡_lp ¡gÜpfp s¡dS> d¡_lp ¡gÜpfp s¡dS> d¡_lp ¡gÜpfp s¡dS> d¡_lp ¡g

1 4 .1 4 .1 4 .1 4 .1 4 . fp ¡Tfu õL| $g `pR>m_p Ty „`X$pfp ¡Tfu õL| $g `pR>m_p Ty „`X$pfp ¡Tfu õL| $g `pR>m_p Ty „`X$pfp ¡Tfu õL| $g `pR>m_p Ty „`X$pfp ¡Tfu õL| $g `pR>m_p Ty „`X$p A¡L$ qvhkA¡L$ qvhkA¡L$ qvhkA¡L$ qvhkA¡L$ qvhk lepsu hfkpv$u L$p „k Üpfplepsu hfkpv$u L$p „k Üpfplepsu hfkpv$u L$p „k Üpfplepsu hfkpv$u L$p „k Üpfplepsu hfkpv$u L$p „k Üpfp

1 5 .1 5 .1 5 .1 5 .1 5 . eyr_hrk®V$u lp¡õV¡$g `pk¡_p Ty„`X$peyr_hrk®V$u lp¡õV¡$g `pk¡_p Ty„`X$peyr_hrk®V$u lp¡õV¡$g `pk¡_p Ty„`X$peyr_hrk®V$u lp¡õV¡$g `pk¡_p Ty„`X$peyr_hrk®V$u lp¡õV¡$g `pk¡_p Ty„`X$p A¡L$ qvhkA¡L$ qvhkA¡L$ qvhkA¡L$ qvhkA¡L$ qvhk kv$fkv$fkv$fkv$fkv$f

1 6 .1 6 .1 6 .1 6 .1 6 . `p¡guV$ ¡L$_uL$ `pk¡`p¡guV$ ¡L$_uL$ `pk¡`p¡guV$ ¡L$_uL$ `pk¡`p¡guV$ ¡L$_uL$ `pk¡`p¡guV$ ¡L$_uL$ `pk¡ A¡L$ qvhkA¡L$ qvhkA¡L$ qvhkA¡L$ qvhkA¡L$ qvhk kv$fkv$fkv$fkv$fkv$f

1 7 .1 7 .1 7 .1 7 .1 7 . r_Tpd`yfp d¡C_ fp ¡X$r_Tpd`yfp d¡C_ fp ¡X$r_Tpd`yfp d¡C_ fp ¡X$r_Tpd`yfp d¡C_ fp ¡X$r_Tpd`yfp d¡C_ fp ¡X$ A¡L$ qvhkA¡L$ qvhkA¡L$ qvhkA¡L$ qvhkA¡L$ qvhk leps hfkpv$u NV$fdp „ r_L$pg L$fhpdp „ Aph¡ R> ¡.leps hfkpv$u NV$fdp „ r_L$pg L$fhpdp „ Aph¡ R> ¡.leps hfkpv$u NV$fdp „ r_L$pg L$fhpdp „ Aph¡ R> ¡.leps hfkpv$u NV$fdp „ r_L$pg L$fhpdp „ Aph¡ R> ¡.leps hfkpv$u NV$fdp „ r_L$pg L$fhpdp „ Aph¡ R> ¡.

18 $ .18 $ .18 $ .18 $ .18 $ . ip÷ub°uS>\u Sy>_p „ L$p ¡ëX$ip÷ub°uS>\u Sy>_p „ L$p ¡ëX$ip÷ub°uS>\u Sy>_p „ L$p ¡ëX$ip÷ub°uS>\u Sy>_p „ L$p ¡ëX$ip÷ub°uS>\u Sy>_p „ L$p ¡ëX$ A¡L$ qvhkA¡L$ qvhkA¡L$ qvhkA¡L$ qvhkA¡L$ qvhk hfkpv$u NV$fdp „ r_L$pg L$fhpdp „ Aph¡ R> ¡.hfkpv$u NV$fdp „ r_L$pg L$fhpdp „ Aph¡ R> ¡.hfkpv$u NV$fdp „ r_L$pg L$fhpdp „ Aph¡ R> ¡.hfkpv$u NV$fdp „ r_L$pg L$fhpdp „ Aph¡ R> ¡.hfkpv$u NV$fdp „ r_L$pg L$fhpdp „ Aph¡ R> ¡.

1 9 .1 9 .1 9 .1 9 .1 9 . R>pZu S>L$ps_pL$p Ap¡auk `pk¡R>pZu S>L$ps_pL$p Ap¡auk `pk¡R>pZu S>L$ps_pL$p Ap¡auk `pk¡R>pZu S>L$ps_pL$p Ap¡auk `pk¡R>pZu S>L$ps_pL$p Ap¡auk `pk¡ b¡ qvhkb¡ qvhkb¡ qvhkb¡ qvhkb¡ qvhk hfkp_u L$p „kdp„ r_L$pg L$fhpdp „ Aph¡ R> ¡.hfkp_u L$p „kdp„ r_L$pg L$fhpdp „ Aph¡ R> ¡.hfkp_u L$p „kdp„ r_L$pg L$fhpdp „ Aph¡ R> ¡.hfkp_u L$p „kdp„ r_L$pg L$fhpdp „ Aph¡ R> ¡.hfkp_u L$p „kdp„ r_L$pg L$fhpdp „ Aph¡ R> ¡.

2 0 .2 0 .2 0 .2 0 .2 0 . R>pZu S>L$ps_pL$p Ap¡auk `pk¡R>pZu S>L$ps_pL$p Ap¡auk `pk¡R>pZu S>L$ps_pL$p Ap¡auk `pk¡R>pZu S>L$ps_pL$p Ap¡auk `pk¡R>pZu S>L$ps_pL$p Ap¡auk `pk¡ b¡ qvhkb¡ qvhkb¡ qvhkb¡ qvhkb¡ qvhk d¡_lp ¡g Üpfp r_L$pg L$fhpdp „ Aph¡ R> ¡.d¡_lp ¡g Üpfp r_L$pg L$fhpdp „ Aph¡ R> ¡.d¡_lp ¡g Üpfp r_L$pg L$fhpdp „ Aph¡ R> ¡.d¡_lp ¡g Üpfp r_L$pg L$fhpdp „ Aph¡ R> ¡.d¡_lp ¡g Üpfp r_L$pg L$fhpdp „ Aph¡ R> ¡.

2 1 .2 1 .2 1 .2 1 .2 1 . R>pZu S>L$ps_pL$p CÞv$ yQpQpR>pZu S>L$ps_pL$p CÞv$ yQpQpR>pZu S>L$ps_pL$p CÞv$ yQpQpR>pZu S>L$ps_pL$p CÞv$ yQpQpR>pZu S>L$ps_pL$p CÞv$ yQpQp b¡ qvhkb¡ qvhkb¡ qvhkb¡ qvhkb¡ qvhk X² ¡ $_¡S> d¡_lp¡gdp„ r_L$pg L$fhpdp„ Aph¡ R> ¡.X ² ¡ $_¡S> d¡_lp¡gdp„ r_L$pg L$fhpdp„ Aph¡ R> ¡.X ² ¡ $_¡S> d¡_lp¡gdp„ r_L$pg L$fhpdp„ Aph¡ R> ¡.X ² ¡ $_¡S> d¡_lp¡gdp„ r_L$pg L$fhpdp„ Aph¡ R> ¡.X ² ¡ $_¡S> d¡_lp¡gdp„ r_L$pg L$fhpdp„ Aph¡ R> ¡.

lpDk `pk¡lpDk `pk¡lpDk `pk¡lpDk `pk¡lpDk `pk¡

2 2 .2 2 .2 2 .2 2 .2 2 . kdp CÞX$õV²$ueg kp¡kpeV$udp„kdp CÞX$õV²$ueg kp¡kpeV$udp„kdp CÞX$õV²$ueg kp¡kpeV$udp„kdp CÞX$õV²$ueg kp¡kpeV$udp„kdp CÞX$õV²$ueg kp¡kpeV$udp„ ÓZ qvhkÓZ qvhkÓZ qvhkÓZ qvhkÓZ qvhk hfkpv$u NV$f s\p X² ¡ $_¡S>dp „ r_L$pghfkpv$u NV$f s\p X² ¡ $_¡S>dp „ r_L$pghfkpv$u NV$f s\p X² ¡ $_¡S>dp „ r_L$pghfkpv$u NV$f s\p X² ¡ $_¡S>dp „ r_L$pghfkpv$u NV$f s\p X² ¡ $_¡S>dp „ r_L$pg

L$fhpdp „ Aph¡ R> ¡.L$fhpdp „ Aph¡ R> ¡.L$fhpdp „ Aph¡ R> ¡.L$fhpdp „ Aph¡ R> ¡.L$fhpdp „ Aph¡ R> ¡.

2 3 .2 3 .2 3 .2 3 .2 3 . kdp A¡d. Æ. A¡d. õLy $g, Nh®d¡ÞV$kdp A¡d. Æ. A¡d. õLy $g, Nh®d¡ÞV$kdp A¡d. Æ. A¡d. õLy $g, Nh®d¡ÞV$kdp A¡d. Æ. A¡d. õLy $g, Nh®d¡ÞV$kdp A¡d. Æ. A¡d. õLy $g, Nh®d¡ÞV$ ÓZ qvhkÓZ qvhkÓZ qvhkÓZ qvhkÓZ qvhk Myëgp L$p „kdp„ \C hfkpv$u NV$fMyëgp L$p „kdp„ \C hfkpv$u NV$fMyëgp L$p „kdp„ \C hfkpv$u NV$fMyëgp L$p „kdp„ \C hfkpv$u NV$fMyëgp L$p „kdp„ \C hfkpv$u NV$f

L$p ¡gp ¡_u, Ah„su_Nf,`y_us_Nf.L$p ¡gp ¡_u, Ah„su_Nf,`y_us_Nf.L$p ¡gp ¡_u, Ah„su_Nf,`y_us_Nf.L$p ¡gp ¡_u, Ah„su_Nf,`y_us_Nf.L$p ¡gp ¡_u, Ah„su_Nf,`y_us_Nf.

2 4 .2 4 .2 4 .2 4 .2 4 . dl¡kpZp_Nf, k„sp ¡ju_Nfdl¡kpZp_Nf, k„sp ¡ju_Nfdl¡kpZp_Nf, k„sp ¡ju_Nfdl¡kpZp_Nf, k„sp ¡ju_Nfdl¡kpZp_Nf, k„sp ¡ju_Nf b¡ qvhkb¡ qvhkb¡ qvhkb¡ qvhkb¡ qvhk hfkpv$u NV$fdp „ r_L$pg L$fhpdp „ Aph¡ R> ¡.hfkpv$u NV$fdp „ r_L$pg L$fhpdp „ Aph¡ R> ¡.hfkpv$u NV$fdp „ r_L$pg L$fhpdp „ Aph¡ R> ¡.hfkpv$u NV$fdp „ r_L$pg L$fhpdp „ Aph¡ R> ¡.hfkpv$u NV$fdp „ r_L$pg L$fhpdp „ Aph¡ R> ¡.

ÜpfL¡ $i Qp¡L$, h©Þv$ph_`pL® $ÜpfL¡ $i Qp¡L$, h©Þv$ph_`pL® $ÜpfL¡ $i Qp¡L$, h©Þv$ph_`pL® $ÜpfL¡ $i Qp¡L$, h©Þv$ph_`pL® $ÜpfL¡ $i Qp¡L$, h©Þv$ph_`pL® $

A¡g.Æ. _Nf\u iuhkpNfA¡g.Æ. _Nf\u iuhkpNfA¡g.Æ. _Nf\u iuhkpNfA¡g.Æ. _Nf\u iuhkpNfA¡g.Æ. _Nf\u iuhkpNf

A_y¾$d `pZu ¼ep„ L¡$V$gp hMs dpV¡$ Mpgu L$fhp dpV¡$ iy„ i¡fp¡_„bf cfpe R>¡. cfpe R>¡. L$fhpdp„ Aph¡ R>¡.

1 2 3 4 5

Page 61: f hX$p¡v$fp dlp Nf‘prgL$p f

(53

)(5

3)

(53

)(5

3)

(53

)

2 5 .2 5 .2 5 .2 5 .2 5 . `¡Þi_`yfp rhîp„su lp ¡V$g `pR>m`¡Þi_`yfp rhîp„su lp ¡V$g `pR>m`¡Þi_`yfp rhîp„su lp ¡V$g `pR>m`¡Þi_`yfp rhîp„su lp ¡V$g `pR>m`¡Þi_`yfp rhîp„su lp ¡V$g `pR>m b¡ qvhkb¡ qvhkb¡ qvhkb¡ qvhkb¡ qvhk hfkpv$u L$p „kdp„ L$p „k Üpfp r_L$pg L$fhpdp„ Aph¡ R> ¡.hfkpv$u L$p „kdp„ L$p „k Üpfp r_L$pg L$fhpdp„ Aph¡ R> ¡.hfkpv$u L$p „kdp„ L$p „k Üpfp r_L$pg L$fhpdp„ Aph¡ R> ¡.hfkpv$u L$p „kdp„ L$p „k Üpfp r_L$pg L$fhpdp„ Aph¡ R> ¡.hfkpv$u L$p „kdp„ L$p „k Üpfp r_L$pg L$fhpdp„ Aph¡ R> ¡.

2 6 .2 6 .2 6 .2 6 .2 6 . kdp fp ¡X$ _hfQ_p õL| $g s\pkdp fp ¡X$ _hfQ_p õL| $g s\pkdp fp ¡X$ _hfQ_p õL| $g s\pkdp fp ¡X$ _hfQ_p õL| $g s\pkdp fp ¡X$ _hfQ_p õL| $g s\p A¡L$ qvhkA¡L$ qvhkA¡L$ qvhkA¡L$ qvhkA¡L$ qvhk leps hfkpv$u L$p „k Üpfp r_L$pg L$fhpdp „ Aph¡ R> ¡.leps hfkpv$u L$p „k Üpfp r_L$pg L$fhpdp „ Aph¡ R> ¡.leps hfkpv$u L$p „k Üpfp r_L$pg L$fhpdp „ Aph¡ R> ¡.leps hfkpv$u L$p „k Üpfp r_L$pg L$fhpdp „ Aph¡ R> ¡.leps hfkpv$u L$p „k Üpfp r_L$pg L$fhpdp „ Aph¡ R> ¡.

k„S>e_Nf Ty „`X$`Ë$u `pk¡.k„S>e_Nf Ty „`X$`Ë$u `pk¡.k„S>e_Nf Ty „`X$`Ë$u `pk¡.k„S>e_Nf Ty „`X$`Ë$u `pk¡.k„S>e_Nf Ty „`X$`Ë$u `pk¡.

2 7 .2 7 .2 7 .2 7 .2 7 . fpd_Nf `pk¡ Ap¡dL$pf ¡ïhffpd_Nf `pk¡ Ap¡dL$pf ¡ïhffpd_Nf `pk¡ Ap¡dL$pf ¡ïhffpd_Nf `pk¡ Ap¡dL$pf ¡ïhffpd_Nf `pk¡ Ap¡dL$pf ¡ïhf b¡ qvhkb¡ qvhkb¡ qvhkb¡ qvhkb¡ qvhk hfkpv$u L$p „k L$fu_¡ hfkpv$u NV$fdp„ r_L$pghfkpv$u L$p „k L$fu_¡ hfkpv$u NV$fdp„ r_L$pghfkpv$u L$p „k L$fu_¡ hfkpv$u NV$fdp„ r_L$pghfkpv$u L$p „k L$fu_¡ hfkpv$u NV$fdp„ r_L$pghfkpv$u L$p „k L$fu_¡ hfkpv$u NV$fdp„ r_L$pg

d„qv$f s\p bNuQp `pk¡.d„qv$f s\p bNuQp `pk¡.d„qv$f s\p bNuQp `pk¡.d„qv$f s\p bNuQp `pk¡.d„qv$f s\p bNuQp `pk¡. L$fhpdp „ Aph¡ R> ¡.L$fhpdp „ Aph¡ R> ¡.L$fhpdp „ Aph¡ R> ¡.L$fhpdp „ Aph¡ R> ¡.L$fhpdp „ Aph¡ R> ¡.

2 8 .2 8 .2 8 .2 8 .2 8 . dÝe NyS>fps rhS> L„ $‘“u kb õV¡$i“dÝe NyS>fps rhS> L„ $‘“u kb õV¡$i“dÝe NyS>fps rhS> L„ $‘“u kb õV¡$i“dÝe NyS>fps rhS> L„ $‘“u kb õV¡$i“dÝe NyS>fps rhS> L„ $‘“u kb õV¡$i“ h^y hfkpv$“p kde¡ ‘pZu cfpe R> ¡.h^y hfkpv$“p kde¡ ‘pZu cfpe R> ¡.h^y hfkpv$“p kde¡ ‘pZu cfpe R> ¡.h^y hfkpv$“p kde¡ ‘pZu cfpe R> ¡.h^y hfkpv$“p kde¡ ‘pZu cfpe R> ¡.

fpdpL$pL$p fp ¡X $,fpdpL$pL$p fp ¡X $,fpdpL$pL$p fp ¡X $,fpdpL$pL$p fp ¡X $,fpdpL$pL$p fp ¡X $,

^ydpX$ fp ¡X$, Qp¡MX$p fp ¡X$^ydpX$ fp ¡X$, Qp¡MX$p fp ¡X$^ydpX$ fp ¡X$, Qp¡MX$p fp ¡X$^ydpX$ fp ¡X$, Qp¡MX$p fp ¡X$^ydpX$ fp ¡X$, Qp¡MX$p fp ¡X$ h^y hfkpv$“p kde¡ ‘pZu cfpe R> ¡.h^y hfkpv$“p kde¡ ‘pZu cfpe R> ¡.h^y hfkpv$“p kde¡ ‘pZu cfpe R> ¡.h^y hfkpv$“p kde¡ ‘pZu cfpe R> ¡.h^y hfkpv$“p kde¡ ‘pZu cfpe R> ¡. smph R> ¡.S> ¡’u ‘pZu Mpgu L$fhy „ iL$e “’u.smph R> ¡.S> ¡’u ‘pZu Mpgu L$fhy „ iL$e “’u.smph R> ¡.S> ¡’u ‘pZu Mpgu L$fhy „ iL$e “’u.smph R> ¡.S> ¡’u ‘pZu Mpgu L$fhy „ iL$e “’u.smph R> ¡.S> ¡’u ‘pZu Mpgu L$fhy „ iL$e “’u. cpf¡ hfkpv$ lp¡e Ðepf¡ h^ycpf¡ hfkpv$ lp¡e Ðepf¡ h^ycpf¡ hfkpv$ lp¡e Ðepf¡ h^ycpf¡ hfkpv$ lp¡e Ðepf¡ h^ycpf¡ hfkpv$ lp¡e Ðepf¡ h^y

kde ‘pZu cfpe R¡>.kde ‘pZu cfpe R¡>.kde ‘pZu cfpe R¡>.kde ‘pZu cfpe R¡>.kde ‘pZu cfpe R¡>.

hluhV$u hp¡X®$ _„bf-81 .1 .1 .1 .1 . v$p „X$uep bÅf d¡B“ fp ¡X$v$p „X$uep bÅf d¡B“ fp ¡X$v$p „X$uep bÅf d¡B“ fp ¡X$v$p „X$uep bÅf d¡B“ fp ¡X$v$p „X$uep bÅf d¡B“ fp ¡X$ h^y hfkpv$“p kde¡ ‘pZu cfpe R> ¡.h^y hfkpv$“p kde¡ ‘pZu cfpe R> ¡.h^y hfkpv$“p kde¡ ‘pZu cfpe R> ¡.h^y hfkpv$“p kde¡ ‘pZu cfpe R> ¡.h^y hfkpv$“p kde¡ ‘pZu cfpe R> ¡. hfkpv$ ’ep ‘R>u kps L$gpL¡ $ r“L$pg ’pe R> ¡.hfkpv$ ’ep ‘R>u kps L$gpL¡ $ r“L$pg ’pe R> ¡.hfkpv$ ’ep ‘R>u kps L$gpL¡ $ r“L$pg ’pe R> ¡.hfkpv$ ’ep ‘R>u kps L$gpL¡ $ r“L$pg ’pe R> ¡.hfkpv$ ’ep ‘R>u kps L$gpL¡ $ r“L$pg ’pe R> ¡.

2 .2 .2 .2 .2 . kgpV$hpX$p ‘ygbpfu “pL$p ApNfkgpV$hpX$p ‘ygbpfu “pL$p ApNfkgpV$hpX$p ‘ygbpfu “pL$p ApNfkgpV$hpX$p ‘ygbpfu “pL$p ApNfkgpV$hpX$p ‘ygbpfu “pL$p ApNf h^y hfkpv$“p kde¡ ‘pZu cfpe R> ¡.h^y hfkpv$“p kde¡ ‘pZu cfpe R> ¡.h^y hfkpv$“p kde¡ ‘pZu cfpe R> ¡.h^y hfkpv$“p kde¡ ‘pZu cfpe R> ¡.h^y hfkpv$“p kde¡ ‘pZu cfpe R> ¡. hfkpv$ ’ep ‘R>u Qpf L$gpL ¡ $ r“L$pg ’pe R> ¡.hfkpv$ ’ep ‘R>u Qpf L$gpL ¡ $ r“L$pg ’pe R> ¡.hfkpv$ ’ep ‘R>u Qpf L$gpL ¡ $ r“L$pg ’pe R> ¡.hfkpv$ ’ep ‘R>u Qpf L$gpL ¡ $ r“L$pg ’pe R> ¡.hfkpv$ ’ep ‘R>u Qpf L$gpL ¡ $ r“L$pg ’pe R> ¡.

3 .3 .3 .3 .3 . fph‘yfp dÃR>u‘uW$“p “pL$p D5ffph‘yfp dÃR>u‘uW$“p “pL$p D5ffph‘yfp dÃR>u‘uW$“p “pL$p D5ffph‘yfp dÃR>u‘uW$“p “pL$p D5ffph‘yfp dÃR>u‘uW$“p “pL$p D5f h^y hfkpv$“p kde¡ ‘pZu cfpe R> ¡.h^y hfkpv$“p kde¡ ‘pZu cfpe R> ¡.h^y hfkpv$“p kde¡ ‘pZu cfpe R> ¡.h^y hfkpv$“p kde¡ ‘pZu cfpe R> ¡.h^y hfkpv$“p kde¡ ‘pZu cfpe R> ¡. ‘pZu ’p¡X$p kde bpv$ r“L$pg ’B Åe R> ¡.‘pZu ’p¡X$p kde bpv$ r“L$pg ’B Åe R> ¡.‘pZu ’p¡X$p kde bpv$ r“L$pg ’B Åe R> ¡.‘pZu ’p¡X$p kde bpv$ r“L$pg ’B Åe R> ¡.‘pZu ’p¡X$p kde bpv$ r“L$pg ’B Åe R> ¡.

4 .4 .4 .4 .4 . kgpV$hpX$p cph¡ hL$ug“p dL$p“dp„kgpV$hpX$p cph¡ hL$ug“p dL$p“dp„kgpV$hpX$p cph¡ hL$ug“p dL$p“dp„kgpV$hpX$p cph¡ hL$ug“p dL$p“dp„kgpV$hpX$p cph¡ hL$ug“p dL$p“dp„ h^y hfkpv$“p kde¡ ‘pZu cfpe R> ¡.h^y hfkpv$“p kde¡ ‘pZu cfpe R> ¡.h^y hfkpv$“p kde¡ ‘pZu cfpe R> ¡.h^y hfkpv$“p kde¡ ‘pZu cfpe R> ¡.h^y hfkpv$“p kde¡ ‘pZu cfpe R> ¡. hfkpv$ ’ep ‘R>u 2 L$gpL ¡ $ r“L$pg ’pe R> ¡.hfkpv$ ’ep ‘R>u 2 L$gpL ¡ $ r“L$pg ’pe R> ¡.hfkpv$ ’ep ‘R>u 2 L$gpL ¡ $ r“L$pg ’pe R> ¡.hfkpv$ ’ep ‘R>u 2 L$gpL ¡ $ r“L$pg ’pe R> ¡.hfkpv$ ’ep ‘R>u 2 L$gpL ¡ $ r“L$pg ’pe R> ¡.

Qp¡L$ ‘pk¡Qp¡L$ ‘pk¡Qp¡L$ ‘pk¡Qp¡L$ ‘pk¡Qp¡L$ ‘pk¡

5 .5 .5 .5 .5 . ^u L$p „V$p fp ¡X$^u L$p „V$p fp ¡X$^u L$p „V$p fp ¡X$^u L$p „V$p fp ¡X$^u L$p „V$p fp ¡X$ h^y hfkpv$ ’e¡’u ‘pZu cfpe R> ¡.h^y hfkpv$ ’e¡’u ‘pZu cfpe R> ¡.h^y hfkpv$ ’e¡’u ‘pZu cfpe R> ¡.h^y hfkpv$ ’e¡’u ‘pZu cfpe R> ¡.h^y hfkpv$ ’e¡’u ‘pZu cfpe R> ¡. hfkpv$u L ¡ $Q‘uV$dp „ ‘pZu r“L$pg ’pe R> ¡.hfkpv$u L ¡ $Q‘uV$dp „ ‘pZu r“L$pg ’pe R> ¡.hfkpv$u L ¡ $Q‘uV$dp „ ‘pZu r“L$pg ’pe R> ¡.hfkpv$u L ¡ $Q‘uV$dp „ ‘pZu r“L$pg ’pe R> ¡.hfkpv$u L ¡ $Q‘uV$dp „ ‘pZu r“L$pg ’pe R> ¡.

6 .6 .6 .6 .6 . “pNfhpX$p Y$p ¡f“p X$åbp ‘pk¡“pNfhpX$p Y$p ¡f“p X$åbp ‘pk¡“pNfhpX$p Y$p ¡f“p X$åbp ‘pk¡“pNfhpX$p Y$p ¡f“p X$åbp ‘pk¡“pNfhpX$p Y$p ¡f“p X$åbp ‘pk¡ h^y hfkpv$ ’e¡’u ‘pZu cfpe R> ¡.h^y hfkpv$ ’e¡’u ‘pZu cfpe R> ¡.h^y hfkpv$ ’e¡’u ‘pZu cfpe R> ¡.h^y hfkpv$ ’e¡’u ‘pZu cfpe R> ¡.h^y hfkpv$ ’e¡’u ‘pZu cfpe R> ¡. hfkpv$u cp¡efpdp „’u ‘pZu“p¡ r“L$pg ’pe R> ¡.hfkpv$u cp¡efpdp „’u ‘pZu“p¡ r“L$pg ’pe R> ¡.hfkpv$u cp¡efpdp „’u ‘pZu“p¡ r“L$pg ’pe R> ¡.hfkpv$u cp¡efpdp „’u ‘pZu“p¡ r“L$pg ’pe R> ¡.hfkpv$u cp¡efpdp „’u ‘pZu“p¡ r“L$pg ’pe R> ¡.

7 .7 .7 .7 .7 . ârsnp L$p ¡gp ¡“u S>gpfpd d„qv$fârsnp L$p ¡gp ¡“u S>gpfpd d„qv$fârsnp L$p ¡gp ¡“u S>gpfpd d„qv$fârsnp L$p ¡gp ¡“u S>gpfpd d„qv$fârsnp L$p ¡gp ¡“u S>gpfpd d„qv$f h^y hfkpv$ ’e¡’u ‘pZu cfpe R> ¡.h^y hfkpv$ ’e¡’u ‘pZu cfpe R> ¡.h^y hfkpv$ ’e¡’u ‘pZu cfpe R> ¡.h^y hfkpv$ ’e¡’u ‘pZu cfpe R> ¡.h^y hfkpv$ ’e¡’u ‘pZu cfpe R> ¡. hfkpv$u L ¡ $Q‘uV$ Üpfp ‘pZu r“L$pg ’pe R> ¡.hfkpv$u L ¡ $Q‘uV$ Üpfp ‘pZu r“L$pg ’pe R> ¡.hfkpv$u L ¡ $Q‘uV$ Üpfp ‘pZu r“L$pg ’pe R> ¡.hfkpv$u L ¡ $Q‘uV$ Üpfp ‘pZu r“L$pg ’pe R> ¡.hfkpv$u L ¡ $Q‘uV$ Üpfp ‘pZu r“L$pg ’pe R> ¡.

8 .8 .8 .8 .8 . ’uep¡kp¡aug kp¡keV$u ‘pk¡’uep¡kp¡aug kp¡keV$u ‘pk¡’uep¡kp¡aug kp¡keV$u ‘pk¡’uep¡kp¡aug kp¡keV$u ‘pk¡’uep¡kp¡aug kp¡keV$u ‘pk¡ h^y hfkpv$ ’e¡’u ‘pZu cfpe R> ¡.h^y hfkpv$ ’e¡’u ‘pZu cfpe R> ¡.h^y hfkpv$ ’e¡’u ‘pZu cfpe R> ¡.h^y hfkpv$ ’e¡’u ‘pZu cfpe R> ¡.h^y hfkpv$ ’e¡’u ‘pZu cfpe R> ¡. TpX$ lp ¡hp’u ‘pZu cfpe R> ¡. bpSy>“u L¡ $Q‘uV$dp „TpX$ lp ¡hp’u ‘pZu cfpe R> ¡. bpSy>“u L¡ $Q‘uV$dp „TpX$ lp ¡hp’u ‘pZu cfpe R> ¡. bpSy>“u L¡ $Q‘uV$dp „TpX$ lp ¡hp’u ‘pZu cfpe R> ¡. bpSy>“u L¡ $Q‘uV$dp „TpX$ lp ¡hp’u ‘pZu cfpe R> ¡. bpSy>“u L¡ $Q‘uV$dp „

‘pZu“p¡ r“L$pg L$fhpdp „ Aph¡ R> ¡.‘pZu“p¡ r“L$pg L$fhpdp „ Aph¡ R> ¡.‘pZu“p¡ r“L$pg L$fhpdp „ Aph¡ R> ¡.‘pZu“p¡ r“L$pg L$fhpdp „ Aph¡ R> ¡.‘pZu“p¡ r“L$pg L$fhpdp „ Aph¡ R> ¡.

9 .9 .9 .9 .9 . rhðprdÓu ‘yg sfa kepÆ lp¡[õ‘.rhðprdÓu ‘yg sfa kepÆ lp¡[õ‘.rhðprdÓu ‘yg sfa kepÆ lp¡[õ‘.rhðprdÓu ‘yg sfa kepÆ lp¡[õ‘.rhðprdÓu ‘yg sfa kepÆ lp¡[õ‘. h^y hfkpv$ ’e¡’u ‘pZu cfpe R> ¡.h^y hfkpv$ ’e¡’u ‘pZu cfpe R> ¡.h^y hfkpv$ ’e¡’u ‘pZu cfpe R> ¡.h^y hfkpv$ ’e¡’u ‘pZu cfpe R> ¡.h^y hfkpv$ ’e¡’u ‘pZu cfpe R> ¡. hfkpv$ ’ep ‘R>u R, Qpf L$gpL¡ $ L ¡ $Q‘uV$ Üpfphfkpv$ ’ep ‘R>u R, Qpf L$gpL¡ $ L ¡ $Q‘uV$ Üpfphfkpv$ ’ep ‘R>u R, Qpf L$gpL¡ $ L ¡ $Q‘uV$ Üpfphfkpv$ ’ep ‘R>u R, Qpf L$gpL¡ $ L ¡ $Q‘uV$ Üpfphfkpv$ ’ep ‘R>u R, Qpf L$gpL¡ $ L ¡ $Q‘uV$ Üpfp

“p v$fhpÅ ky^u“p cpNdp„ ‘„‘dyMu“p v$fhpÅ ky^u“p cpNdp„ ‘„‘dyMu“p v$fhpÅ ky^u“p cpNdp„ ‘„‘dyMu“p v$fhpÅ ky^u“p cpNdp„ ‘„‘dyMu“p v$fhpÅ ky^u“p cpNdp„ ‘„‘dyMu ‘pZu“p¡ r“L$pg ’pe R> ¡.‘pZu“p¡ r“L$pg ’pe R> ¡.‘pZu“p¡ r“L$pg ’pe R> ¡.‘pZu“p¡ r“L$pg ’pe R> ¡.‘pZu“p¡ r“L$pg ’pe R> ¡.

l“ydp“ s¡dS> ‘¡V² $p ¡g‘„‘“u kpd¡“u kpBX$ ¡l“ydp“ s¡dS> ‘¡V² $p ¡g‘„‘“u kpd¡“u kpBX$ ¡l“ydp“ s¡dS> ‘¡V² $p ¡g‘„‘“u kpd¡“u kpBX$ ¡l“ydp“ s¡dS> ‘¡V² $p ¡g‘„‘“u kpd¡“u kpBX$ ¡l“ydp“ s¡dS> ‘¡V² $p ¡g‘„‘“u kpd¡“u kpBX$ ¡

1 0 .1 0 .1 0 .1 0 .1 0 . kfv$pf R>pÓpge ‘pk¡ s’p Q¡‘ukfv$pf R>pÓpge ‘pk¡ s’p Q¡‘ukfv$pf R>pÓpge ‘pk¡ s’p Q¡‘ukfv$pf R>pÓpge ‘pk¡ s’p Q¡‘ukfv$pf R>pÓpge ‘pk¡ s’p Q¡‘u h^y hfkpv$ ’e¡’u ‘pZu cfpe R> ¡.h^y hfkpv$ ’e¡’u ‘pZu cfpe R> ¡.h^y hfkpv$ ’e¡’u ‘pZu cfpe R> ¡.h^y hfkpv$ ’e¡’u ‘pZu cfpe R> ¡.h^y hfkpv$ ’e¡’u ‘pZu cfpe R> ¡. kp^“p“Nf kp¡kpeV$u“u L¡ $Q‘uV$dp „ ‘pZu“p¡kp^“p“Nf kp¡kpeV$u“u L¡ $Q‘uV$dp „ ‘pZu“p¡kp^“p“Nf kp¡kpeV$u“u L¡ $Q‘uV$dp „ ‘pZu“p¡kp^“p“Nf kp¡kpeV$u“u L¡ $Q‘uV$dp „ ‘pZu“p¡kp^“p“Nf kp¡kpeV$u“u L¡ $Q‘uV$dp „ ‘pZu“p¡

fp¡N“p v$hpMp“p ‘pk¡ ‘¡V²$p ¡g‘„‘“ufp¡N“p v$hpMp“p ‘pk¡ ‘¡V²$p ¡g‘„‘“ufp¡N“p v$hpMp“p ‘pk¡ ‘¡V²$p ¡g‘„‘“ufp¡N“p v$hpMp“p ‘pk¡ ‘¡V²$p ¡g‘„‘“ufp¡N“p v$hpMp“p ‘pk¡ ‘¡V²$p ¡g‘„‘“u r“L$pg L$fhpdp „ Aph¡ R> ¡.r“L$pg L$fhpdp „ Aph¡ R> ¡.r“L$pg L$fhpdp „ Aph¡ R> ¡.r“L$pg L$fhpdp „ Aph¡ R> ¡.r“L$pg L$fhpdp „ Aph¡ R> ¡.

kpd¡“u kpBX¡$kpd¡“u kpBX¡$kpd¡“u kpBX¡$kpd¡“u kpBX¡$kpd¡“u kpBX¡$

A_y¾$d `pZu ¼ep„ L¡$V$gp hMs dpV¡$ Mpgu L$fhp dpV¡$ iy„ i¡fp¡_„bf cfpe R>¡. cfpe R>¡. L$fhpdp„ Aph¡ R>¡.

1 2 3 4 5

Page 62: f hX$p¡v$fp dlp Nf‘prgL$p f

(54

)(5

4)

(54

)(5

4)

(54

)

1 1 .1 1 .1 1 .1 1 .1 1 . Ape®L$Þep rhÛpge“u ‘pR>m fp ¡X$Ape®L$Þep rhÛpge“u ‘pR>m fp ¡X$Ape®L$Þep rhÛpge“u ‘pR>m fp ¡X$Ape®L$Þep rhÛpge“u ‘pR>m fp ¡X$Ape®L$Þep rhÛpge“u ‘pR>m fp ¡X$ h^y hfkpv$“p kde¡ ‘pZu cfpe R> ¡.h^y hfkpv$“p kde¡ ‘pZu cfpe R> ¡.h^y hfkpv$“p kde¡ ‘pZu cfpe R> ¡.h^y hfkpv$“p kde¡ ‘pZu cfpe R> ¡.h^y hfkpv$“p kde¡ ‘pZu cfpe R> ¡. L$p „kdp„ ‘pZu“p¡ r“L$pg L$fhpdp„ Aph¡ R> ¡.L$p „kdp„ ‘pZu“p¡ r“L$pg L$fhpdp„ Aph¡ R> ¡.L$p „kdp„ ‘pZu“p¡ r“L$pg L$fhpdp„ Aph¡ R> ¡.L$p „kdp„ ‘pZu“p¡ r“L$pg L$fhpdp„ Aph¡ R> ¡.L$p „kdp„ ‘pZu“p¡ r“L$pg L$fhpdp„ Aph¡ R> ¡.

D‘f ‘ph®sur“L¡$s“ kp¡kpeV$u ‘pk¡D‘f ‘ph®sur“L¡$s“ kp¡kpeV$u ‘pk¡D‘f ‘ph®sur“L¡$s“ kp¡kpeV$u ‘pk¡D‘f ‘ph®sur“L¡$s“ kp¡kpeV$u ‘pk¡D‘f ‘ph®sur“L¡$s“ kp¡kpeV$u ‘pk¡

1 2 .1 2 .1 2 .1 2 .1 2 . blºQfpÆ fp¡X$, õV$p ¡f“u Ap¡auk ‘pk¡blºQfpÆ fp¡X$, õV$p ¡f“u Ap¡auk ‘pk¡blºQfpÆ fp¡X$, õV$p ¡f“u Ap¡auk ‘pk¡blºQfpÆ fp¡X$, õV$p ¡f“u Ap¡auk ‘pk¡blºQfpÆ fp¡X$, õV$p ¡f“u Ap¡auk ‘pk¡ h^y hfkpv$“p kde¡ ‘pZu cfpe R> ¡.h^y hfkpv$“p kde¡ ‘pZu cfpe R> ¡.h^y hfkpv$“p kde¡ ‘pZu cfpe R> ¡.h^y hfkpv$“p kde¡ ‘pZu cfpe R> ¡.h^y hfkpv$“p kde¡ ‘pZu cfpe R> ¡. cpf¡ hfkpv$ ‘R>u b¡ L$gpL$dp „ L ¡ $Q‘uV$dp„ ‘pZu“p¡cpf¡ hfkpv$ ‘R>u b¡ L$gpL$dp „ L ¡ $Q‘uV$dp„ ‘pZu“p¡cpf¡ hfkpv$ ‘R>u b¡ L$gpL$dp „ L ¡ $Q‘uV$dp„ ‘pZu“p¡cpf¡ hfkpv$ ‘R>u b¡ L$gpL$dp „ L ¡ $Q‘uV$dp„ ‘pZu“p¡cpf¡ hfkpv$ ‘R>u b¡ L$gpL$dp „ L ¡ $Q‘uV$dp„ ‘pZu“p¡

r“L$pg ’pe R> ¡.r“L$pg ’pe R> ¡.r“L$pg ’pe R> ¡.r“L$pg ’pe R> ¡.r“L$pg ’pe R> ¡.

1 3 .1 3 .1 3 .1 3 .1 3 . dlpfpZu ip„spv$ ¡hu “k]N lp¡d ‘pk¡dlpfpZu ip„spv$ ¡hu “k]N lp¡d ‘pk¡dlpfpZu ip„spv$ ¡hu “k]N lp¡d ‘pk¡dlpfpZu ip„spv$ ¡hu “k]N lp¡d ‘pk¡dlpfpZu ip„spv$ ¡hu “k]N lp¡d ‘pk¡ h^y hfkpv$“p kde¡ ‘pZu cfpe R> ¡.h^y hfkpv$“p kde¡ ‘pZu cfpe R> ¡.h^y hfkpv$“p kde¡ ‘pZu cfpe R> ¡.h^y hfkpv$“p kde¡ ‘pZu cfpe R> ¡.h^y hfkpv$“p kde¡ ‘pZu cfpe R> ¡. hfkpv$ ’ep ‘R>u Qpf, ‘p„Q L$gpL$dp „ ‘pZu“p¡hfkpv$ ’ep ‘R>u Qpf, ‘p„Q L$gpL$dp „ ‘pZu“p¡hfkpv$ ’ep ‘R>u Qpf, ‘p„Q L$gpL$dp „ ‘pZu“p¡hfkpv$ ’ep ‘R>u Qpf, ‘p„Q L$gpL$dp „ ‘pZu“p¡hfkpv$ ’ep ‘R>u Qpf, ‘p„Q L$gpL$dp „ ‘pZu“p¡

V ² $ pauL$“u R>Óu“u ApNmV² $pauL$“u R>Óu“u ApNmV² $pauL$“u R>Óu“u ApNmV² $pauL$“u R>Óu“u ApNmV² $pauL$“u R>Óu“u ApNm r“L$pg ’pe R> ¡.r“L$pg ’pe R> ¡.r“L$pg ’pe R> ¡.r“L$pg ’pe R> ¡.r“L$pg ’pe R> ¡.

1 4 .1 4 .1 4 .1 4 .1 4 . bph“Qpg V² $pauL$ ipMp“p X$lgpbph“Qpg V² $pauL$ ipMp“p X$lgpbph“Qpg V² $pauL$ ipMp“p X$lgpbph“Qpg V² $pauL$ ipMp“p X$lgpbph“Qpg V² $pauL$ ipMp“p X$lgp h^y hfkpv$ ’e¡’u ‘pZu cfpe R> ¡.h^y hfkpv$ ’e¡’u ‘pZu cfpe R> ¡.h^y hfkpv$ ’e¡’u ‘pZu cfpe R> ¡.h^y hfkpv$ ’e¡’u ‘pZu cfpe R> ¡.h^y hfkpv$ ’e¡’u ‘pZu cfpe R> ¡. hfkpv$u L¡ $Q‘uV$ Üpfp ‘pZu“p¡ r“L$pg v| $f L$fhpdp„hfkpv$u L¡ $Q‘uV$ Üpfp ‘pZu“p¡ r“L$pg v| $f L$fhpdp„hfkpv$u L¡ $Q‘uV$ Üpfp ‘pZu“p¡ r“L$pg v| $f L$fhpdp„hfkpv$u L¡ $Q‘uV$ Üpfp ‘pZu“p¡ r“L$pg v| $f L$fhpdp„hfkpv$u L¡ $Q‘uV$ Üpfp ‘pZu“p¡ r“L$pg v| $f L$fhpdp„

‘pk¡‘pk¡‘pk¡‘pk¡‘pk¡ Aph¡ R> ¡.Aph¡ R> ¡.Aph¡ R> ¡.Aph¡ R> ¡.Aph¡ R> ¡.

1 5 .1 5 .1 5 .1 5 .1 5 . cysX$uTp„‘p ‘p¡guk Qp¡L$u“p kpd¡,cysX$uTp„‘p ‘p¡guk Qp¡L$u“p kpd¡,cysX$uTp„‘p ‘p¡guk Qp¡L$u“p kpd¡,cysX$uTp„‘p ‘p¡guk Qp¡L$u“p kpd¡,cysX$uTp„‘p ‘p¡guk Qp¡L$u“p kpd¡, h^y hfkpv$ ’e¡’u ‘pZu cfpe R> ¡.h^y hfkpv$ ’e¡’u ‘pZu cfpe R> ¡.h^y hfkpv$ ’e¡’u ‘pZu cfpe R> ¡.h^y hfkpv$ ’e¡’u ‘pZu cfpe R> ¡.h^y hfkpv$ ’e¡’u ‘pZu cfpe R> ¡. “ÆL$“u L¡ $Q‘uV$dp „ ‘pZu“p¡ r“L$pg ’pe R> ¡.“ÆL$“u L¡ $Q‘uV$dp „ ‘pZu“p¡ r“L$pg ’pe R> ¡.“ÆL$“u L¡ $Q‘uV$dp „ ‘pZu“p¡ r“L$pg ’pe R> ¡.“ÆL$“u L¡ $Q‘uV$dp „ ‘pZu“p¡ r“L$pg ’pe R> ¡.“ÆL$“u L¡ $Q‘uV$dp „ ‘pZu“p¡ r“L$pg ’pe R> ¡.

R>Óu ‘pk¡R>Óu ‘pk¡R>Óu ‘pk¡R>Óu ‘pk¡R>Óu ‘pk¡

1 6 .1 6 .1 6 .1 6 .1 6 . Nyê$L© $‘p kp¡kpeV$u A“¡ A¡g. A¡d. ‘u.Nyê$L© $‘p kp¡kpeV$u A“¡ A¡g. A¡d. ‘u.Nyê$L© $‘p kp¡kpeV$u A“¡ A¡g. A¡d. ‘u.Nyê$L© $‘p kp¡kpeV$u A“¡ A¡g. A¡d. ‘u.Nyê$L© $‘p kp¡kpeV$u A“¡ A¡g. A¡d. ‘u. h^y hfkpv$ ’e¡’u ‘pZu cfpe R> ¡.h^y hfkpv$ ’e¡’u ‘pZu cfpe R> ¡.h^y hfkpv$ ’e¡’u ‘pZu cfpe R> ¡.h^y hfkpv$ ’e¡’u ‘pZu cfpe R> ¡.h^y hfkpv$ ’e¡’u ‘pZu cfpe R> ¡. L$pQu “uL$ L$fu hfkpv$u L ¡ $Q‘uV$dp „ r“L$pgL$pQu “uL$ L$fu hfkpv$u L ¡ $Q‘uV$dp „ r“L$pgL$pQu “uL$ L$fu hfkpv$u L ¡ $Q‘uV$dp „ r“L$pgL$pQu “uL$ L$fu hfkpv$u L ¡ $Q‘uV$dp „ r“L$pgL$pQu “uL$ L$fu hfkpv$u L ¡ $Q‘uV$dp „ r“L$pg

âudpBkuk hÃQ¡ MpX$u.âudpBkuk hÃQ¡ MpX$u.âudpBkuk hÃQ¡ MpX$u.âudpBkuk hÃQ¡ MpX$u.âudpBkuk hÃQ¡ MpX$u. L$fhpdp „ Aph¡ R> ¡.L$fhpdp „ Aph¡ R> ¡.L$fhpdp „ Aph¡ R> ¡.L$fhpdp „ Aph¡ R> ¡.L$fhpdp „ Aph¡ R> ¡.

1 7 .1 7 .1 7 .1 7 .1 7 . L$pf ¡gubpN A¡d. ApB. Æ. ag¡V$L$pf ¡gubpN A¡d. ApB. Æ. ag¡V$L$pf ¡gubpN A¡d. ApB. Æ. ag¡V$L$pf ¡gubpN A¡d. ApB. Æ. ag¡V$L$pf ¡gubpN A¡d. ApB. Æ. ag¡V$ h^y hfkpv$ ’e¡’u ‘pZu cfpe R> ¡.h^y hfkpv$ ’e¡’u ‘pZu cfpe R> ¡.h^y hfkpv$ ’e¡’u ‘pZu cfpe R> ¡.h^y hfkpv$ ’e¡’u ‘pZu cfpe R> ¡.h^y hfkpv$ ’e¡’u ‘pZu cfpe R> ¡. hfkpv$ b„^ ’ep bpv$ hfkpv$u NV$f dpfas¡hfkpv$ b„^ ’ep bpv$ hfkpv$u NV$f dpfas¡hfkpv$ b„^ ’ep bpv$ hfkpv$u NV$f dpfas¡hfkpv$ b„^ ’ep bpv$ hfkpv$u NV$f dpfas¡hfkpv$ b„^ ’ep bpv$ hfkpv$u NV$f dpfas¡

‘pR>m L$ëepZ“Nf kp¡kpeV$u‘pR>m L$ëepZ“Nf kp¡kpeV$u‘pR>m L$ëepZ“Nf kp¡kpeV$u‘pR>m L$ëepZ“Nf kp¡kpeV$u‘pR>m L$ëepZ“Nf kp¡kpeV$u b¡ L$gpL$dp „ r“L$pg ’pe R> ¡.b¡ L$gpL$dp „ r“L$pg ’pe R> ¡.b¡ L$gpL$dp „ r“L$pg ’pe R> ¡.b¡ L$gpL$dp „ r“L$pg ’pe R> ¡.b¡ L$gpL$dp „ r“L$pg ’pe R> ¡.

S>hp“p fõs¡.S>hp“p fõs¡.S>hp“p fõs¡.S>hp“p fõs¡.S>hp“p fõs¡.

1 8 .1 8 .1 8 .1 8 .1 8 . L$p „kdlpgp L$b°õsp“L$p „kdlpgp L$b°õsp“L$p „kdlpgp L$b°õsp“L$p „kdlpgp L$b°õsp“L$p „kdlpgp L$b°õsp“ h^y hfkpv$ ’e¡’u ‘pZu cfpe R> ¡.h^y hfkpv$ ’e¡’u ‘pZu cfpe R> ¡.h^y hfkpv$ ’e¡’u ‘pZu cfpe R> ¡.h^y hfkpv$ ’e¡’u ‘pZu cfpe R> ¡.h^y hfkpv$ ’e¡’u ‘pZu cfpe R> ¡. “pmp dpfas¡ rhðprdÓu L$p ¡sfdp „ ‘pZu“p¡ r“L$pg“pmp dpfas¡ rhðprdÓu L$p ¡sfdp „ ‘pZu“p¡ r“L$pg“pmp dpfas¡ rhðprdÓu L$p ¡sfdp „ ‘pZu“p¡ r“L$pg“pmp dpfas¡ rhðprdÓu L$p ¡sfdp „ ‘pZu“p¡ r“L$pg“pmp dpfas¡ rhðprdÓu L$p ¡sfdp „ ‘pZu“p¡ r“L$pg

’pe R> ¡.’pe R> ¡.’pe R> ¡.’pe R> ¡.’pe R> ¡.

1 9 .1 9 .1 9 .1 9 .1 9 . L$pf ¡gubpN kp¡kpeV$u, h‰c“Nf,L$pf ¡gubpN kp¡kpeV$u, h‰c“Nf,L$pf ¡gubpN kp¡kpeV$u, h‰c“Nf,L$pf ¡gubpN kp¡kpeV$u, h‰c“Nf,L$pf ¡gubpN kp¡kpeV$u, h‰c“Nf, h^y hfkpv$ ’e¡’u ‘pZu cfpe R> ¡.h^y hfkpv$ ’e¡’u ‘pZu cfpe R> ¡.h^y hfkpv$ ’e¡’u ‘pZu cfpe R> ¡.h^y hfkpv$ ’e¡’u ‘pZu cfpe R> ¡.h^y hfkpv$ ’e¡’u ‘pZu cfpe R> ¡. hfkpv$u NV$f Üpfp ‘pZu“p¡ r“L$pg L$fhp„ Aph¡ R> ¡.hfkpv$u NV$f Üpfp ‘pZu“p¡ r“L$pg L$fhp„ Aph¡ R> ¡.hfkpv$u NV$f Üpfp ‘pZu“p¡ r“L$pg L$fhp„ Aph¡ R> ¡.hfkpv$u NV$f Üpfp ‘pZu“p¡ r“L$pg L$fhp„ Aph¡ R> ¡.hfkpv$u NV$f Üpfp ‘pZu“p¡ r“L$pg L$fhp„ Aph¡ R> ¡.

A„bpgpg ‘pL®$ AëL¡$i kp¡kpeV$uA„bpgpg ‘pL®$ AëL¡$i kp¡kpeV$uA„bpgpg ‘pL®$ AëL¡$i kp¡kpeV$uA„bpgpg ‘pL®$ AëL¡$i kp¡kpeV$uA„bpgpg ‘pL®$ AëL¡$i kp¡kpeV$u

2 0 .2 0 .2 0 .2 0 .2 0 . L$pf ¡gubpN ‘pZu“u V$p „L$u Qpf fõspL$pf ¡gubpN ‘pZu“u V$p „L$u Qpf fõspL$pf ¡gubpN ‘pZu“u V$p „L$u Qpf fõspL$pf ¡gubpN ‘pZu“u V$p „L$u Qpf fõspL$pf ¡gubpN ‘pZu“u V$p „L$u Qpf fõsp h^y hfkpv$ ’e¡’u ‘pZu cfpe R> ¡.h^y hfkpv$ ’e¡’u ‘pZu cfpe R> ¡.h^y hfkpv$ ’e¡’u ‘pZu cfpe R> ¡.h^y hfkpv$ ’e¡’u ‘pZu cfpe R> ¡.h^y hfkpv$ ’e¡’u ‘pZu cfpe R> ¡. hfkpv$u ‘pB‘ s’p L$p „k Üpfp ‘pZu r“L$pg ’pe R> ¡.hfkpv$u ‘pB‘ s’p L$p „k Üpfp ‘pZu r“L$pg ’pe R> ¡.hfkpv$u ‘pB‘ s’p L$p „k Üpfp ‘pZu r“L$pg ’pe R> ¡.hfkpv$u ‘pB‘ s’p L$p „k Üpfp ‘pZu r“L$pg ’pe R> ¡.hfkpv$u ‘pB‘ s’p L$p „k Üpfp ‘pZu r“L$pg ’pe R> ¡.

D‘fD‘fD‘fD‘fD‘f

2 1 .2 1 .2 1 .2 1 .2 1 . Ards“Nf kL®$g ‘pk¡Ards“Nf kL®$g ‘pk¡Ards“Nf kL®$g ‘pk¡Ards“Nf kL®$g ‘pk¡Ards“Nf kL®$g ‘pk¡ h^y hfkpv$ ’e¡’u ‘pZu cfpe R> ¡.h^y hfkpv$ ’e¡’u ‘pZu cfpe R> ¡.h^y hfkpv$ ’e¡’u ‘pZu cfpe R> ¡.h^y hfkpv$ ’e¡’u ‘pZu cfpe R> ¡.h^y hfkpv$ ’e¡’u ‘pZu cfpe R> ¡. ‘pL$u Q¡“g Üpfp ‘pZu r“L$pg ’pe R> ¡.‘pL$u Q¡“g Üpfp ‘pZu r“L$pg ’pe R> ¡.‘pL$u Q¡“g Üpfp ‘pZu r“L$pg ’pe R> ¡.‘pL$u Q¡“g Üpfp ‘pZu r“L$pg ’pe R> ¡.‘pL$u Q¡“g Üpfp ‘pZu r“L$pg ’pe R> ¡.

A_y¾$d `pZu ¼ep„ L¡$V$gp hMs dpV¡$ Mpgu L$fhp dpV¡$ iy„ i¡fp¡_„bf cfpe R>¡. cfpe R>¡. L$fhpdp„ Aph¡ R>¡.

1 2 3 4 5

Page 63: f hX$p¡v$fp dlp Nf‘prgL$p f

(55

)(5

5)

(55

)(5

5)

(55

)

hluhV$u hp¡X®$ _„bf-9

1 .1 .1 .1 .1 . L$ui_hpX$uL$ui_hpX$uL$ui_hpX$uL$ui_hpX$uL$ui_hpX$u r_QpZhpmp rhõspfdp„ Ty „`Xpdp„ dpV$u Mp¡v$u_¡r_QpZhpmp rhõspfdp„ Ty „`Xpdp„ dpV$u Mp¡v$u_¡r_QpZhpmp rhõspfdp„ Ty „`Xpdp„ dpV$u Mp¡v$u_¡r_QpZhpmp rhõspfdp„ Ty „`Xpdp„ dpV$u Mp¡v$u_¡r_QpZhpmp rhõspfdp„ Ty „`Xpdp„ dpV$u Mp¡v$u_¡ `pZu_p r_L$pg dpV¡ $ hfkpv$u L$p „k s¡dS>`pZu_p r_L$pg dpV¡ $ hfkpv$u L$p „k s¡dS>`pZu_p r_L$pg dpV¡ $ hfkpv$u L$p „k s¡dS>`pZu_p r_L$pg dpV¡ $ hfkpv$u L$p „k s¡dS>`pZu_p r_L$pg dpV¡ $ hfkpv$u L$p „k s¡dS>

MpX$p L$f¡ R> ¡. MpX$pAp¡dp „ `pZu cfpe R> ¡.MpX$p L$f¡ R> ¡. MpX$pAp¡dp „ `pZu cfpe R> ¡.MpX$p L$f¡ R> ¡. MpX$pAp¡dp „ `pZu cfpe R> ¡.MpX$p L$f¡ R> ¡. MpX$pAp¡dp „ `pZu cfpe R> ¡.MpX$p L$f¡ R> ¡. MpX$pAp¡dp „ `pZu cfpe R> ¡. Ap¡`_ Q¡_g_y „ Apep¡S>_ L$f¡g R> ¡. S> ¡\uAp¡`_ Q¡_g_y „ Apep¡S>_ L$f¡g R> ¡. S> ¡\uAp¡`_ Q¡_g_y „ Apep¡S>_ L$f¡g R> ¡. S> ¡\uAp¡`_ Q¡_g_y „ Apep¡S>_ L$f¡g R> ¡. S> ¡\uAp¡`_ Q¡_g_y „ Apep¡S>_ L$f¡g R> ¡. S> ¡\u

ANpD_p `pZu_p rhõspf_p¡ r_L$pg \i¡.ANpD_p `pZu_p rhõspf_p¡ r_L$pg \i¡.ANpD_p `pZu_p rhõspf_p¡ r_L$pg \i¡.ANpD_p `pZu_p rhõspf_p¡ r_L$pg \i¡.ANpD_p `pZu_p rhõspf_p¡ r_L$pg \i¡.

Äepf¡ AdyL$ rhõspfdp „ Apep¡S>_ L$f ¡g _\u.Äepf¡ AdyL$ rhõspfdp „ Apep¡S>_ L$f ¡g _\u.Äepf¡ AdyL$ rhõspfdp „ Apep¡S>_ L$f ¡g _\u.Äepf¡ AdyL$ rhõspfdp „ Apep¡S>_ L$f ¡g _\u.Äepf¡ AdyL$ rhõspfdp „ Apep¡S>_ L$f ¡g _\u.

Ðep„ _½$f L$pdNufu L$fhp dpV¡ $ Apep¡S>_ L$fhp_y „ fl¡i¡.Ðep„ _½$f L$pdNufu L$fhp dpV¡ $ Apep¡S>_ L$fhp_y „ fl¡i¡.Ðep„ _½$f L$pdNufu L$fhp dpV¡ $ Apep¡S>_ L$fhp_y „ fl¡i¡.Ðep„ _½$f L$pdNufu L$fhp dpV¡ $ Apep¡S>_ L$fhp_y „ fl¡i¡.Ðep„ _½$f L$pdNufu L$fhp dpV¡ $ Apep¡S>_ L$fhp_y „ fl¡i¡.

2 .2 .2 .2 .2 . Apf. V$u. Ap ¡.`pR>m_uApf. V$u. Ap ¡.`pR>m_uApf. V$u. Ap ¡.`pR>m_uApf. V$u. Ap ¡.`pR>m_uApf. V$u. Ap ¡.`pR>m_u h^y hfkpv$_p L$pfZ¡ `pZu cfpe R> ¡.h^y hfkpv$_p L$pfZ¡ `pZu cfpe R> ¡.h^y hfkpv$_p L$pfZ¡ `pZu cfpe R> ¡.h^y hfkpv$_p L$pfZ¡ `pZu cfpe R> ¡.h^y hfkpv$_p L$pfZ¡ `pZu cfpe R> ¡.

kp¡kpeV$uAp¡dp„ _uQpZhpmp¡kp¡kpeV$uAp¡dp„ _uQpZhpmp¡kp¡kpeV$uAp¡dp„ _uQpZhpmp¡kp¡kpeV$uAp¡dp„ _uQpZhpmp¡kp¡kpeV$uAp¡dp„ _uQpZhpmp¡

rhõspf lp¡C hfkpv$_y „ `pZurhõspf lp¡C hfkpv$_y „ `pZurhõspf lp¡C hfkpv$_y „ `pZurhõspf lp¡C hfkpv$_y „ `pZurhõspf lp¡C hfkpv$_y „ `pZu

cfpe R> ¡.cfpe R> ¡.cfpe R> ¡.cfpe R> ¡.cfpe R> ¡.

3 .3 .3 .3 .3 . `u.Æ.V¡ $nV$pCg dug, W¡ $L$f_p\`u.Æ.V¡ $nV$pCg dug, W¡ $L$f_p\`u.Æ.V¡ $nV$pCg dug, W¡ $L$f_p\`u.Æ.V¡ $nV$pCg dug, W¡ $L$f_p\`u.Æ.V¡ $nV$pCg dug, W¡ $L$f_p\ h^y hfkpv$_p L$pfZ¡ `pZu cfpe R> ¡.h^y hfkpv$_p L$pfZ¡ `pZu cfpe R> ¡.h^y hfkpv$_p L$pfZ¡ `pZu cfpe R> ¡.h^y hfkpv$_p L$pfZ¡ `pZu cfpe R> ¡.h^y hfkpv$_p L$pfZ¡ `pZu cfpe R> ¡. A¡d. C. A¡k. õLy $g, d^f dlp ¡ëgp, Apf.ku.ku.A¡d. C. A¡k. õLy $g, d^f dlp ¡ëgp, Apf.ku.ku.A¡d. C. A¡k. õLy $g, d^f dlp ¡ëgp, Apf.ku.ku.A¡d. C. A¡k. õLy $g, d^f dlp ¡ëgp, Apf.ku.ku.A¡d. C. A¡k. õLy $g, d^f dlp ¡ëgp, Apf.ku.ku.

rhõspfdp„ `pZu cfpe R> ¡. rhõspfdp„ `pZu cfpe R> ¡. rhõspfdp„ `pZu cfpe R> ¡. rhõspfdp„ `pZu cfpe R> ¡. rhõspfdp„ `pZu cfpe R> ¡. `pZu_u hfkpv$u NV$f_y „ Apep¡S>_ L$f¡g R> ¡.`pZu_u hfkpv$u NV$f_y „ Apep¡S>_ L$f¡g R> ¡.`pZu_u hfkpv$u NV$f_y „ Apep¡S>_ L$f¡g R> ¡.`pZu_u hfkpv$u NV$f_y „ Apep¡S>_ L$f¡g R> ¡.`pZu_u hfkpv$u NV$f_y „ Apep¡S>_ L$f¡g R> ¡.

4 .4 .4 .4 .4 . hpOp¡X$uep fp ¡X$, âcps kp¡.hpOp¡X$uep fp ¡X$, âcps kp¡.hpOp¡X$uep fp ¡X$, âcps kp¡.hpOp¡X$uep fp ¡X$, âcps kp¡.hpOp¡X$uep fp ¡X$, âcps kp¡. h^y hfkpv$u$ qv$hkp¡dp„ hfkpv$ b„^ \ep bpv$$ $h^y hfkpv$u$ qv$hkp¡dp„ hfkpv$ b„^ \ep bpv$$ $h^y hfkpv$u$ qv$hkp¡dp„ hfkpv$ b„^ \ep bpv$$ $h^y hfkpv$u$ qv$hkp¡dp„ hfkpv$ b„^ \ep bpv$$ $h^y hfkpv$u$ qv$hkp¡dp„ hfkpv$ b„^ \ep bpv$$ $ L$p „k Üpfp r_L$pg \i¡.L$p „k Üpfp r_L$pg \i¡.L$p „k Üpfp r_L$pg \i¡.L$p „k Üpfp r_L$pg \i¡.L$p „k Üpfp r_L$pg \i¡.

Q„Ö_NfQ„Ö_NfQ„Ö_NfQ„Ö_NfQ„Ö_Nf 6 L$gpL$ ky^u `pZu cfpe R> ¡.6 L$gpL$ ky^u `pZu cfpe R> ¡.6 L$gpL$ ky^u `pZu cfpe R> ¡.6 L$gpL$ ky^u `pZu cfpe R> ¡.6 L$gpL$ ky^u `pZu cfpe R> ¡.

5 .5 .5 .5 .5 . hpOp¡X$uep fp ¡X$, âcy_Nf kp¡.hpOp¡X$uep fp ¡X$, âcy_Nf kp¡.hpOp¡X$uep fp ¡X$, âcy_Nf kp¡.hpOp¡X$uep fp ¡X$, âcy_Nf kp¡.hpOp¡X$uep fp ¡X$, âcy_Nf kp¡. - kv$f -- kv$f -- kv$f -- kv$f -- kv$f - -kv$f--kv$f--kv$f--kv$f--kv$f-

edy_p_Nfedy_p_Nfedy_p_Nfedy_p_Nfedy_p_Nf

6 .6 .6 .6 .6 . hpOp¡X$uep fp ¡X$, âcps kp¡.hpOp¡X$uep fp ¡X$, âcps kp¡.hpOp¡X$uep fp ¡X$, âcps kp¡.hpOp¡X$uep fp ¡X$, âcps kp¡.hpOp¡X$uep fp ¡X$, âcps kp¡. ApMy Qp¡dpky `pZu fl¡ R> ¡.ApMy Qp¡dpky `pZu fl¡ R> ¡.ApMy Qp¡dpky `pZu fl¡ R> ¡.ApMy Qp¡dpky `pZu fl¡ R> ¡.ApMy Qp¡dpky `pZu fl¡ R> ¡. L$p „k Myëgp L$f¡gp R> ¡. hfkpv$u NV$f_y „ Apep¡S>_ R> ¡.L$p „k Myëgp L$f¡gp R> ¡. hfkpv$u NV$f_y „ Apep¡S>_ R> ¡.L$p „k Myëgp L$f¡gp R> ¡. hfkpv$u NV$f_y „ Apep¡S>_ R> ¡.L$p „k Myëgp L$f¡gp R> ¡. hfkpv$u NV$f_y „ Apep¡S>_ R> ¡.L$p „k Myëgp L$f¡gp R> ¡. hfkpv$u NV$f_y „ Apep¡S>_ R> ¡.

hpO¡ðfu kp¡kp.hpO¡ðfu kp¡kp.hpO¡ðfu kp¡kp.hpO¡ðfu kp¡kp.hpO¡ðfu kp¡kp. hfkpv$u L$p „k_y „ Mp¡v$pZ L$f¡g R>¡.hfkpv$u L$p „k_y „ Mp¡v$pZ L$f¡g R>¡.hfkpv$u L$p „k_y „ Mp¡v$pZ L$f¡g R>¡.hfkpv$u L$p „k_y „ Mp¡v$pZ L$f¡g R>¡.hfkpv$u L$p „k_y „ Mp¡v$pZ L$f¡g R>¡.

7 .7 .7 .7 .7 . hpOp¡X$uep fp ¡X$, S>ed„Ng kp¡.hpOp¡X$uep fp ¡X$, S>ed„Ng kp¡.hpOp¡X$uep fp ¡X$, S>ed„Ng kp¡.hpOp¡X$uep fp ¡X$, S>ed„Ng kp¡.hpOp¡X$uep fp ¡X$, S>ed„Ng kp¡. ApMy Qp¡dpky `pZu fl¡ R> ¡ApMy Qp¡dpky `pZu fl¡ R> ¡ApMy Qp¡dpky `pZu fl¡ R> ¡ApMy Qp¡dpky `pZu fl¡ R> ¡ApMy Qp¡dpky `pZu fl¡ R> ¡ L$p „k Myëgp L$f¡gp R> ¡. hfkpv$u NV$f_y „L$p „k Myëgp L$f¡gp R> ¡. hfkpv$u NV$f_y „L$p „k Myëgp L$f¡gp R> ¡. hfkpv$u NV$f_y „L$p „k Myëgp L$f¡gp R> ¡. hfkpv$u NV$f_y „L$p „k Myëgp L$f¡gp R> ¡. hfkpv$u NV$f_y „

s¡dS> cfhpX$hpks¡dS> cfhpX$hpks¡dS> cfhpX$hpks¡dS> cfhpX$hpks¡dS> cfhpX$hpk Apep ¡S>_ R> ¡.Apep ¡S>_ R> ¡.Apep ¡S>_ R> ¡.Apep ¡S>_ R> ¡.Apep ¡S>_ R> ¡.

8 .8 .8 .8 .8 . hpOp ¡X$uep fp ¡X$, îuf„NhpV$uL$p,hpOp ¡X$uep fp ¡X$, îuf„NhpV$uL$p,hpOp ¡X$uep fp ¡X$, îuf„NhpV$uL$p,hpOp ¡X$uep fp ¡X$, îuf„NhpV$uL$p,hpOp ¡X$uep fp ¡X$, îuf„NhpV$uL$p, h^y hfkpv$ `X¡$ Ðepf¡ Qfu_y „ `pZu cfpe R>¡.h^y hfkpv$ `X¡$ Ðepf¡ Qfu_y „ `pZu cfpe R>¡.h^y hfkpv$ `X¡$ Ðepf¡ Qfu_y „ `pZu cfpe R>¡.h^y hfkpv$ `X¡$ Ðepf¡ Qfu_y „ `pZu cfpe R>¡.h^y hfkpv$ `X¡$ Ðepf¡ Qfu_y „ `pZu cfpe R>¡. hfkpv$u L$p „k_y „ Mp¡v$pZ L$f¡g R>¡.hfkpv$u L$p „k_y „ Mp¡v$pZ L$f¡g R>¡.hfkpv$u L$p „k_y „ Mp¡v$pZ L$f¡g R>¡.hfkpv$u L$p „k_y „ Mp¡v$pZ L$f¡g R>¡.hfkpv$u L$p „k_y „ Mp¡v$pZ L$f¡g R>¡.

d„v$uf\u ksp^pf kp¡., ^_gÿdud„v$uf\u ksp^pf kp¡., ^_gÿdud„v$uf\u ksp^pf kp¡., ^_gÿdud„v$uf\u ksp^pf kp¡., ^_gÿdud„v$uf\u ksp^pf kp¡., ^_gÿdu

9 .9 .9 .9 .9 . hpOp¡X$uep fp ¡X$, h©v$ph_ QpfhpOp¡X$uep fp ¡X$, h©v$ph_ QpfhpOp¡X$uep fp ¡X$, h©v$ph_ QpfhpOp¡X$uep fp ¡X$, h©v$ph_ QpfhpOp¡X$uep fp ¡X$, h©v$ph_ Qpf h^y hfkpv$_p L$pfZ¡ `pZ>u cfpe R> ¡.h^y hfkpv$_p L$pfZ¡ `pZ>u cfpe R> ¡.h^y hfkpv$_p L$pfZ¡ `pZ>u cfpe R> ¡.h^y hfkpv$_p L$pfZ¡ `pZ>u cfpe R> ¡.h^y hfkpv$_p L$pfZ¡ `pZ>u cfpe R> ¡. hfkpv$u L$p „k_y „ Mp¡v$pZ L$f¡g R>¡.hfkpv$u L$p „k_y „ Mp¡v$pZ L$f¡g R>¡.hfkpv$u L$p „k_y „ Mp¡v$pZ L$f¡g R>¡.hfkpv$u L$p „k_y „ Mp¡v$pZ L$f¡g R>¡.hfkpv$u L$p „k_y „ Mp¡v$pZ L$f¡g R>¡.

fõsp\u fZR>p ¡X$`pL ® $, L „kpfu hph,fõsp\u fZR>p ¡X$`pL ® $, L „kpfu hph,fõsp\u fZR>p ¡X$`pL ® $, L „kpfu hph,fõsp\u fZR>p ¡X$`pL ® $, L „kpfu hph,fõsp\u fZR>p ¡X$`pL ® $, L „kpfu hph,

DL$pÆ_p hpX$uepDL$pÆ_p hpX$uepDL$pÆ_p hpX$uepDL$pÆ_p hpX$uepDL$pÆ_p hpX$uep

A_y¾$d `pZu ¼ep„ L¡$V$gp hMs dpV¡$ Mpgu L$fhp dpV¡$ iy„ i¡fp¡_„bf cfpe R>¡. cfpe R>¡. L$fhpdp„ Aph¡ R>¡.

1 2 3 4 5

Page 64: f hX$p¡v$fp dlp Nf‘prgL$p f

(56

)(5

6)

(56

)(5

6)

(56

)

A_y¾$d `pZu ¼ep„ L¡$V$gp hMs dpV¡$ Mpgu L$fhp dpV¡$ iy„ i¡fp¡_„bf cfpe R>¡. cfpe R>¡. L$fhpdp„ Aph¡ R>¡.

1 2 3 4 5

1 0 .1 0 .1 0 .1 0 .1 0 . hpOp¡X$uep fp ¡X$, l_ydp_ V¡ $L$fuhpOp¡X$uep fp ¡X$, l_ydp_ V¡ $L$fuhpOp¡X$uep fp ¡X$, l_ydp_ V¡ $L$fuhpOp¡X$uep fp ¡X$, l_ydp_ V¡ $L$fuhpOp¡X$uep fp ¡X$, l_ydp_ V¡ $L$fu h^y hfkpv$_p L$pfZ¡ `p>Zu cfpe R> ¡.h^y hfkpv$_p L$pfZ¡ `p>Zu cfpe R> ¡.h^y hfkpv$_p L$pfZ¡ `p>Zu cfpe R> ¡.h^y hfkpv$_p L$pfZ¡ `p>Zu cfpe R> ¡.h^y hfkpv$_p L$pfZ¡ `p>Zu cfpe R> ¡. AW$hpX$uep bpv$$ `pZu_p¡ r_L$pg \pe R> ¡.AW$hpX$uep bpv$$ `pZu_p¡ r_L$pg \pe R> ¡.AW$hpX$uep bpv$$ `pZu_p¡ r_L$pg \pe R> ¡.AW$hpX$uep bpv$$ `pZu_p¡ r_L$pg \pe R> ¡.AW$hpX$uep bpv$$ `pZu_p¡ r_L$pg \pe R> ¡.

1 1 .1 1 .1 1 .1 1 .1 1 . Ap¡dL$pf kp¡. `pR>m kyv$pdp`yfu,Ap¡dL$pf kp¡. `pR>m kyv$pdp`yfu,Ap¡dL$pf kp¡. `pR>m kyv$pdp`yfu,Ap¡dL$pf kp¡. `pR>m kyv$pdp`yfu,Ap¡dL$pf kp¡. `pR>m kyv$pdp`yfu, h^y hfkpv$$_p L$pfZ¡ `pZu cfpe R> ¡.h^y hfkpv$$_p L$pfZ¡ `pZu cfpe R> ¡.h^y hfkpv$$_p L$pfZ¡ `pZu cfpe R> ¡.h^y hfkpv$$_p L$pfZ¡ `pZu cfpe R> ¡.h^y hfkpv$$_p L$pfZ¡ `pZu cfpe R> ¡. hfkpv$u L$p „k L$f¡g R> ¡. hfkpvu NV$f dpV¡ $.hfkpv$u L$p „k L$f¡g R> ¡. hfkpvu NV$f dpV¡ $.hfkpv$u L$p „k L$f¡g R> ¡. hfkpvu NV$f dpV¡ $.hfkpv$u L$p „k L$f¡g R> ¡. hfkpvu NV$f dpV¡ $.hfkpv$u L$p „k L$f¡g R> ¡. hfkpvu NV$f dpV¡ $.

S>eA„b¡ _NfS>eA„b¡ _NfS>eA„b¡ _NfS>eA„b¡ _NfS>eA„b¡ _Nf Apf.ku.ku.`pC`p¡ _p„Mu Apep¡S>_ L$f¡g R> ¡.Apf.ku.ku.`pC`p¡ _p„Mu Apep¡S>_ L$f¡g R> ¡.Apf.ku.ku.`pC`p¡ _p„Mu Apep¡S>_ L$f¡g R> ¡.Apf.ku.ku.`pC`p¡ _p„Mu Apep¡S>_ L$f¡g R> ¡.Apf.ku.ku.`pC`p¡ _p„Mu Apep¡S>_ L$f¡g R> ¡.

1 2 .1 2 .1 2 .1 2 .1 2 . ApS>hp fp¡X$$, kpCV$ A¡ÞX$ krh®kApS>hp fp¡X$$, kpCV$ A¡ÞX$ krh®kApS>hp fp¡X$$, kpCV$ A¡ÞX$ krh®kApS>hp fp¡X$$, kpCV$ A¡ÞX$ krh®kApS>hp fp¡X$$, kpCV$ A¡ÞX$ krh®k h^y hfkpv$ `X$ ¡ MpX$pdp„ s¡dS> ApSy>bpSy>h^y hfkpv$ `X$ ¡ MpX$pdp„ s¡dS> ApSy>bpSy>h^y hfkpv$ `X$ ¡ MpX$pdp„ s¡dS> ApSy>bpSy>h^y hfkpv$ `X$ ¡ MpX$pdp„ s¡dS> ApSy>bpSy>h^y hfkpv$ `X$ ¡ MpX$pdp„ s¡dS> ApSy>bpSy> hfkpv$u L$p „k Üpfp `pZu_p¡ r_L$pg \pe R> ¡.hfkpv$u L$p „k Üpfp `pZu_p¡ r_L$pg \pe R> ¡.hfkpv$u L$p „k Üpfp `pZu_p¡ r_L$pg \pe R> ¡.hfkpv$u L$p „k Üpfp `pZu_p¡ r_L$pg \pe R> ¡.hfkpv$u L$p „k Üpfp `pZu_p¡ r_L$pg \pe R> ¡.

`pZu cfpe R> ¡.`pZu cfpe R> ¡.`pZu cfpe R> ¡.`pZu cfpe R> ¡.`pZu cfpe R> ¡.

1 3 .1 3 .1 3 .1 3 .1 3 . hpOp¡X$uep fp ¡X, fZR>p ¡X$Æ_y „ d„v$ufhpOp¡X$uep fp ¡X, fZR>p ¡X$Æ_y „ d„v$ufhpOp¡X$uep fp ¡X, fZR>p ¡X$Æ_y „ d„v$ufhpOp¡X$uep fp ¡X, fZR>p ¡X$Æ_y „ d„v$ufhpOp¡X$uep fp ¡X, fZR>p ¡X$Æ_y „ d„v$uf h^y hfkpv$$_p L$pfZ¡ `pZ>u cfpe R> ¡.h^y hfkpv$$_p L$pfZ¡ `pZ>u cfpe R> ¡.h^y hfkpv$$_p L$pfZ¡ `pZ>u cfpe R> ¡.h^y hfkpv$$_p L$pfZ¡ `pZ>u cfpe R> ¡.h^y hfkpv$$_p L$pfZ¡ `pZ>u cfpe R> ¡. _uL$ L$fu `pZu_p¡ r_L$pg L$fhpdp „ Aphi¡._uL$ L$fu `pZu_p¡ r_L$pg L$fhpdp „ Aphi¡._uL$ L$fu `pZu_p¡ r_L$pg L$fhpdp „ Aphi¡._uL$ L$fu `pZu_p¡ r_L$pg L$fhpdp „ Aphi¡._uL$ L$fu `pZu_p¡ r_L$pg L$fhpdp „ Aphi¡.

1 4 .1 4 .1 4 .1 4 .1 4 . hpOp¡X$uep fp ¡X$, _pg„v$p õgdhpOp¡X$uep fp ¡X$, _pg„v$p õgdhpOp¡X$uep fp ¡X$, _pg„v$p õgdhpOp¡X$uep fp ¡X$, _pg„v$p õgdhpOp¡X$uep fp ¡X$, _pg„v$p õgd L$pQp cpNdp„ MpX$p lp¡C ApMy „ Qp¡dpkyL$pQp cpNdp„ MpX$p lp¡C ApMy „ Qp¡dpkyL$pQp cpNdp„ MpX$p lp¡C ApMy „ Qp¡dpkyL$pQp cpNdp„ MpX$p lp¡C ApMy „ Qp¡dpkyL$pQp cpNdp„ MpX$p lp¡C ApMy „ Qp¡dpky hfkpv$u `pC`p¡ _p„Mu L$p „k Üpfp r_L$pg \i¡.hfkpv$u `pC`p¡ _p„Mu L$p „k Üpfp r_L$pg \i¡.hfkpv$u `pC`p¡ _p„Mu L$p „k Üpfp r_L$pg \i¡.hfkpv$u `pC`p¡ _p„Mu L$p „k Üpfp r_L$pg \i¡.hfkpv$u `pC`p¡ _p„Mu L$p „k Üpfp r_L$pg \i¡.

L$hpV$k® `pk¡L$hpV$k® `pk¡L$hpV$k® `pk¡L$hpV$k® `pk¡L$hpV$k® `pk¡ `pZu cfpe R> ¡.`pZu cfpe R> ¡.`pZu cfpe R> ¡.`pZu cfpe R> ¡.`pZu cfpe R> ¡.

1 5 .1 5 .1 5 .1 5 .1 5 . `pZuN¡V$ blpf, `¡V²p ¡g`„``pZuN¡V$ blpf, `¡V²p ¡g`„``pZuN¡V$ blpf, `¡V²p ¡g`„``pZuN¡V$ blpf, `¡V²p ¡g`„``pZuN¡V$ blpf, `¡V²p ¡g`„` MpX$p lp ¡C `pZu cfpe fl¡ R> ¡.MpX$p lp ¡C `pZu cfpe fl¡ R> ¡.MpX$p lp ¡C `pZu cfpe fl¡ R> ¡.MpX$p lp ¡C `pZu cfpe fl¡ R> ¡.MpX$p lp ¡C `pZu cfpe fl¡ R> ¡. hfkpv$u NV$fdp „ r_L$pg L$fhpdp „ Aph¡ R> ¡.hfkpv$u NV$fdp „ r_L$pg L$fhpdp „ Aph¡ R> ¡.hfkpv$u NV$fdp „ r_L$pg L$fhpdp „ Aph¡ R> ¡.hfkpv$u NV$fdp „ r_L$pg L$fhpdp „ Aph¡ R> ¡.hfkpv$u NV$fdp „ r_L$pg L$fhpdp „ Aph¡ R> ¡.

`pR>m_p¡ rhõspf`pR>m_p¡ rhõspf`pR>m_p¡ rhõspf`pR>m_p¡ rhõspf`pR>m_p¡ rhõspf

1 6 .1 6 .1 6 .1 6 .1 6 . NZ¡i_Nf Ty „`X$`Ë$uNZ¡i_Nf Ty „`X$`Ë$uNZ¡i_Nf Ty „`X$`Ë$uNZ¡i_Nf Ty „`X$`Ë$uNZ¡i_Nf Ty „`X$`Ë$u hfkpv$_p `pZu_u AphL$ \sp MpX$pdp „hfkpv$_p `pZu_u AphL$ \sp MpX$pdp „hfkpv$_p `pZu_u AphL$ \sp MpX$pdp „hfkpv$_p `pZu_u AphL$ \sp MpX$pdp „hfkpv$_p `pZu_u AphL$ \sp MpX$pdp „ _uL$ Üpfp r_L$pg L$fhpdp „ Aphi¡._uL$ Üpfp r_L$pg L$fhpdp „ Aphi¡._uL$ Üpfp r_L$pg L$fhpdp „ Aphi¡._uL$ Üpfp r_L$pg L$fhpdp „ Aphi¡._uL$ Üpfp r_L$pg L$fhpdp „ Aphi¡.

(_p_u bp`p¡v$ $ `pk¡)(_p_u bp`p¡v$ $ `pk¡)(_p_u bp`p¡v$ $ `pk¡)(_p_u bp`p¡v$ $ `pk¡)(_p_u bp`p¡v$ $ `pk¡) `pZu cfpe R> ¡.`pZu cfpe R> ¡.`pZu cfpe R> ¡.`pZu cfpe R> ¡.`pZu cfpe R> ¡.

1 7 .1 7 .1 7 .1 7 .1 7 . dlphuf Qpf fõsp, gpX$ ch_dlphuf Qpf fõsp, gpX$ ch_dlphuf Qpf fõsp, gpX$ ch_dlphuf Qpf fõsp, gpX$ ch_dlphuf Qpf fõsp, gpX$ ch_ h^y hfkpv$$ \sp„ `pZu_u AphL$ \sph^y hfkpv$$ \sp„ `pZu_u AphL$ \sph^y hfkpv$$ \sp„ `pZu_u AphL$ \sph^y hfkpv$$ \sp„ `pZu_u AphL$ \sph^y hfkpv$$ \sp„ `pZu_u AphL$ \sp hfkpv$u NV$fdp„\u `pZu_p¡ kpdpÞe hfkpv$dp „hfkpv$u NV$fdp„\u `pZu_p¡ kpdpÞe hfkpv$dp „hfkpv$u NV$fdp„\u `pZu_p¡ kpdpÞe hfkpv$dp „hfkpv$u NV$fdp„\u `pZu_p¡ kpdpÞe hfkpv$dp „hfkpv$u NV$fdp„\u `pZu_p¡ kpdpÞe hfkpv$dp „

kpd¡, i]Np¡X$p Qpf fõspkpd¡, i]Np¡X$p Qpf fõspkpd¡, i]Np¡X$p Qpf fõspkpd¡, i]Np¡X$p Qpf fõspkpd¡, i]Np¡X$p Qpf fõsp 1 qv$hk `pZu cfpe R> ¡.1 qv$hk `pZu cfpe R> ¡.1 qv$hk `pZu cfpe R> ¡.1 qv$hk `pZu cfpe R> ¡.1 qv$hk `pZu cfpe R> ¡. r_L$pg \i¡. h^y hfkpv$dp „ L¡ $V$gp¡L$ kder_L$pg \i¡. h^y hfkpv$dp „ L¡ $V$gp¡L$ kder_L$pg \i¡. h^y hfkpv$dp „ L¡ $V$gp¡L$ kder_L$pg \i¡. h^y hfkpv$dp „ L¡ $V$gp¡L$ kder_L$pg \i¡. h^y hfkpv$dp „ L¡ $V$gp¡L$ kde

`pZu cfpe fl¡hp k„ch R>¡.`pZu cfpe fl¡hp k„ch R>¡.`pZu cfpe fl¡hp k„ch R>¡.`pZu cfpe fl¡hp k„ch R>¡.`pZu cfpe fl¡hp k„ch R>¡.

1 8 .1 8 .1 8 .1 8 .1 8 . _hÆh_ kp¡kpeV$u _pL¡ $,_hÆh_ kp¡kpeV$u _pL¡ $,_hÆh_ kp¡kpeV$u _pL¡ $,_hÆh_ kp¡kpeV$u _pL¡ $,_hÆh_ kp¡kpeV$u _pL¡ $, `pZu_u h^y AphL$ \sp L$p „kdp„ k`pV$u Ap¡R>u \sp`pZu_u h^y AphL$ \sp L$p „kdp„ k`pV$u Ap¡R>u \sp`pZu_u h^y AphL$ \sp L$p „kdp„ k`pV$u Ap¡R>u \sp`pZu_u h^y AphL$ \sp L$p „kdp„ k`pV$u Ap¡R>u \sp`pZu_u h^y AphL$ \sp L$p „kdp„ k`pV$u Ap¡R>u \sp

lpDk]N bp¡X® $ `pk¡lpDk]N bp¡X® $ `pk¡lpDk]N bp¡X® $ `pk¡lpDk]N bp¡X® $ `pk¡lpDk]N bp¡X® $ `pk¡ `pZu_p¡ r_L$pg \pe R> ¡. MpX$pdp „ `pZu cpfe R> ¡.`pZu_p¡ r_L$pg \pe R> ¡. MpX$pdp „ `pZu cpfe R> ¡.`pZu_p¡ r_L$pg \pe R> ¡. MpX$pdp „ `pZu cpfe R> ¡.`pZu_p¡ r_L$pg \pe R> ¡. MpX$pdp „ `pZu cpfe R> ¡.`pZu_p¡ r_L$pg \pe R> ¡. MpX$pdp „ `pZu cpfe R> ¡.

1 9 .1 9 .1 9 .1 9 .1 9 . AM„X$ Ap_„v$ kp¡kpeV$uAM„X$ Ap_„v$ kp¡kpeV$uAM„X$ Ap_„v$ kp¡kpeV$uAM„X$ Ap_„v$ kp¡kpeV$uAM„X$ Ap_„v$ kp¡kpeV$u h^y hfkpv$$ `X$sp `pZu cfpe R>¡. b¡ qv$hk ky^u fl¡ R> ¡.h^y hfkpv$$ `X$sp `pZu cfpe R>¡. b¡ qv$hk ky^u fl¡ R> ¡.h^y hfkpv$$ `X$sp `pZu cfpe R>¡. b¡ qv$hk ky^u fl¡ R> ¡.h^y hfkpv$$ `X$sp `pZu cfpe R>¡. b¡ qv$hk ky^u fl¡ R> ¡.h^y hfkpv$$ `X$sp `pZu cfpe R>¡. b¡ qv$hk ky^u fl¡ R> ¡.

hluhV$u hp¡X®$ _„bf-10

1 .1 .1 .1 .1 . k„‘sfph L$p ¡gp¡“uk„‘sfph L$p ¡gp¡“uk„‘sfph L$p ¡gp¡“uk„‘sfph L$p ¡gp¡“uk„‘sfph L$p ¡gp¡“u 2 ’u 3 L $gpL $2 ’u 3 L $gpL $2 ’u 3 L $gpL $2 ’u 3 L $gpL $2 ’u 3 L $gpL $ d¡“lp ¡g Üpfpd¡“lp ¡g Üpfpd¡“lp ¡g Üpfpd¡“lp ¡g Üpfpd¡“lp ¡g Üpfp

2 .2 .2 .2 .2 . kfL$uV$ lpDkkfL$uV$ lpDkkfL$uV$ lpDkkfL$uV$ lpDkkfL$uV$ lpDk 2 ’u 3 L $gpL $2 ’u 3 L $gpL $2 ’u 3 L $gpL $2 ’u 3 L $gpL $2 ’u 3 L $gpL $ d¡“lp ¡g Üpfpd¡“lp ¡g Üpfpd¡“lp ¡g Üpfpd¡“lp ¡g Üpfpd¡“lp ¡g Üpfp

3 .3 .3 .3 .3 . ApL£$V$ ‘pk¡ApL£$V$ ‘pk¡ApL£$V$ ‘pk¡ApL£$V$ ‘pk¡ApL£$V$ ‘pk¡ 2 ’u 3 L $gpL $2 ’u 3 L $gpL $2 ’u 3 L $gpL $2 ’u 3 L $gpL $2 ’u 3 L $gpL $ d¡“lp ¡g Üpfpd¡“lp ¡g Üpfpd¡“lp ¡g Üpfpd¡“lp ¡g Üpfpd¡“lp ¡g Üpfp

4 .4 .4 .4 .4 . bp¡çb¡ ip¡‘]N k¡ÞV$fbp¡çb¡ ip¡‘]N k¡ÞV$fbp¡çb¡ ip¡‘]N k¡ÞV$fbp¡çb¡ ip¡‘]N k¡ÞV$fbp¡çb¡ ip¡‘]N k¡ÞV$f 2 ’u 3 L $gpL $2 ’u 3 L $gpL $2 ’u 3 L $gpL $2 ’u 3 L $gpL $2 ’u 3 L $gpL $ d¡“lp ¡g Üpfpd¡“lp ¡g Üpfpd¡“lp ¡g Üpfpd¡“lp ¡g Üpfpd¡“lp ¡g Üpfp

5 .5 .5 .5 .5 . s¡S> õL|$g ‘pk¡s¡S> õL|$g ‘pk¡s¡S> õL|$g ‘pk¡s¡S> õL|$g ‘pk¡s¡S> õL|$g ‘pk¡ 2 ’u 3 L $gpL $2 ’u 3 L $gpL $2 ’u 3 L $gpL $2 ’u 3 L $gpL $2 ’u 3 L $gpL $ d¡“lp ¡g Üpfpd¡“lp ¡g Üpfpd¡“lp ¡g Üpfpd¡“lp ¡g Üpfpd¡“lp ¡g Üpfp

Page 65: f hX$p¡v$fp dlp Nf‘prgL$p f

(57

)(5

7)

(57

)(5

7)

(57

)

A_y¾$d `pZu ¼ep„ L¡$V$gp hMs dpV¡$ Mpgu L$fhp dpV¡$ iy„ i¡fp¡_„bf cfpe R>¡. cfpe R>¡. L$fhpdp„ Aph¡ R>¡.

1 2 3 4 5

6 .6 .6 .6 .6 . ApÐdS>ep¡su d„qv$f ‘pk¡ApÐdS>ep¡su d„qv$f ‘pk¡ApÐdS>ep¡su d„qv$f ‘pk¡ApÐdS>ep¡su d„qv$f ‘pk¡ApÐdS>ep¡su d„qv$f ‘pk¡ 2 ’u 3 L $gpL $2 ’u 3 L $gpL $2 ’u 3 L $gpL $2 ’u 3 L $gpL $2 ’u 3 L $gpL $ d¡“lp ¡g Üpfpd¡“lp ¡g Üpfpd¡“lp ¡g Üpfpd¡“lp ¡g Üpfpd¡“lp ¡g Üpfp

7 .7 .7 .7 .7 . ApQpe®“u lp¡[õ‘V$g ‘pk¡ApQpe®“u lp¡[õ‘V$g ‘pk¡ApQpe®“u lp¡[õ‘V$g ‘pk¡ApQpe®“u lp¡[õ‘V$g ‘pk¡ApQpe®“u lp¡[õ‘V$g ‘pk¡ 2 ’u 3 L $gpL $2 ’u 3 L $gpL $2 ’u 3 L $gpL $2 ’u 3 L $gpL $2 ’u 3 L $gpL $ hfkpv$u L$p „k Üpfphfkpv$u L$p „k Üpfphfkpv$u L$p „k Üpfphfkpv$u L$p „k Üpfphfkpv$u L$p „k Üpfp

8 .8 .8 .8 .8 . Np ¡fhpNp ¡fhpNp ¡fhpNp ¡fhpNp ¡fhp 2 ’u 3 L $gpL $2 ’u 3 L $gpL $2 ’u 3 L $gpL $2 ’u 3 L $gpL $2 ’u 3 L $gpL $ Np ¡fhp Npd smphdp„Np ¡fhp Npd smphdp„Np ¡fhp Npd smphdp„Np ¡fhp Npd smphdp„Np ¡fhp Npd smphdp„

9 .9 .9 .9 .9 . lpBV¡ $Þi“ Qpf fõsplpBV¡ $Þi“ Qpf fõsplpBV¡ $Þi“ Qpf fõsplpBV¡ $Þi“ Qpf fõsplpBV¡ $Þi“ Qpf fõsp 2 ’u 3 L $gpL $2 ’u 3 L $gpL $2 ’u 3 L $gpL $2 ’u 3 L $gpL $2 ’u 3 L $gpL $ hfkpv$u L$p „k Üpfphfkpv$u L$p „k Üpfphfkpv$u L$p „k Üpfphfkpv$u L$p „k Üpfphfkpv$u L$p „k Üpfp

1 0 .1 0 .1 0 .1 0 .1 0 . Np¡ëX$“ rkëhf ‘pk¡Np ¡ëX$“ rkëhf ‘pk¡Np ¡ëX$“ rkëhf ‘pk¡Np ¡ëX$“ rkëhf ‘pk¡Np ¡ëX$“ rkëhf ‘pk¡ 2 ’u 3 L $gpL $2 ’u 3 L $gpL $2 ’u 3 L $gpL $2 ’u 3 L $gpL $2 ’u 3 L $gpL $ d¡“lp ¡g Üpfpd¡“lp ¡g Üpfpd¡“lp ¡g Üpfpd¡“lp ¡g Üpfpd¡“lp ¡g Üpfp

1 1 .1 1 .1 1 .1 1 .1 1 . L$ph¡fu rÓh¡Zu fp ¡X$L$ph¡fu rÓh¡Zu fp ¡X$L$ph¡fu rÓh¡Zu fp ¡X$L$ph¡fu rÓh¡Zu fp ¡X$L$ph¡fu rÓh¡Zu fp ¡X$ 2 ’u 5 L $gpL $2 ’u 5 L $gpL $2 ’u 5 L $gpL $2 ’u 5 L $gpL $2 ’u 5 L $gpL $ d¡“lp ¡g Üpfpd¡“lp ¡g Üpfpd¡“lp ¡g Üpfpd¡“lp ¡g Üpfpd¡“lp ¡g Üpfp

1 2 .1 2 .1 2 .1 2 .1 2 . ApB. V$u. ApB. Np ¡fhpApB. V$u. ApB. Np ¡fhpApB. V$u. ApB. Np ¡fhpApB. V$u. ApB. Np ¡fhpApB. V$u. ApB. Np ¡fhp 2 ’u 3 L $gpL $2 ’u 3 L $gpL $2 ’u 3 L $gpL $2 ’u 3 L $gpL $2 ’u 3 L $gpL $ hfkpv$u L$p „k Üpfphfkpv$u L$p „k Üpfphfkpv$u L$p „k Üpfphfkpv$u L$p „k Üpfphfkpv$u L$p „k Üpfp

1 3 .1 3 .1 3 .1 3 .1 3 . N¡X$p kL®$g Np¡fhp fp ¡X$N¡X$p kL®$g Np¡fhp fp ¡X$N¡X$p kL®$g Np¡fhp fp ¡X$N¡X$p kL®$g Np¡fhp fp ¡X$N¡X$p kL®$g Np¡fhp fp ¡X$ 2 ’u 3 L $gpL $2 ’u 3 L $gpL $2 ’u 3 L $gpL $2 ’u 3 L $gpL $2 ’u 3 L $gpL $ hfkpv$u L$p „k Üpfphfkpv$u L$p „k Üpfphfkpv$u L$p „k Üpfphfkpv$u L$p „k Üpfphfkpv$u L$p „k Üpfp

1 4 .1 4 .1 4 .1 4 .1 4 . A¡g¡çbuL$ L$p ¡gp ¡“u“p “pL¡ $ Np¡fhpA¡g¡çbuL$ L$p ¡gp ¡“u“p “pL¡ $ Np¡fhpA¡g¡çbuL$ L$p ¡gp ¡“u“p “pL¡ $ Np¡fhpA¡g¡çbuL$ L$p ¡gp ¡“u“p “pL¡ $ Np¡fhpA¡g¡çbuL$ L$p ¡gp ¡“u“p “pL¡ $ Np¡fhp 2 ’u 3 L $gpL $2 ’u 3 L $gpL $2 ’u 3 L $gpL $2 ’u 3 L $gpL $2 ’u 3 L $gpL $ hfkpv$u L$p „k Üpfphfkpv$u L$p „k Üpfphfkpv$u L$p „k Üpfphfkpv$u L$p „k Üpfphfkpv$u L$p „k Üpfp

1 5 .1 5 .1 5 .1 5 .1 5 . fpd¡ðf d„qv$f fp ¡X$fpd¡ðf d„qv$f fp ¡X$fpd¡ðf d„qv$f fp ¡X$fpd¡ðf d„qv$f fp ¡X$fpd¡ðf d„qv$f fp ¡X$ 2 ’u 3 L $gpL $2 ’u 3 L $gpL $2 ’u 3 L $gpL $2 ’u 3 L $gpL $2 ’u 3 L $gpL $ hfkpv$u L$p „k Üpfphfkpv$u L$p „k Üpfphfkpv$u L$p „k Üpfphfkpv$u L$p „k Üpfphfkpv$u L$p „k Üpfp

1 6 .1 6 .1 6 .1 6 .1 6 . kdsp fp ¡X$kdsp fp ¡X$kdsp fp ¡X$kdsp fp ¡X$kdsp fp ¡X$

1 7 .1 7 .1 7 .1 7 .1 7 . Np¡Óu d¡B“ fp ¡X$Np ¡Óu d¡B“ fp ¡X$Np ¡Óu d¡B“ fp ¡X$Np ¡Óu d¡B“ fp ¡X$Np ¡Óu d¡B“ fp ¡X$ ApMy Qp¡dpky„ApMy Qp¡dpky„ApMy Qp¡dpky„ApMy Qp¡dpky„ApMy Qp¡dpky„ L$p „k Üpfp Np¡Óu Npd smphdp„ Åe R> ¡.L$p „k Üpfp Np¡Óu Npd smphdp„ Åe R> ¡.L$p „k Üpfp Np¡Óu Npd smphdp„ Åe R> ¡.L$p „k Üpfp Np¡Óu Npd smphdp„ Åe R> ¡.L$p „k Üpfp Np¡Óu Npd smphdp„ Åe R> ¡.

1 8 .1 8 .1 8 .1 8 .1 8 . QL$gu kL®$g ‘pk¡QL$gu kL®$g ‘pk¡QL$gu kL®$g ‘pk¡QL$gu kL®$g ‘pk¡QL$gu kL®$g ‘pk¡

1 9 .1 9 .1 9 .1 9 .1 9 . Ly „ $S> kp¡kpeV$uLy „ $S> kp¡kpeV$uLy „ $S> kp¡kpeV$uLy „ $S> kp¡kpeV$uLy „ $S> kp¡kpeV$u 2 ’u 3 L $gpL $2 ’u 3 L $gpL $2 ’u 3 L $gpL $2 ’u 3 L $gpL $2 ’u 3 L $gpL $ hfkpv$u NV$fdp „ Åe R> ¡.hfkpv$u NV$fdp „ Åe R> ¡.hfkpv$u NV$fdp „ Åe R> ¡.hfkpv$u NV$fdp „ Åe R> ¡.hfkpv$u NV$fdp „ Åe R> ¡.

2 0 .2 0 .2 0 .2 0 .2 0 . lfuAp ¡d“NflfuAp ¡d“NflfuAp ¡d“NflfuAp ¡d“NflfuAp ¡d“Nf A¡L$ qv$hkA¡L$ qv$hkA¡L$ qv$hkA¡L$ qv$hkA¡L$ qv$hk d¡“lp ¡g Üpfpd¡“lp ¡g Üpfpd¡“lp ¡g Üpfpd¡“lp ¡g Üpfpd¡“lp ¡g Üpfp

2 1 .2 1 .2 1 .2 1 .2 1 . f¡kL$p¡j® Y¡$‘p¡ ‘pk¡f¡kL$p¡j® Y¡$‘p¡ ‘pk¡f¡kL$p¡j® Y¡$‘p¡ ‘pk¡f¡kL$p¡j® Y¡$‘p¡ ‘pk¡f¡kL$p¡j® Y¡$‘p¡ ‘pk¡ A¡L$ qv$hkA¡L$ qv$hkA¡L$ qv$hkA¡L$ qv$hkA¡L$ qv$hk hfkpv$u NV$f b“phhp“u S>ê$fu R> ¡.hfkpv$u NV$f b“phhp“u S>ê$fu R> ¡.hfkpv$u NV$f b“phhp“u S>ê$fu R> ¡.hfkpv$u NV$f b“phhp“u S>ê$fu R> ¡.hfkpv$u NV$f b“phhp“u S>ê$fu R> ¡.

2 2 .2 2 .2 2 .2 2 .2 2 . kycp“‘yfp Npd ‘pR>m“p T| „‘X$p „kycp“‘yfp Npd ‘pR>m“p T| „‘X$p „kycp“‘yfp Npd ‘pR>m“p T| „‘X$p „kycp“‘yfp Npd ‘pR>m“p T| „‘X$p „kycp“‘yfp Npd ‘pR>m“p T| „‘X$p „ Ar“ròs dyv$sAr“ròs dyv$sAr“ròs dyv$sAr“ròs dyv$sAr“ròs dyv$s ApSy>bpSy> kp¡kpeV$u ’hp’u ‘pZu“p¡ r“L$pg “’u.ApSy>bpSy> kp¡kpeV$u ’hp’u ‘pZu“p¡ r“L$pg “’u.ApSy>bpSy> kp¡kpeV$u ’hp’u ‘pZu“p¡ r“L$pg “’u.ApSy>bpSy> kp¡kpeV$u ’hp’u ‘pZu“p¡ r“L$pg “’u.ApSy>bpSy> kp¡kpeV$u ’hp’u ‘pZu“p¡ r“L$pg “’u.

2 3 .2 3 .2 3 .2 3 .2 3 . AgL$p‘yfu Nf“pmy „AgL$p‘yfu Nf“pmy „AgL$p‘yfu Nf“pmy „AgL$p‘yfu Nf“pmy „AgL$p‘yfu Nf“pmy „ 4 ’u 5 L $gpL $4 ’u 5 L $gpL $4 ’u 5 L $gpL $4 ’u 5 L $gpL $4 ’u 5 L $gpL $ hfkpv$u NV$f L$p „khfkpv$u NV$f L$p „khfkpv$u NV$f L$p „khfkpv$u NV$f L$p „khfkpv$u NV$f L$p „k

hluhV$u hp¡X®$ _„bf-11

1 .1 .1 .1 .1 . Nv$p‘yfp Npddp„ Aph¡g Ty „‘X$p ‘pk¡Nv$p‘yfp Npddp„ Aph¡g Ty „‘X$p ‘pk¡Nv$p‘yfp Npddp„ Aph¡g Ty „‘X$p ‘pk¡Nv$p‘yfp Npddp„ Aph¡g Ty „‘X$p ‘pk¡Nv$p‘yfp Npddp„ Aph¡g Ty „‘X$p ‘pk¡

2 .2 .2 .2 .2 . kh¥ep“Nfkh¥ep“Nfkh¥ep“Nfkh¥ep“Nfkh¥ep“Nf

3 .3 .3 .3 .3 . kyv$pdp“Nfkyv$pdp“Nfkyv$pdp“Nfkyv$pdp“Nfkyv$pdp“Nf

4 .4 .4 .4 .4 . g¡ÞX$dpL® $ rbëX$]N ‘pk¡ Np¡Óu fp ¡X$g¡ÞX$dpL® $ rbëX$]N ‘pk¡ Np¡Óu fp ¡X$g¡ÞX$dpL® $ rbëX$]N ‘pk¡ Np¡Óu fp ¡X$g¡ÞX$dpL® $ rbëX$]N ‘pk¡ Np¡Óu fp ¡X$g¡ÞX$dpL® $ rbëX$]N ‘pk¡ Np¡Óu fp ¡X$

Page 66: f hX$p¡v$fp dlp Nf‘prgL$p f

(58

)(5

8)

(58

)(5

8)

(58

)

A_y¾$d `pZu ¼ep„ L¡$V$gp hMs dpV¡$ Mpgu L$fhp dpV¡$ iy„ i¡fp¡_„bf cfpe R>¡. cfpe R>¡. L$fhpdp„ Aph¡ R>¡.

1 2 3 4 5

5 .5 .5 .5 .5 . fpdv$ ¡h“Nffpdv$ ¡h“Nffpdv$ ¡h“Nffpdv$ ¡h“Nffpdv$ ¡h“Nf

6 .6 .6 .6 .6 . sp„v$gÅ L$pmu sgphX$usp „v$gÅ L$pmu sgphX$usp „v$gÅ L$pmu sgphX$usp „v$gÅ L$pmu sgphX$usp „v$gÅ L$pmu sgphX$u

7 .7 .7 .7 .7 . Myíby“Nf, fl¡ds“Nf, sp „v$gÅMyíby“Nf, fl¡ds“Nf, sp „v$gÅMyíby“Nf, fl¡ds“Nf, sp „v$gÅMyíby“Nf, fl¡ds“Nf, sp „v$gÅMyíby“Nf, fl¡ds“Nf, sp „v$gÅ

8 .8 .8 .8 .8 . “hu“Nfu, sp „v$gÅ“hu“Nfu, sp „v$gÅ“hu“Nfu, sp „v$gÅ“hu“Nfu, sp „v$gÅ“hu“Nfu, sp „v$gÅ

9 .9 .9 .9 .9 . v$ ¡h“Nf’u hpkZp smphv$ ¡h“Nf’u hpkZp smphv$ ¡h“Nf’u hpkZp smphv$ ¡h“Nf’u hpkZp smphv$ ¡h“Nf’u hpkZp smph

1 0 .1 0 .1 0 .1 0 .1 0 . k„srhlpf kp¡kpeV$u, hpkZp fp¡X$k„srhlpf kp¡kpeV$u, hpkZp fp¡X$k„srhlpf kp¡kpeV$u, hpkZp fp¡X$k„srhlpf kp¡kpeV$u, hpkZp fp¡X$k„srhlpf kp¡kpeV$u, hpkZp fp¡X$

1 1 .1 1 .1 1 .1 1 .1 1 . ê$‘g ‘pL®$ kp¡kpeV$u ‘pk¡ê$‘g ‘pL®$ kp¡kpeV$u ‘pk¡ê$‘g ‘pL®$ kp¡kpeV$u ‘pk¡ê$‘g ‘pL®$ kp¡kpeV$u ‘pk¡ê$‘g ‘pL®$ kp¡kpeV$u ‘pk¡

1 2 .1 2 .1 2 .1 2 .1 2 . Np¡Óu d¡B“ fp ¡X$’u Np¡L y $g“NfNp¡Óu d¡B“ fp ¡X$’u Np¡L y $g“NfNp¡Óu d¡B“ fp ¡X$’u Np¡L y $g“NfNp¡Óu d¡B“ fp ¡X$’u Np¡L y $g“NfNp¡Óu d¡B“ fp ¡X$’u Np¡L y $g“Nf

1 3 .1 3 .1 3 .1 3 .1 3 . L$d®S>ep¡s fpd¡ðf õLy $g’u ê$‘g ‘pL® $L$d®S>ep¡s fpd¡ðf õLy $g’u ê$‘g ‘pL® $L$d®S>ep¡s fpd¡ðf õLy $g’u ê$‘g ‘pL® $L$d®S>ep¡s fpd¡ðf õLy $g’u ê$‘g ‘pL® $L$d®S>ep¡s fpd¡ðf õLy $g’u ê$‘g ‘pL® $

1 4 .1 4 .1 4 .1 4 .1 4 . “h“p’ kp¡kpeV$u ‘pk¡“h“p’ kp¡kpeV$u ‘pk¡“h“p’ kp¡kpeV$u ‘pk¡“h“p’ kp¡kpeV$u ‘pk¡“h“p’ kp¡kpeV$u ‘pk¡

1 5 .1 5 .1 5 .1 5 .1 5 . ‘„Qpd©s L$ë‘h©n ‘pk¡‘„Qpd©s L$ë‘h©n ‘pk¡‘„Qpd©s L$ë‘h©n ‘pk¡‘„Qpd©s L$ë‘h©n ‘pk¡‘„Qpd©s L$ë‘h©n ‘pk¡

Page 67: f hX$p¡v$fp dlp Nf‘prgL$p f

L$g¡L$V$f L$Q

¡fu Üpfp

kfL$pfu D

`e

p¡N d

pV¡$s

¥epf L$fh

pdp„ A

ph¡g

yqõsL$pd

p„\u

dl

p_N

f‘prg

L$p_¡

D`

ep¡N

u dprl

su M

`

|fsp¡ D

spfp¡

Page 68: f hX$p¡v$fp dlp Nf‘prgL$p f
Page 69: f hX$p¡v$fp dlp Nf‘prgL$p f

(61

)(6

1)

(61

)(6

1)

(61

)

õV¡$V$ L„V²$p¡gê$d - Np„u_N

f1

.1

.1

.1

.1

.A

r^L$ dy¿e k

rQhî

u (dl¡kyg

)A

r^L$ dy¿e k

rQhî

u (dl¡kyg

)A

r^L$ dy¿e k

rQhî

u (dl¡kyg

)A

r^L$ dy¿e k

rQhî

u (dl¡kyg

)A

r^L$ dy¿e k

rQhî

u (dl¡kyg

)0

79

07

90

79

07

90

79

2325150123251501232515012325150123251501

-- ----- ---

2325150323251503232515032325150323251503

2.

2.

2.

2.

2.

fpls L$rdí_

fîu

fpls L$rdí_

fîu

fpls L$rdí_

fîu

fpls L$rdí_

fîu

fpls L$rdí_

fîu

07

90

79

07

90

79

07

92325748923257489232574892325748923257489

-- ---2325156823251568232515682325156823251568

3.

3.

3.

3.

3.

fpls r_

epdL$îu

fpls r_

epdL$îu

fpls r_

epdL$îu

fpls r_

epdL$îu

fpls r_

epdL$îu

07

90

79

07

90

79

07

92325158023251580232515802325158023251580

-- ---4

.4

.4

.4

.4

.õV¡$V L„V²$p¡g

L$nõV¡$V L„V²$p¡g

L$nõV¡$V L„V²$p¡g

L$nõV¡$V L„V²$p¡g

L$nõV¡$V L„V²$p¡g

L$n0

79

07

90

79

07

90

79

2325190023251900232519002325190023251900

-- ---1

07

71

07

71

07

71

07

71

07

7240

303

24030

3240

303

24030

3240

303

5.

5.

5.

5.

5.

L$dpÞX$uN

Ap¡auk

fL$dpÞX$uN

A

p¡aukf

L$dpÞX$uN

Ap¡auk

fL$dpÞX$uN

A

p¡aukf

L$dpÞX$uN

Ap¡auk

f0

26

50

26

50

26

50

26

50

26

526437642643764264376426437642643764

-- ---25

1916

2519

1625

1916

2519

1625

1916

521/107, A

¡. X$u. fÆd¡ÞV$

521/107, A

¡. X$u. fÆd¡ÞV$

521/107, A

¡. X$u. fÆd¡ÞV$

521/107, A

¡. X$u. fÆd¡ÞV$

521/107, A

¡. X$u. fÆd¡ÞV$

C/o

. 56, A¡. `u. A

p¡. hX$p¡v$fp. 56, A

¡. `u. Ap¡. hX$p¡v$fp.

56, A¡. `u. A

p¡. hX$p¡v$fp. 56, A

¡. `u. Ap¡. hX$p¡v$fp.

56, A¡. `u. A

p¡. hX$p¡v$fp.6

.6

.6

.6

.6

.r_

epdL$îu lhpdp_

Mpsy„, A

dv$phpv$$r_

epdL$îu lhpdp_

Mpsy„, A

dv$phpv$$r_

epdL$îu lhpdp_

Mpsy„, A

dv$phpv$$r_

epdL$îu lhpdp_

Mpsy„, A

dv$phpv$$r_

epdL$îu lhpdp_

Mpsy„, A

dv$phpv$$0

79

07

90

79

07

90

79

2285802022858020228580202285802022858020

-- ---2286516522865165228651652286516522865165

2286516522865165228651652286516522865165

7.

7.

7.

7.

7.

krQ

hîu, _

d®vp S>mk

„‘rs A“

¡ hp¡V$f fukp¡k

® A¡ÞX$,

krQ

hîu, _

d®vp S>mk

„‘rs A“

¡ hp¡V$f fukp¡k

® A¡ÞX$,

krQ

hîu, _

d®vp S>mk

„‘rs A“

¡ hp¡V$f fukp¡k

® A¡ÞX$,

krQ

hîu, _

d®vp S>mk

„‘rs A“

¡ hp¡V$f fukp¡k

® A¡ÞX$,

krQ

hîu, _

d®vp S>mk

„‘rs A“

¡ hp¡V$f fukp¡k

® A¡ÞX$,

07

90

79

07

90

79

07

92325170323251703232517032325170323251703

-- ---2325421623254216232542162325421623254216

hp¡V$f k

àgpe

X$u`pV®$d¡ÞV$hp¡V$f

kàg

pe X$u`pV®$d¡ÞV$

hp¡V$f k

àgpe

X$u`pV®$d¡ÞV$hp¡V$f

kàg

pe X$u`pV®$d¡ÞV$

hp¡V$f k

àgpe

X$u`pV®$d¡ÞV$Æ

ëgp_p AN

Ðe_p V¡$guap¡_ _„bfp¡_u epv$u

1.

1.

1.

1.

1.

L$g¡¼V$fî

u,L$g

¡¼V$fîu,

L$g¡¼V$fî

u,L$g

¡¼V$fîu,

L$g¡¼V$fî

u,0

26

50

26

50

26

50

26

50

26

5243430

0243430

0243430

0243430

0243430

0-- ---

243109

324310

93

243109

324310

93

243109

3hX$p¡v$fp A

_¡ X$uõV²$u¼V$ d¡Æ

õV²¡$V$, hX$p¡v$fp.hX$p¡v$fp A

_¡ X$uõV²$u¼V$ d¡Æ

õV²¡$V$, hX$p¡v$fp.hX$p¡v$fp A

_¡ X$uõV²$u¼V$ d¡Æ

õV²¡$V$, hX$p¡v$fp.hX$p¡v$fp A

_¡ X$uõV²$u¼V$ d¡Æ

õV²¡$V$, hX$p¡v$fp.hX$p¡v$fp A

_¡ X$uõV²$u¼V$ d¡Æ

õV²¡$V$, hX$p¡v$fp.242310

0242310

0242310

0242310

0242310

02

.2

.2

.2

.2

.r_

hpku _

peb L$g

¡L$V$fîu, hX$p¡v$fp.

r_hpk

u _peb

L$g¡L$V$fî

u, hX$p¡v$fp.r_

hpku _

peb L$g

¡L$V$fîu, hX$p¡v$fp.

r_hpk

u _peb

L$g¡L$V$fî

u, hX$p¡v$fp.r_

hpku _

peb L$g

¡L$V$fîu, hX$p¡v$fp.

02

65

02

65

02

65

02

65

02

65

242387

124238

71

242387

124238

71

242387

12330

302

233030

22330

302

233030

22330

302

243109

324310

93

243109

324310

93

243109

33

.3

.3

.3

.3

.dprlsu

r_epdL$î

udprlsu

r_epdL$î

udprlsu

r_epdL$î

udprlsu

r_epdL$î

udprlsu

r_epdL$î

u0

26

50

26

50

26

50

26

50

26

52436

3302436

3302436

3302436

3302436

330-- ---

2431377

2431377

2431377

2431377

2431377

dprlsu Mpsy, hX$p¡v$fp.

dprlsu Mpsy, hX$p¡v$fp.

dprlsu Mpsy, hX$p¡v$fp.

dprlsu Mpsy, hX$p¡v$fp.

dprlsu Mpsy, hX$p¡v$fp.

4.

4.

4.

4.

4.

k„ey¼s dprlsu r_

epdL$îu

k„ey¼s dprlsu r_

epdL$îu

k„ey¼s dprlsu r_

epdL$îu

k„ey¼s dprlsu r_

epdL$îu

k„ey¼s dprlsu r_

epdL$îu

02

65

02

65

02

65

02

65

02

65

2423358

2423358

2423358

2423358

2423358

23531062353106235310623531062353106

dprlsu Mpsy, hX$p¡v$fp.

dprlsu Mpsy, hX$p¡v$fp.

dprlsu Mpsy, hX$p¡v$fp.

dprlsu Mpsy, hX$p¡v$fp.

dprlsu Mpsy, hX$p¡v$fp.

2436336

2436336

2436336

2436336

2436336

5.

5.

5.

5.

5.

âpv$¡i

uL$ hpl_ ìehlpf

âpv$¡i

uL$ hpl_ ìehlpf

âpv$¡i

uL$ hpl_ ìehlpf

âpv$¡i

uL$ hpl_ ìehlpf

âpv$¡i

uL$ hpl_ ìehlpf

02

65

02

65

02

65

02

65

02

65

2461130

2461130

2461130

2461130

2461130

23586682358668235866823586682358668

2461130

2461130

2461130

2461130

2461130

Ar^

L$pfuîu,

hpfiuep,

hX$p¡v$fpA

r^L$pfuî

u, hpfi

uep, hX$p¡v$fp

Ar^

L$pfuîu,

hpfiuep,

hX$p¡v$fpA

r^L$pfuî

u, hpfi

uep, hX$p¡v$fp

Ar^

L$pfuîu,

hpfiuep,

hX$p¡v$fp6

.6

.6

.6

.6

.Q

ua A¡ÞÆ

_uefî

uQ

ua A¡ÞÆ

_uefî

uQ

ua A¡ÞÆ

_uefî

uQ

ua A¡ÞÆ

_uefî

uQ

ua A¡ÞÆ

_uefî

u0

26

50

26

50

26

50

26

50

26

527710072771007277100727710072771007

-- ----- ---

d¡C_ L¡$_

pg _

d®v$p ep¡S>_p, R>pZ

u S>L$ps _pL$p, hX$p¡v$fp.

d¡C_ L¡$_

pg _

d®v$p ep¡S>_p, R>pZ

u S>L$ps _pL$p, hX$p¡v$fp.

d¡C_ L¡$_

pg _

d®v$p ep¡S>_p, R>pZ

u S>L$ps _pL$p, hX$p¡v$fp.

d¡C_ L¡$_

pg _

d®v$p ep¡S>_p, R>pZ

u S>L$ps _pL$p, hX$p¡v$fp.

d¡C_ L¡$_

pg _

d®v$p ep¡S>_p, R>pZ

u S>L$ps _pL$p, hX$p¡v$fp.

7.

7.

7.

7.

7.

L$„V²$p¡g ê$d, hX$p¡v$fp tk

QpC hsy®m

L$„V²$p¡g ê$d, hX$p¡v$fp tk

QpC hsy®m

L$„V²$p¡g ê$d, hX$p¡v$fp tk

QpC hsy®m

L$„V²$p¡g ê$d, hX$p¡v$fp tk

QpC hsy®m

L$„V²$p¡g ê$d, hX$p¡v$fp tk

QpC hsy®m

02

65

02

65

02

65

02

65

02

65

2434194

2434194

2434194

2434194

2434194

-- ---24310

93

243109

324310

93

243109

324310

93

8.

8.

8.

8.

8.

L$$„V²$p¡g ê$d, L$g

¡L$V$f L$Q¡fu, hX$p¡v$fp

L$$„V²$p¡g ê$d, L$g

¡L$V$f L$Q¡fu, hX$p¡v$fp

L$$„V²$p¡g ê$d, L$g

¡L$V$f L$Q¡fu, hX$p¡v$fp

L$$„V²$p¡g ê$d, L$g

¡L$V$f L$Q¡fu, hX$p¡v$fp

L$$„V²$p¡g ê$d, L$g

¡L$V$f L$Q¡fu, hX$p¡v$fp

02

65

02

65

02

65

02

65

02

65

24275922427592242759224275922427592

-- ---24310

93

243109

324310

93

243109

324310

93

dp¡bpBg

:dp¡b

pBg :

dp¡bpBg

:dp¡b

pBg :

dp¡bpBg

:98246113459824611345982461134598246113459824611345

9.

9.

9.

9.

9.

L$pe®`pgL$ BS>_

¡f, $L$pe®`pg

L$ BS>_¡f, $

L$pe®`pgL$ BS>_

¡f, $L$pe®`pg

L$ BS>_¡f, $

L$pe®`pgL$ BS>_

¡f, $0

26

50

26

50

26

50

26

50

26

555579395557939555793955579395557939

55311105531110553111055311105531110

M.G

.V.C

.L. B

aro

da

O &

M D

IV. rhÛ

ys _N

f, rhÛ

ys _N

f, rhÛ

ys _N

f, rhÛ

ys _N

f, rhÛ

ys _N

f,dp¡b

pCg: 98252 08251

dp¡bpCg

: 98252 08251dp¡b

pCg: 98252 08251

dp¡bpCg

: 98252 08251dp¡b

pCg: 98252 08251

Sy>_p `pv$fp fp¡X$, hX$p¡v$fp.

Sy>_p `pv$fp fp¡X$, hX$p¡v$fp.

Sy>_p `pv$fp fp¡X$, hX$p¡v$fp.

Sy>_p `pv$fp fp¡X$, hX$p¡v$fp.

Sy>_p `pv$fp fp¡X$, hX$p¡v$fp.

10

.1

0.

10

.1

0.

10

.L$„V²$p¡g

ê$d, _d®v$p A¡ åg

p¡L$, _d®v$p ep¡S>_p, hX$p¡v$fp.L$„V²$p¡g

ê$d, _d®v$p A¡ åg

p¡L$, _d®v$p ep¡S>_p, hX$p¡v$fp.L$„V²$p¡g

ê$d, _d®v$p A¡ åg

p¡L$, _d®v$p ep¡S>_p, hX$p¡v$fp.L$„V²$p¡g

ê$d, _d®v$p A¡ åg

p¡L$, _d®v$p ep¡S>_p, hX$p¡v$fp.L$„V²$p¡g

ê$d, _d®v$p A¡ åg

p¡L$, _d®v$p ep¡S>_p, hX$p¡v$fp.0

26

50

26

50

26

50

26

50

26

524153762415376241537624153762415376

-- ----- ---

11

.1

1.

11

.1

1.

11

.k

u. ku. A

pf. hX$p¡v$fp.k

u. ku. A

pf. hX$p¡v$fp.k

u. ku. A

pf. hX$p¡v$fp.k

u. ku. A

pf. hX$p¡v$fp.k

u. ku. A

pf. hX$p¡v$fp.0

26

50

26

50

26

50

26

50

26

5237

2327237

2327237

2327237

2327237

2327-- ---

2372325

2372325

2372325

2372325

2372325

2370

342237

0342

2370

342237

0342

2370

3421

2.

12

.1

2.

12

.1

2.

Ar^

L$ L$g¡L$V$f (k

„L$g_

), hX$p¡v$fp.A

r^L$ L$g

¡L$V$f (k„L$g

_), hX$p¡v$fp.

Ar^

L$ L$g¡L$V$f (k

„L$g_

), hX$p¡v$fp.A

r^L$ L$g

¡L$V$f (k„L$g

_), hX$p¡v$fp.

Ar^

L$ L$g¡L$V$f (k

„L$g_

), hX$p¡v$fp.0

26

50

26

50

26

50

26

50

26

524238

71

242387

124238

71

242387

124238

71

23302502330250233025023302502330250

243109

324310

93

243109

324310

93

243109

3

A“y¼d

AN

Ðe_p V¡$guap¡_ _„bf

_„bf

Mpsp_y„ _pd

L$p¡X$ _„bf

Ap¡qak

fl¡W$pZa¡L$k

_„bf

L$g¡L$V$f L$Q

¡fu Üpfp k

fL$pfu D`

ep¡N

dpV¡$ s

¥epf L$fh

pdp„ A

ph¡g

yqõs

L$pdp„\

u dl

p_N

f‘prg

L$p_¡ D

`e

p¡Nu d

prls

u |f_

p¡ Ds

pfp¡|f-hphpT

p¡Xy„$-L$ÞV$uS>Þku àgp_-99

Page 70: f hX$p¡v$fp dlp Nf‘prgL$p f

(62

)(6

2)

(62

)(6

2)

(62

)

1.

1.

1.

1.

1.

kyâ

u.A¡qÞS>“

uef

kyâ

u.A¡qÞS>“

uef

kyâ

u.A¡qÞS>“

uef

kyâ

u.A¡qÞS>“

uef

kyâ

u.A¡qÞS>“

uef

02

65

02

65

02

65

02

65

02

65

24

29

33

12

42

93

31

24

29

33

12

42

93

31

24

29

33

1-- ---

24

20

34

92

42

03

49

24

20

34

92

42

03

49

24

20

34

9hX$p¡v$fp `„Q

pes CfuN¡i

_ k

L®$g, hXp¡v$fp.

hX$p¡v$fp `„Qpes CfuN

¡i_

kL®$g

, hXp¡v$fp.hX$p¡v$fp `„Q

pes CfuN¡i

_ k

L®$g, hXp¡v$fp.

hX$p¡v$fp `„Qpes CfuN

¡i_

kL®$g

, hXp¡v$fp.hX$p¡v$fp `„Q

pes CfuN¡i

_ k

L®$g, hXp¡v$fp.

24

23

22

12

42

32

21

24

23

22

12

42

32

21

24

23

22

1

2.

2.

2.

2.

2.

A¡L$T

u. A¡qÞS>“

uef `„Qpes CfuN

¡i_

rhcpN

, hX$p¡v$fpA

¡L$Tu. A

¡qÞS>“uef `„Q

pes CfuN¡i

_ rhc

pN, hX$p¡v$fp

A¡L$T

u. A¡qÞS>“

uef `„Qpes CfuN

¡i_

rhcpN

, hX$p¡v$fpA

¡L$Tu. A

¡qÞS>“uef `„Q

pes CfuN¡i

_ rhc

pN, hX$p¡v$fp

A¡L$T

u. A¡qÞS>“

uef `„Qpes CfuN

¡i_

rhcpN

, hX$p¡v$fp0

26

50

26

50

26

50

26

50

26

52

43

10

75

24

31

07

52

43

10

75

24

31

07

52

43

10

75

27

50

38

32

75

03

83

27

50

38

32

75

03

83

27

50

38

32

43

10

36

24

31

03

62

43

10

36

24

31

03

62

43

10

36

3.

3.

3.

3.

3.

CÞQpS>® A

¡L$Tu. A

¡rÞS>“uef `„Q

pes CfuN¡i

_CÞQ

pS>® A¡L$T

u. A¡rÞS>“

uef `„Qpes CfuN

¡i_

CÞQpS>® A

¡L$Tu. A

¡rÞS>“uef `„Q

pes CfuN¡i

_CÞQ

pS>® A¡L$T

u. A¡rÞS>“

uef `„Qpes CfuN

¡i_

CÞQpS>® A

¡L$Tu. A

¡rÞS>“uef `„Q

pes CfuN¡i

_0

26

42

02

64

20

26

42

02

64

20

26

42

24

15

78

24

15

78

24

15

78

24

15

78

24

15

78

23

41

14

23

41

14

23

41

14

23

41

14

23

41

14

24

09

51

24

09

51

24

09

51

24

09

51

24

09

51

rhcpN

, c

ê$Q.

rhcpN

, c

ê$Q.

rhcpN

, c

ê$Q.

rhcpN

, c

ê$Q.

rhcpN

, c

ê$Q.

4.

4.

4.

4.

4.

A¡L$T

u. A¡qÞS>“

uef `„Qpes CfuN

¡i_

rhcpN

, kyfs.

A¡L$T

u. A¡qÞS>“

uef `„Qpes CfuN

¡i_

rhcpN

, kyfs.

A¡L$T

u. A¡qÞS>“

uef `„Qpes CfuN

¡i_

rhcpN

, kyfs.

A¡L$T

u. A¡qÞS>“

uef `„Qpes CfuN

¡i_

rhcpN

, kyfs.

A¡L$T

u. A¡qÞS>“

uef `„Qpes CfuN

¡i_

rhcpN

, kyfs.

02

61

02

61

02

61

02

61

02

61

24

36

82

42

43

68

24

24

36

82

42

43

68

24

24

36

82

42

68

89

19

26

88

91

92

68

89

19

26

88

91

92

68

89

19

24

12

54

32

41

25

43

24

12

54

32

41

25

43

24

12

54

32

42

57

51

24

25

75

12

42

57

51

24

25

75

12

42

57

51

24

25

75

22

42

57

52

24

25

75

22

42

57

52

24

25

75

22

42

57

53

24

25

75

32

42

57

53

24

25

75

32

42

57

53

5.

5.

5.

5.

5.

A¡L$T

u. A¡qÞS>“

uef `„Qpes CfuN

¡i_

rhcpN

, hgk

pX$.A

¡L$Tu. A

¡qÞS>“uef `„Q

pes CfuN¡i

_ rhc

pN, hg

kpX$.

A¡L$T

u. A¡qÞS>“

uef `„Qpes CfuN

¡i_

rhcpN

, hgk

pX$.A

¡L$Tu. A

¡qÞS>“uef `„Q

pes CfuN¡i

_ rhc

pN, hg

kpX$.

A¡L$T

u. A¡qÞS>“

uef `„Qpes CfuN

¡i_

rhcpN

, hgk

pX$.0

26

32

02

63

20

26

32

02

63

20

26

32

24

43

14

24

43

14

24

43

14

24

43

14

24

43

14

24

12

22

24

12

22

24

12

22

24

12

22

24

12

22

24

83

15

24

83

15

24

83

15

24

83

15

24

83

15

6.

6.

6.

6.

6.

CÞQpS>® A

¡L$Tu. A

¡qÞS>“uef `„Q

pes CfuN¡i

_CÞQ

pS>® A¡L$T

u. A¡qÞS>“

uef `„Qpes CfuN

¡i_

CÞQpS>® A

¡L$Tu. A

¡qÞS>“uef `„Q

pes CfuN¡i

_CÞQ

pS>® A¡L$T

u. A¡qÞS>“

uef `„Qpes CfuN

¡i_

CÞQpS>® A

¡L$Tu. A

¡qÞS>“uef `„Q

pes CfuN¡i

_0

26

31

02

63

10

26

31

02

63

10

26

31

22

03

68

22

03

68

22

03

68

22

03

68

22

03

68

22

93

77

22

93

77

22

93

77

22

93

77

22

93

77

22

02

94

22

02

94

22

02

94

22

02

94

22

02

94

rhcpN

, X$p„N

-A

plhp.rhc

pN,

X$p„N-

Aplhp.

rhcpN

, X$p„N

-A

plhp.rhc

pN,

X$p„N-

Aplhp.

rhcpN

, X$p„N

-A

plhp.

7.

7.

7.

7.

7.

CÞQpS>® A

¡L$Tu. A

¡qÞS>“uef dpe_

p¡f CfuN¡i

_CÞQ

pS>® A¡L$T

u. A¡qÞS>“

uef dpe_p¡f CfuN

¡i_

CÞQpS>® A

¡L$Tu. A

¡qÞS>“uef dpe_

p¡f CfuN¡i

_CÞQ

pS>® A¡L$T

u. A¡qÞS>“

uef dpe_p¡f CfuN

¡i_

CÞQpS>® A

¡L$Tu. A

¡qÞS>“uef dpe_

p¡f CfuN¡i

_0

26

72

02

67

20

26

72

02

67

20

26

72

24

18

95

24

18

95

24

18

95

24

18

95

24

18

95

24

18

74

24

18

74

24

18

74

24

18

74

24

18

74

24

28

24

24

28

24

24

28

24

24

28

24

24

28

24

rhcpN

, `„Qpes N

p¡^fp.

rhcpN

, `„Qpes N

p¡^fp.

rhcpN

, `„Qpes N

p¡^fp.

rhcpN

, `„Qpes N

p¡^fp.

rhcpN

, `„Qpes N

p¡^fp.

24

33

42

24

33

42

24

33

42

24

33

42

24

33

42

8.

8.

8.

8.

8.

A¡L$T

u. A¡qÞS>“

uef `„Qpes CfuN

¡i_

rhcpN

, v$plp¡v$$.A

¡L$Tu. A

¡qÞS>“uef `„Q

pes CfuN¡i

_ rhc

pN, v$plp¡v$$.

A¡L$T

u. A¡qÞS>“

uef `„Qpes CfuN

¡i_

rhcpN

, v$plp¡v$$.A

¡L$Tu. A

¡qÞS>“uef `„Q

pes CfuN¡i

_ rhc

pN, v$plp¡v$$.

A¡L$T

u. A¡qÞS>“

uef `„Qpes CfuN

¡i_

rhcpN

, v$plp¡v$$.0

26

73

02

67

30

26

73

02

67

30

26

73

22

34

40

22

34

40

22

34

40

22

34

40

22

34

40

-- ---2

22

00

52

22

00

52

22

00

52

22

00

52

22

00

5

9.

9.

9.

9.

9.

A¡L$T

u. A¡qÞS>“

uef `„Qpes CfuN

¡i_

rhcpN

, fpS>`u`mp.

A¡L$T

u. A¡qÞS>“

uef `„Qpes CfuN

¡i_

rhcpN

, fpS>`u`mp.

A¡L$T

u. A¡qÞS>“

uef `„Qpes CfuN

¡i_

rhcpN

, fpS>`u`mp.

A¡L$T

u. A¡qÞS>“

uef `„Qpes CfuN

¡i_

rhcpN

, fpS>`u`mp.

A¡L$T

u. A¡qÞS>“

uef `„Qpes CfuN

¡i_

rhcpN

, fpS>`u`mp.0

26

40

02

64

00

26

40

02

64

00

26

40

22

13

36

22

13

36

22

13

36

22

13

36

22

13

36

-- ---2

20

21

72

20

21

72

20

21

72

20

21

72

20

21

72

22

16

42

22

16

42

22

16

42

22

16

42

22

16

4

A“yL$d

AN

Ðe_p V¡$guap¡_ _„bf

“„bf

lp¡Øp¡ s¡dS> Mpsp_y„ _pd

L$p¡X$ _„bf

Ap¡qak

fl¡W$pZa¡L$k

_„bf

hX$p¡v$fp

„Qpe

s C

fuN¡i

_ k

L$®$g s

¡dS> A

Þe rS>ëg

pAp¡_

pa

p¡L$g A

p¡qak

fp¡_u L$f¡g

r_d

Z|„L$ A

„N¡_

u dprl

su

Page 71: f hX$p¡v$fp dlp Nf‘prgL$p f

(63

)(6

3)

(63

)(6

3)

(63

)

1.1.1.1.1. X$pef¡¼V$fX$pef¡¼V$fX$pef¡¼V$fX$pef¡¼V$fX$pef¡¼V$f dp¥kd ch_, gp¡v$u fp¡X$,dp¥kd ch_, gp¡v$u fp¡X$,dp¥kd ch_, gp¡v$u fp¡X$,dp¥kd ch_, gp¡v$u fp¡X$,dp¥kd ch_, gp¡v$u fp¡X$, 011-4611184011-4611184011-4611184011-4611184011-4611184 011-4623220011-4623220011-4623220011-4623220011-4623220 011-4616059011-4616059011-4616059011-4616059011-4616059

S>_fg Ap¡a d¡V²$p¡gp¡ÆS>_fg Ap¡a d¡V²$p¡gp¡ÆS>_fg Ap¡a d¡V²$p¡gp¡ÆS>_fg Ap¡a d¡V²$p¡gp¡ÆS>_fg Ap¡a d¡V²$p¡gp¡Æ _hu qv$ëlu-110003._hu qv$ëlu-110003._hu qv$ëlu-110003._hu qv$ëlu-110003._hu qv$ëlu-110003. 011-4611992011-4611992011-4611992011-4611992011-4611992 011-4699216011-4699216011-4699216011-4699216011-4699216

011-4625917011-4625917011-4625917011-4625917011-4625917

2.2.2.2.2. X$u.X$u.Æ.A¡d.X$u.X$u.Æ.A¡d.X$u.X$u.Æ.A¡d.X$u.X$u.Æ.A¡d.X$u.X$u.Æ.A¡d. -A¡S>_--A¡S>_--A¡S>_--A¡S>_--A¡S>_- 011-4611068011-4611068011-4611068011-4611068011-4611068 011-4611068011-4611068011-4611068011-4611068011-4611068 011-4692138011-4692138011-4692138011-4692138011-4692138

kpCL$gp¡_ hp¡r_¯NkpCL$gp¡_ hp¡r_¯NkpCL$gp¡_ hp¡r_¯NkpCL$gp¡_ hp¡r_¯NkpCL$gp¡_ hp¡r_¯N

3.3.3.3.3. X$u.X$u.Æ.A¡d.X$u.X$u.Æ.A¡d.X$u.X$u.Æ.A¡d.X$u.X$u.Æ.A¡d.X$u.X$u.Æ.A¡d. cpfsue lhpdp_ Mpsycpfsue lhpdp_ Mpsycpfsue lhpdp_ Mpsycpfsue lhpdp_ Mpsycpfsue lhpdp_ Mpsy 020-325886020-325886020-325886020-325886020-325886 020-325886020-325886020-325886020-325886020-325886 020-388333020-388333020-388333020-388333020-388333

h¡^f ap¡fL$põV$]Nh¡^f ap¡fL$põV$]Nh¡^f ap¡fL$põV$]Nh¡^f ap¡fL$põV$]Nh¡^f ap¡fL$põV$]N h¡^f ap¡fL$põV$uN,h¡^f ap¡fL$põV$uN,h¡^f ap¡fL$põV$uN,h¡^f ap¡fL$põV$uN,h¡^f ap¡fL$põV$uN, 020-325211020-325211020-325211020-325211020-325211 020-323201020-323201020-323201020-323201020-323201

rihpÆ _Nf, `y_p-411005.rihpÆ _Nf, `y_p-411005.rihpÆ _Nf, `y_p-411005.rihpÆ _Nf, `y_p-411005.rihpÆ _Nf, `y_p-411005. (500)(500)(500)(500)(500)

4.4.4.4.4. X$u.X$u.Æ.A¡d.X$u.X$u.Æ.A¡d.X$u.X$u.Æ.A¡d.X$u.X$u.Æ.A¡d.X$u.X$u.Æ.A¡d. cpfsue lhpdp_ Mpsycpfsue lhpdp_ Mpsycpfsue lhpdp_ Mpsycpfsue lhpdp_ Mpsycpfsue lhpdp_ Mpsy 022-2150517022-2150517022-2150517022-2150517022-2150517 022-2150517022-2150517022-2150517022-2150517022-2150517 022-2150417022-2150417022-2150417022-2150417022-2150417

rhcpNue d¡V²$p¡gp¡Æ k¡ÞV$f, L$p¡gpbp,rhcpNue d¡V²$p¡gp¡Æ k¡ÞV$f, L$p¡gpbp,rhcpNue d¡V²$p¡gp¡Æ k¡ÞV$f, L$p¡gpbp,rhcpNue d¡V²$p¡gp¡Æ k¡ÞV$f, L$p¡gpbp,rhcpNue d¡V²$p¡gp¡Æ k¡ÞV$f, L$p¡gpbp,

dy„bC-400 005.dy„bC-400 005.dy„bC-400 005.dy„bC-400 005.dy„bC-400 005.

5.5.5.5.5. r_epdL$îu,r_epdL$îu,r_epdL$îu,r_epdL$îu,r_epdL$îu, cpfsue lhpdp_ Mpsycpfsue lhpdp_ Mpsycpfsue lhpdp_ Mpsycpfsue lhpdp_ Mpsycpfsue lhpdp_ Mpsy 022-2150405022-2150405022-2150405022-2150405022-2150405 022-216022-216022-216022-216022-216

A¡fuep kpCL$gp¡_A¡fuep kpCL$gp¡_A¡fuep kpCL$gp¡_A¡fuep kpCL$gp¡_A¡fuep kpCL$gp¡_ rhcpNue d¡V²$p¡gp¡Æ k¡ÞV$frhcpNue d¡V²$p¡gp¡Æ k¡ÞV$frhcpNue d¡V²$p¡gp¡Æ k¡ÞV$frhcpNue d¡V²$p¡gp¡Æ k¡ÞV$frhcpNue d¡V²$p¡gp¡Æ k¡ÞV$f

hp¡r_¯N k¡ÞV$f, dy„bC.hp¡r_¯N k¡ÞV$f, dy„bC.hp¡r_¯N k¡ÞV$f, dy„bC.hp¡r_¯N k¡ÞV$f, dy„bC.hp¡r_¯N k¡ÞV$f, dy„bC. L$p¡gpbp, dy„bC-400 005.L$p¡gpbp, dy„bC-400 005.L$p¡gpbp, dy„bC-400 005.L$p¡gpbp, dy„bC-400 005.L$p¡gpbp, dy„bC-400 005.

6.6.6.6.6. r_epdL$ L$npr_epdL$ L$npr_epdL$ L$npr_epdL$ L$npr_epdL$ L$np cpfsue lhpdp_ Mpsycpfsue lhpdp_ Mpsycpfsue lhpdp_ Mpsycpfsue lhpdp_ Mpsycpfsue lhpdp_ Mpsy 079-2865165079-2865165079-2865165079-2865165079-2865165 079-2865449079-2865449079-2865449079-2865449079-2865449 079-2867787079-2867787079-2867787079-2867787079-2867787

(C.Ap.)(C.Ap.)(C.Ap.)(C.Ap.)(C.Ap.) lhpdp_ k¡ÞV$f Apf.A¡k./Apflhpdp_ k¡ÞV$f Apf.A¡k./Apflhpdp_ k¡ÞV$f Apf.A¡k./Apflhpdp_ k¡ÞV$f Apf.A¡k./Apflhpdp_ k¡ÞV$f Apf.A¡k./Apf 079-2861413079-2861413079-2861413079-2861413079-2861413 097-2865165097-2865165097-2865165097-2865165097-2865165

X$åëey rbëX$]N, A¡f`p¡V®$, Adv$phpv$$-380 003X$åëey rbëX$]N, A¡f`p¡V®$, Adv$phpv$$-380 003X$åëey rbëX$]N, A¡f`p¡V®$, Adv$phpv$$-380 003X$åëey rbëX$]N, A¡f`p¡V®$, Adv$phpv$$-380 003X$åëey rbëX$]N, A¡f`p¡V®$, Adv$phpv$$-380 003

7.7.7.7.7. r_epdL$îur_epdL$îur_epdL$îur_epdL$îur_epdL$îu cpfsue lhpdp_ Mpsycpfsue lhpdp_ Mpsycpfsue lhpdp_ Mpsycpfsue lhpdp_ Mpsycpfsue lhpdp_ Mpsy 079-2861413079-2861413079-2861413079-2861413079-2861413 079-2865449079-2865449079-2865449079-2865449079-2865449

hphpTp¡Xy„$ hp¡r_¯N k¡ÞV$f,hphpTp¡Xy„$ hp¡r_¯N k¡ÞV$f,hphpTp¡Xy„$ hp¡r_¯N k¡ÞV$f,hphpTp¡Xy„$ hp¡r_¯N k¡ÞV$f,hphpTp¡Xy„$ hp¡r_¯N k¡ÞV$f, 079-2865012079-2865012079-2865012079-2865012079-2865012

A¡f`p¡V®$, Adv$phpv$$-280 003.A¡f`p¡V®$, Adv$phpv$$-280 003.A¡f`p¡V®$, Adv$phpv$$-280 003.A¡f`p¡V®$, Adv$phpv$$-280 003.A¡f`p¡V®$, Adv$phpv$$-280 003.

A“y¾$d ANÐe_p V¡$guap¡_ _„bf“„bf lp¡Øp¡ L$Q¡fu_y„ _pd Ap¡qak a¡L$k _„bf fl¡W$pZ

cpfsue lhpdp_ Mpsp_p hphpTp¡X$p/cpf¡ hfkpv$$ Q¡shZu A„N¡_p L¡$ÞÖ v$uW$Ar^L$pfuîuAp¡_p _pd/kf_pdp A_¡ ANÐe_p V¡$guap¡_ _„bfp¡_u rhNs

Page 72: f hX$p¡v$fp dlp Nf‘prgL$p f

(64

)(6

4)

(64

)(6

4)

(64

)

1.1.1.1.1. rhïhprdÓurhïhprdÓurhïhprdÓurhïhprdÓurhïhprdÓu L$p.C.îu tk.ep¡. rh. hX$p¡v$fpL$p.C.îu tk.ep¡. rh. hX$p¡v$fpL$p.C.îu tk.ep¡. rh. hX$p¡v$fpL$p.C.îu tk.ep¡. rh. hX$p¡v$fpL$p.C.îu tk.ep¡. rh. hX$p¡v$fp fp^pL©$óZ rbëX$]Nfp^pL©$óZ rbëX$]Nfp^pL©$óZ rbëX$]Nfp^pL©$óZ rbëX$]Nfp^pL©$óZ rbëX$]N ----- 24153762415376241537624153762415376 23433722343372234337223433722343372 ----- -----v$p„X$uep bÅf, hX$p¡v$fpv$p„X$uep bÅf, hX$p¡v$fpv$p„X$uep bÅf, hX$p¡v$fpv$p„X$uep bÅf, hX$p¡v$fpv$p„X$uep bÅf, hX$p¡v$fp

2.2.2.2.2. v¡hv¡hv¡hv¡hv¡h L$p.C.îu rk„.ep¡.L$p.C.îu rk„.ep¡.L$p.C.îu rk„.ep¡.L$p.C.îu rk„.ep¡.L$p.C.îu rk„.ep¡. Ly$b¡fch_Ly$b¡fch_Ly$b¡fch_Ly$b¡fch_Ly$b¡fch_ ----- 24320162432016243201624320162432016 23920042392004239200423920042392004 ----- -----rh. 4, hX$p¡v$fp.rh. 4, hX$p¡v$fp.rh. 4, hX$p¡v$fp.rh. 4, hX$p¡v$fp.rh. 4, hX$p¡v$fp. 8dp¡ dpm8dp¡ dpm8dp¡ dpm8dp¡ dpm8dp¡ dpm 011737011737011737011737011737

hX$p¡v$fp.hX$p¡v$fp.hX$p¡v$fp.hX$p¡v$fp.hX$p¡v$fp.

3 .3 .3 .3 .3 . kyMukyMukyMukyMukyMu ----- A¡X$uA¡d ågp¡L$A¡X$uA¡d ågp¡L$A¡X$uA¡d ågp¡L$A¡X$uA¡d ågp¡L$A¡X$uA¡d ågp¡L$ kyMu L$p¡gp¡_u,kyMu L$p¡gp¡_u,kyMu L$p¡gp¡_u,kyMu L$p¡gp¡_u,kyMu L$p¡gp¡_u, 02665-02665-02665-02665-02665- 02665-02665-02665-02665-02665- ----- -----kyMu L$p¡gp¡_u, bp¡X¡$gu,kyMu L$p¡gp¡_u, bp¡X¡$gu,kyMu L$p¡gp¡_u, bp¡X¡$gu,kyMu L$p¡gp¡_u, bp¡X¡$gu,kyMu L$p¡gp¡_u, bp¡X¡$gu, bp¡X¡$gu.bp¡X¡$gu.bp¡X¡$gu.bp¡X¡$gu.bp¡X¡$gu. 220433220433220433220433220433 220319220319220319220319220319sp. k„M¡X$p, rS>. hX$p ¡v$fp.sp. k„M¡X$p, rS>. hX$p ¡v$fp.sp. k„M¡X$p, rS>. hX$p ¡v$fp.sp. k„M¡X$p, rS>. hX$p ¡v$fp.sp. k„M¡X$p, rS>. hX$p ¡v$fp.

4.4.4.4.4. ----- kpCL$gp¡_ hp¡_}N k¡ÞV$fkpCL$gp¡_ hp¡_}N k¡ÞV$fkpCL$gp¡_ hp¡_}N k¡ÞV$fkpCL$gp¡_ hp¡_}N k¡ÞV$fkpCL$gp¡_ hp¡_}N k¡ÞV$f ----- ----- 079-2861413079-2861413079-2861413079-2861413079-2861413 ----- 079-079-079-079-079- -----d¡ap¡gp¡ÆL$g k¡ÞV$f,d¡ap¡gp¡ÆL$g k¡ÞV$f,d¡ap¡gp¡ÆL$g k¡ÞV$f,d¡ap¡gp¡ÆL$g k¡ÞV$f,d¡ap¡gp¡ÆL$g k¡ÞV$f, 28650122865012286501228650122865012 28654492865449286544928654492865449Apf. A¡k/Apf.X$bëey.Apf. A¡k/Apf.X$bëey.Apf. A¡k/Apf.X$bëey.Apf. A¡k/Apf.X$bëey.Apf. A¡k/Apf.X$bëey. 28654492865449286544928654492865449A¡f`p¡V®$, Adv$phpv$.A¡f`p¡V®$, Adv$phpv$.A¡f`p¡V®$, Adv$phpv$.A¡f`p¡V®$, Adv$phpv$.A¡f`p¡V®$, Adv$phpv$. 28676572867657286765728676572867657

5.5.5.5.5. ----- A¡f L$dpÞX$fA¡f L$dpÞX$fA¡f L$dpÞX$fA¡f L$dpÞX$fA¡f L$dpÞX$f dL$f`yfpdL$f`yfpdL$f`yfpdL$f`yfpdL$f`yfp dL$f`yfpdL$f`yfpdL$f`yfpdL$f`yfpdL$f`yfp 26438782643878264387826438782643878 26449992644999264499926449992644999 ----- -----A¡f Ap¡qakf L$dpÞX$uNA¡f Ap¡qakf L$dpÞX$uNA¡f Ap¡qakf L$dpÞX$uNA¡f Ap¡qakf L$dpÞX$uNA¡f Ap¡qakf L$dpÞX$uN hX$p¡v$fp.hX$p¡v$fp.hX$p¡v$fp.hX$p¡v$fp.hX$p¡v$fp. hX$p¡v$fp.hX$p¡v$fp.hX$p¡v$fp.hX$p¡v$fp.hX$p¡v$fp.A¡f a¡L$k õV¡$i_A¡f a¡L$k õV¡$i_A¡f a¡L$k õV¡$i_A¡f a¡L$k õV¡$i_A¡f a¡L$k õV¡$i_dL$f`yfp, hX$p¡v$fp-14.dL$f`yfp, hX$p¡v$fp-14.dL$f`yfp, hX$p¡v$fp-14.dL$f`yfp, hX$p¡v$fp-14.dL$f`yfp, hX$p¡v$fp-14.

6.6.6.6.6. ----- Apdu®, d¡S>f S>_fgApdu®, d¡S>f S>_fgApdu®, d¡S>f S>_fgApdu®, d¡S>f S>_fgApdu®, d¡S>f S>_fg ----- ----- 27836912783691278369127836912783691 27819902781990278199027819902781990 ----- -----L$dpÞX$f, C.A¡d.C. õLy$g,L$dpÞX$f, C.A¡d.C. õLy$g,L$dpÞX$f, C.A¡d.C. õLy$g,L$dpÞX$f, C.A¡d.C. õLy$g,L$dpÞX$f, C.A¡d.C. õLy$g, 27817622781762278176227817622781762hX$p¡v$fp.hX$p¡v$fp.hX$p¡v$fp.hX$p¡v$fp.hX$p¡v$fp. A¡Lk¡Þi_ 100A¡Lk¡Þi_ 100A¡Lk¡Þi_ 100A¡Lk¡Þi_ 100A¡Lk¡Þi_ 100

7.7.7.7.7. ----- Qua Ap¡qakfQua Ap¡qakfQua Ap¡qakfQua Ap¡qakfQua Ap¡qakf bv$pdX$ubpN,bv$pdX$ubpN,bv$pdX$ubpN,bv$pdX$ubpN,bv$pdX$ubpN, bv$pdX$ubpN,bv$pdX$ubpN,bv$pdX$ubpN,bv$pdX$ubpN,bv$pdX$ubpN, 24136352413635241363524136352413635 24136352413635241363524136352413635 -----apef õV¡ $i_, hX$p ¡v$fpapef õV¡ $i_, hX$p ¡v$fpapef õV¡ $i_, hX$p ¡v$fpapef õV¡ $i_, hX$p ¡v$fpapef õV¡ $i_, hX$p ¡v$fp hX$p ¡v$fp.hX$p ¡v$fp.hX$p ¡v$fp.hX$p ¡v$fp.hX$p ¡v$fp. hX$p ¡v$fp.hX$p ¡v$fp.hX$p ¡v$fp.hX$p ¡v$fp.hX$p ¡v$fp.

A“y¾$d fuhf kb ap¡L$g Ap¡aukf_y„ kf_pdy„ V¡$guap¡_ _„bf“„bf b¡Tu_ _pd A_¡ lp¡Øp¡ L$Q¡fu fl¡W$pZ L$Q¡fu fl¡W$pZ a¡L$k i¡fp¡

1 2 3 4 5 6 7 8 9

kb ap¡L$g Ar^L$pfuîuAp¡_p _pd/kf_pdp/s\p V¡$guap¡_ _„bf_u rhNs

Page 73: f hX$p¡v$fp dlp Nf‘prgL$p f

(65

)(6

5)

(65

)(6

5)

(65

)

1.1.1.1.1. 29.3429.3429.3429.3429.34 1. kepÆN„S>1. kepÆN„S>1. kepÆN„S>1. kepÆN„S>1. kepÆN„S> ----- -----2. hpXu2. hpXu2. hpXu2. hpXu2. hpXu ----- -----3. bpbpÆ`yfp3. bpbpÆ`yfp3. bpbpÆ`yfp3. bpbpÆ`yfp3. bpbpÆ`yfp ----- -----4. fph`yfp4. fph`yfp4. fph`yfp4. fph`yfp4. fph`yfp ----- -----5. hX$p¡v$fp spgyL$p5. hX$p¡v$fp spgyL$p5. hX$p¡v$fp spgyL$p5. hX$p¡v$fp spgyL$p5. hX$p¡v$fp spgyL$p (1 \u 13 Npd) (1 \u 13 Npd) (1 \u 13 Npd) (1 \u 13 Npd) (1 \u 13 Npd)

2.2.2.2.2. 29.9529.9529.9529.9529.95 ----- 1. kepÆ`yfp1. kepÆ`yfp1. kepÆ`yfp1. kepÆ`yfp1. kepÆ`yfp ---------- 2. hpXu2. hpXu2. hpXu2. hpXu2. hpXu ---------- 3. bpbpÆ`yfp3. bpbpÆ`yfp3. bpbpÆ`yfp3. bpbpÆ`yfp3. bpbpÆ`yfp ---------- 4. fph`yfp4. fph`yfp4. fph`yfp4. fph`yfp4. fph`yfp ---------- 5. hX$p¡v$fp spgyL$p¡5. hX$p¡v$fp spgyL$p¡5. hX$p¡v$fp spgyL$p¡5. hX$p¡v$fp spgyL$p¡5. hX$p¡v$fp spgyL$p¡ -----

(1 \u 13 Npd) (1 \u 13 Npd) (1 \u 13 Npd) (1 \u 13 Npd) (1 \u 13 Npd)3.3.3.3.3. 30.3730.3730.3730.3730.37 ----- ----- 1. kepÆ`yfp1. kepÆ`yfp1. kepÆ`yfp1. kepÆ`yfp1. kepÆ`yfp

2. hpXu2. hpXu2. hpXu2. hpXu2. hpXu3. bpbpÆ`yfp3. bpbpÆ`yfp3. bpbpÆ`yfp3. bpbpÆ`yfp3. bpbpÆ`yfp4. fph`yfp4. fph`yfp4. fph`yfp4. fph`yfp4. fph`yfp5. hX$p¡v$fp spgyL$p¡5. hX$p¡v$fp spgyL$p¡5. hX$p¡v$fp spgyL$p¡5. hX$p¡v$fp spgyL$p¡5. hX$p¡v$fp spgyL$p¡ (1 \u 13 Npd) (1 \u 13 Npd) (1 \u 13 Npd) (1 \u 13 Npd) (1 \u 13 Npd)

A“y¾$d g¡hg hX$p¡v$fp il¡f A_¡ ka¡v$ rk‚g cyfp¡ rk‚g gpg rk‚g“„bf duV$fdp„ hX$p¡v$fp spgyL$p¡

rhðpqdÓu _v$udp„ Äepf¡ kuV$u b°uS> hX$p¡v$fp `pk¡ |f_p kde¡ Akf `pdsp rhõspf v$ip®hsy„ `ÓL$

Page 74: f hX$p¡v$fp dlp Nf‘prgL$p f

(66

)(6

6)

(66

)(6

6)

(66

)

1.1.1.1.1. ApS>hp kfp¡hfApS>hp kfp¡hfApS>hp kfp¡hfApS>hp kfp¡hfApS>hp kfp¡hf 15 Ap¡Nô$ ky^u 211 a|V15 Ap¡Nô$ ky^u 211 a|V15 Ap¡Nô$ ky^u 211 a|V15 Ap¡Nô$ ky^u 211 a|V15 Ap¡Nô$ ky^u 211 a|V 1. Åaf`yfp, 2. hpOp¡X$uep, 3. ApS>hp L$p ¡gp¡_u, 4. kpL$fuep, 5. L$p ¡V „bu, 6.1. Åaf`yfp, 2. hpOp¡X$uep, 3. ApS>hp L$p ¡gp¡_u, 4. kpL$fuep, 5. L$p ¡V „bu, 6.1. Åaf`yfp, 2. hpOp¡X$uep, 3. ApS>hp L$p ¡gp¡_u, 4. kpL$fuep, 5. L$p ¡V „bu, 6.1. Åaf`yfp, 2. hpOp¡X$uep, 3. ApS>hp L$p ¡gp¡_u, 4. kpL$fuep, 5. L$p ¡V „bu, 6.1. Åaf`yfp, 2. hpOp¡X$uep, 3. ApS>hp L$p ¡gp¡_u, 4. kpL$fuep, 5. L$p ¡V „bu, 6.Å„byXuep yfp, 7. tkv$p yfp, 8. cph yfp, 9. Ly$d¡W$p, 10. NZ¡i yfp, 11. cZuepfp, 12. il¡f,Å„byXuep yfp, 7. tkv$p yfp, 8. cph yfp, 9. Ly$d¡W$p, 10. NZ¡i yfp, 11. cZuepfp, 12. il¡f,Å„byXuep yfp, 7. tkv$p yfp, 8. cph yfp, 9. Ly$d¡W$p, 10. NZ¡i yfp, 11. cZuepfp, 12. il¡f,Å„byXuep yfp, 7. tkv$p yfp, 8. cph yfp, 9. Ly$d¡W$p, 10. NZ¡i yfp, 11. cZuepfp, 12. il¡f,Å„byXuep yfp, 7. tkv$p yfp, 8. cph yfp, 9. Ly$d¡W$p, 10. NZ¡i yfp, 11. cZuepfp, 12. il¡f,13. bp`p¡v$ hX$p¡v$fp, 14. Apdguepfp, 15. L$p¡V$pgu, 16. kyL$gu`yfp, 17. rhfp¡v$$, 18.13. bp`p¡v$ hX$p¡v$fp, 14. Apdguepfp, 15. L$p¡V$pgu, 16. kyL$gu`yfp, 17. rhfp¡v$$, 18.13. bp`p¡v$ hX$p¡v$fp, 14. Apdguepfp, 15. L$p¡V$pgu, 16. kyL$gu`yfp, 17. rhfp¡v$$, 18.13. bp`p¡v$ hX$p¡v$fp, 14. Apdguepfp, 15. L$p¡V$pgu, 16. kyL$gu`yfp, 17. rhfp¡v$$, 18.13. bp`p¡v$ hX$p¡v$fp, 14. Apdguepfp, 15. L$p¡V$pgu, 16. kyL$gu`yfp, 17. rhfp¡v$$, 18.`p„S>fp`p¡m, 19. v$¡Zp, 20. v$¡Zp_y„ `fy 21. ^y$dpX$, 22. h¡dpgu, 23. NZ`s`yfp, 24.`p„S>fp`p¡m, 19. v$¡Zp, 20. v$¡Zp_y„ `fy 21. ^y$dpX$, 22. h¡dpgu, 23. NZ`s`yfp, 24.`p„S>fp`p¡m, 19. v$¡Zp, 20. v$¡Zp_y„ `fy 21. ^y$dpX$, 22. h¡dpgu, 23. NZ`s`yfp, 24.`p„S>fp`p¡m, 19. v$¡Zp, 20. v$¡Zp_y„ `fy 21. ^y$dpX$, 22. h¡dpgu, 23. NZ`s`yfp, 24.`p„S>fp`p¡m, 19. v$¡Zp, 20. v$¡Zp_y„ `fy 21. ^y$dpX$, 22. h¡dpgu, 23. NZ`s`yfp, 24.`ugp¡g sp. kphgu, 25. _p_`yfp sp. kphgu, 26. Apkp¡S>, 27. hX$p¡v$fp il¡f`ugp¡g sp. kphgu, 25. _p_`yfp sp. kphgu, 26. Apkp¡S>, 27. hX$p¡v$fp il¡f`ugp¡g sp. kphgu, 25. _p_`yfp sp. kphgu, 26. Apkp¡S>, 27. hX$p¡v$fp il¡f`ugp¡g sp. kphgu, 25. _p_`yfp sp. kphgu, 26. Apkp¡S>, 27. hX$p¡v$fp il¡f`ugp¡g sp. kphgu, 25. _p_`yfp sp. kphgu, 26. Apkp¡S>, 27. hX$p¡v$fp il¡f

A._„. tkQpC : smph, kfp¡hf_y„ _pd

tkQpC, smphp¡, kfp¡hf_u ceS>_L$ k`pV$u A_¡ R>gL$pC S>hp\u Akf `pdsp NpdX$pAp¡_u dprlsu.

hX$p¡v$fp il¡f / rS>‰pdp„ D`gb^ A¡çåeygÞk k¡hp_u rhNs $v$ip®hsy„ `ÓL$. `qfriô$-8

A“y¾$d spgyL$p_y„ A¡çåeygÞk kyrh^p D`gå^ A¡çåeygÞk_u L$p¡_p lhpgpdp„ R>¡.“„bf _pd D`gå^ R>¡ ? k„¿ep

1 2 3 4 51 .1 .1 .1 .1 . hX$p ¡v $fp (il¡f)hX$p ¡v $fp (il¡f)hX$p ¡v $fp (il¡f)hX$p ¡v $fp (il¡f)hX$p ¡v $fp (il¡f) l pl pl pl pl p 1 71 71 71 71 7 hX$p ¡v $fp dlp“Nf‘prgL$phX$p ¡v $fp dlp“Nf‘prgL$phX$p ¡v $fp dlp“Nf‘prgL$phX$p ¡v $fp dlp“Nf‘prgL$phX$p ¡v $fp dlp“Nf‘prgL$p

11111 kepÆ lp ¡qõ‘V$gkepÆ lp ¡qõ‘V$gkepÆ lp ¡qõ‘V$gkepÆ lp ¡qõ‘V$gkepÆ lp ¡qõ‘V$g11111 f¡X$L$p¡k® kp¡kpeV$uf¡X$L$p¡k® kp¡kpeV$uf¡X$L$p¡k® kp¡kpeV$uf¡X$L$p¡k® kp¡kpeV$uf¡X$L$p¡k® kp¡kpeV$u11111 kepÆ lp ¡ qõ‘V$g (d¡X$uL$g kyrâÞV ¡ $ÞX$ÞV$k)kepÆ lp ¡ qõ‘V$g (d¡X$uL$g kyrâÞV ¡ $ÞX$ÞV$k)kepÆ lp ¡ qõ‘V$g (d¡X$uL$g kyrâÞV ¡ $ÞX$ÞV$k)kepÆ lp ¡ qõ‘V$g (d¡X$uL$g kyrâÞV ¡ $ÞX$ÞV$k)kepÆ lp ¡ qõ‘V$g (d¡X$uL$g kyrâÞV ¡ $ÞX$ÞV$k)11111 X$p¸. Adu_ ågX$ L¡$ÞÖX$p¸. Adu_ ågX$ L¡$ÞÖX$p¸. Adu_ ågX$ L¡$ÞÖX$p¸. Adu_ ågX$ L¡$ÞÖX$p¸. Adu_ ågX$ L¡$ÞÖ11111 kygc `¡\p¡gp¡Æ g¡bp¡f¡V$fukygc `¡\p¡gp¡Æ g¡bp¡f¡V$fukygc `¡\p¡gp¡Æ g¡bp¡f¡V$fukygc `¡\p¡gp¡Æ g¡bp¡f¡V$fukygc `¡\p¡gp¡Æ g¡bp¡f¡V$fu11111 AgM ågX$ b¡ÞL$AgM ågX$ b¡ÞL$AgM ågX$ b¡ÞL$AgM ågX$ b¡ÞL$AgM ågX$ b¡ÞL$11111 _pNqfL$ fL$sv$p_ krdrs_pNqfL$ fL$sv$p_ krdrs_pNqfL$ fL$sv$p_ krdrs_pNqfL$ fL$sv$p_ krdrs_pNqfL$ fL$sv$p_ krdrs11111 _flfu Apfp¡Áe L¡$ÞÖ_flfu Apfp¡Áe L¡$ÞÖ_flfu Apfp¡Áe L¡$ÞÖ_flfu Apfp¡Áe L¡$ÞÖ_flfu Apfp¡Áe L¡$ÞÖ11111 S>d_pbpB lp ¡ qõ‘V$gS>d_pbpB lp ¡ qõ‘V$gS>d_pbpB lp ¡ qõ‘V$gS>d_pbpB lp ¡ qõ‘V$gS>d_pbpB lp ¡ qõ‘V$g

1 01 01 01 01 0Ly $g A¡L „ $v $f ¡ .........L y $g A¡L „ $v $f ¡ .........L y $g A¡L „ $v $f ¡ .........L y $g A¡L „ $v $f ¡ .........L y $g A¡L „ $v $f ¡ ......... 2 62 62 62 62 6

h^ydp „ hX$p ¡v $fp dlp_Nf‘prgL$p lõsL$_p Ar‚ip„rs L ¡ $ÞÖp ¡ `pk¡, õ_p ¡fõL ¡ $g(30 duV$f)-1, A¡L$õV ² $ p l ¡hu V ¡ $ÞX$f(16,000 guV$f)-1, ap ¡d L$dh^ydp „ hX$p ¡v $fp dlp_Nf‘prgL$p lõsL$_p Ar‚ip„rs L ¡ $ÞÖp ¡ `pk¡, õ_p ¡fõL ¡ $g(30 duV$f)-1, A¡L$õV ² $ p l ¡hu V ¡ $ÞX$f(16,000 guV$f)-1, ap ¡d L$dh^ydp „ hX$p ¡v $fp dlp_Nf‘prgL$p lõsL$_p Ar‚ip„rs L ¡ $ÞÖp ¡ `pk¡, õ_p ¡fõL ¡ $g(30 duV$f)-1, A¡L$õV ² $ p l ¡hu V ¡ $ÞX$f(16,000 guV$f)-1, ap ¡d L$dh^ydp „ hX$p ¡v $fp dlp_Nf‘prgL$p lõsL$_p Ar‚ip„rs L ¡ $ÞÖp ¡ `pk¡, õ_p ¡fõL ¡ $g(30 duV$f)-1, A¡L$õV ² $ p l ¡hu V ¡ $ÞX$f(16,000 guV$f)-1, ap ¡d L$dh^ydp „ hX$p ¡v $fp dlp_Nf‘prgL$p lõsL$_p Ar‚ip„rs L ¡ $ÞÖp ¡ `pk¡, õ_p ¡fõL ¡ $g(30 duV$f)-1, A¡L$õV ² $ p l ¡hu V ¡ $ÞX$f(16,000 guV$f)-1, ap ¡d L$dX$u.ku.`u.V ¡ $ÞX$f -1, ap ¡d V¡ $ÞX$f-3, hp¡V$f V ¡ $ÞX$f-14, hp¡V$f V ¡ $ÞL$f-21, CdfS>Þku hp_-4 D`gå^ R> ¡.X$u.ku.`u.V ¡ $ÞX$f -1, ap ¡d V¡ $ÞX$f-3, hp¡V$f V ¡ $ÞX$f-14, hp¡V$f V ¡ $ÞL$f-21, CdfS>Þku hp_-4 D`gå^ R> ¡.X$u.ku.`u.V ¡ $ÞX$f -1, ap ¡d V¡ $ÞX$f-3, hp¡V$f V ¡ $ÞX$f-14, hp¡V$f V ¡ $ÞL$f-21, CdfS>Þku hp_-4 D`gå^ R> ¡.X$u.ku.`u.V ¡ $ÞX$f -1, ap ¡d V¡ $ÞX$f-3, hp¡V$f V ¡ $ÞX$f-14, hp¡V$f V ¡ $ÞL$f-21, CdfS>Þku hp_-4 D`gå^ R> ¡.X$u.ku.`u.V ¡ $ÞX$f -1, ap ¡d V¡ $ÞX$f-3, hp¡V$f V ¡ $ÞX$f-14, hp¡V$f V ¡ $ÞL$f-21, CdfS>Þku hp_-4 D`gå^ R> ¡.

Page 75: f hX$p¡v$fp dlp Nf‘prgL$p f

(67

)(6

7)

(67

)(6

7)

(67

)

1 .1 .1 .1 .1 . hX$p ¡v $fp (il¡f) hX$p ¡v $fp (il¡f) hX$p ¡v $fp (il¡f) hX$p ¡v $fp (il¡f) hX$p ¡v $fp (il¡f) 0 2 6 50 2 6 50 2 6 50 2 6 50 2 6 5 2 4 2 1 0 9 52 4 2 1 0 9 52 4 2 1 0 9 52 4 2 1 0 9 52 4 2 1 0 9 5 2 3 5 5 6 0 12 3 5 5 6 0 12 3 5 5 6 0 12 3 5 5 6 0 12 3 5 5 6 0 1 2 4 1 7 5 5 62 4 1 7 5 5 62 4 1 7 5 5 62 4 1 7 5 5 62 4 1 7 5 5 6 ----- ----- -----

2.2.2.2.2. hX$p¡v$fp (N°pçe) hX$p¡v$fp (N°pçe) hX$p¡v$fp (N°pçe) hX$p¡v$fp (N°pçe) hX$p¡v$fp (N°pçe) 02650265026502650265 24201542420154242015424201542420154 23415302341530234153023415302341530 25613852561385256138525613852561385 25125002512500251250025125002512500 24626002462600246260024626002462600 23124062312406231240623124062312406

A“y¾$d spgyL$p_y„ L$p¡X$ _„bf dpdgsv$$pfîu spgyL$p rhL$pk Ar^L$pfu `p¡guk BÞõ ¡L$V$f/`p¡guk õV¡$i_“„bf _pd LQ¡fu fl¡W$pZ L$Q¡fu fl¡W$pZ L$Q¡fu fl¡W$pZ

1 2 3 4 5 6 7 8 9

_p¢ :-`yf_u k„crhs Q¡shZu dpV¡$ kss 2`yf_u k„crhs Q¡shZu dpV¡$ kss 2`yf_u k„crhs Q¡shZu dpV¡$ kss 2`yf_u k„crhs Q¡shZu dpV¡$ kss 2`yf_u k„crhs Q¡shZu dpV¡$ kss 211111/////22222 du_uV$_p Npmp dpV¡$ hNpX$hp_y„ fl¡ R>¡. õ\mp„sf_u Q¡shZu dpV¡$ 30 k¡L$ÞX$ Qpgy / b„^ A¡ dyS>b R> hMs hpNi¡. du_uV$_p Npmp dpV¡$ hNpX$hp_y„ fl¡ R>¡. õ\mp„sf_u Q¡shZu dpV¡$ 30 k¡L$ÞX$ Qpgy / b„^ A¡ dyS>b R> hMs hpNi¡. du_uV$_p Npmp dpV¡$ hNpX$hp_y„ fl¡ R>¡. õ\mp„sf_u Q¡shZu dpV¡$ 30 k¡L$ÞX$ Qpgy / b„^ A¡ dyS>b R> hMs hpNi¡. du_uV$_p Npmp dpV¡$ hNpX$hp_y„ fl¡ R>¡. õ\mp„sf_u Q¡shZu dpV¡$ 30 k¡L$ÞX$ Qpgy / b„^ A¡ dyS>b R> hMs hpNi¡. du_uV$_p Npmp dpV¡$ hNpX$hp_y„ fl¡ R>¡. õ\mp„sf_u Q¡shZu dpV¡$ 30 k¡L$ÞX$ Qpgy / b„^ A¡ dyS>b R> hMs hpNi¡.6 .6 .6 .6 .6 . hpefg¡k :-hpefg¡k :-hpefg¡k :-hpefg¡k :-hpefg¡k :- ApS>hp (dlp_Nf‘prgL$p lõsL$)ApS>hp (dlp_Nf‘prgL$p lõsL$)ApS>hp (dlp_Nf‘prgL$p lõsL$)ApS>hp (dlp_Nf‘prgL$p lõsL$)ApS>hp (dlp_Nf‘prgL$p lõsL$)

Apkp ¡S> (dlp_Nf‘prgL$p lõsL$)Apkp ¡S> (dlp_Nf‘prgL$p lõsL$)Apkp ¡S> (dlp_Nf‘prgL$p lõsL$)Apkp ¡S> (dlp_Nf‘prgL$p lõsL$)Apkp ¡S> (dlp_Nf‘prgL$p lõsL$)âsp``yfp (dlp_Nf‘prgL$p lõsL$)âsp``yfp (dlp_Nf‘prgL$p lõsL$)âsp``yfp (dlp_Nf‘prgL$p lõsL$)âsp``yfp (dlp_Nf‘prgL$p lõsL$)âsp``yfp (dlp_Nf‘prgL$p lõsL$)k¡ÞV² $g apef õV¡ $i_ (dlp_Nf‘prgL$p lõsL$)k¡ÞV² $g apef õV¡ $i_ (dlp_Nf‘prgL$p lõsL$)k¡ÞV² $g apef õV¡ $i_ (dlp_Nf‘prgL$p lõsL$)k¡ÞV² $g apef õV¡ $i_ (dlp_Nf‘prgL$p lõsL$)k¡ÞV² $g apef õV¡ $i_ (dlp_Nf‘prgL$p lõsL$)^_kfhpg (hX$p¡v$fp CfuN¡i_ kL®$g lõsL$)^_kfhpg (hX$p¡v$fp CfuN¡i_ kL®$g lõsL$)^_kfhpg (hX$p¡v$fp CfuN¡i_ kL®$g lõsL$)^_kfhpg (hX$p¡v$fp CfuN¡i_ kL®$g lõsL$)^_kfhpg (hX$p¡v$fp CfuN¡i_ kL®$g lõsL$)^_p¡fp (hX$p¡v$fp CfuN¡i_ kL®$g lõsL$)^_p¡fp (hX$p¡v$fp CfuN¡i_ kL®$g lõsL$)^_p¡fp (hX$p¡v$fp CfuN¡i_ kL®$g lõsL$)^_p¡fp (hX$p¡v$fp CfuN¡i_ kL®$g lõsL$)^_p¡fp (hX$p¡v$fp CfuN¡i_ kL®$g lõsL$)`ugp¡g (hX$p¡v$fp CfuN¡i_ kL®$g lõsL$)`ugp¡g (hX$p¡v$fp CfuN¡i_ kL®$g lõsL$)`ugp¡g (hX$p¡v$fp CfuN¡i_ kL®$g lõsL$)`ugp¡g (hX$p¡v$fp CfuN¡i_ kL®$g lõsL$)`ugp¡g (hX$p¡v$fp CfuN¡i_ kL®$g lõsL$)

bp¡V$_u ìehõ\p1.1.1.1.1. kfL$pfîu bp¡V$kfL$pfîu bp¡V$kfL$pfîu bp¡V$kfL$pfîu bp¡V$kfL$pfîu bp¡V$ _„N-1_„N-1_„N-1_„N-1_„N-12 .2 .2 .2 .2 . dlp“Nf‘prgL$p_u bp ¡V $dlp“Nf‘prgL$p_u bp ¡V $dlp“Nf‘prgL$p_u bp ¡V $dlp“Nf‘prgL$p_u bp ¡V $dlp“Nf‘prgL$p_u bp ¡V $ _ „N-23_„N-23_„N-23_„N-23_„N-233.3.3.3.3. dp¡ÞV$k® k„õ\p `pk¡dp¡ÞV$k® k„õ\p `pk¡dp¡ÞV$k® k„õ\p `pk¡dp¡ÞV$k® k„õ\p `pk¡dp¡ÞV$k® k„õ\p `pk¡ _„N-3_„N-3_„N-3_„N-3_„N-34.4.4.4.4. eyr_h®rkV$u `pk¡eyr_h®rkV$u `pk¡eyr_h®rkV$u `pk¡eyr_h®rkV$u `pk¡eyr_h®rkV$u `pk¡ _„N-2_„N-2_„N-2_„N-2_„N-2

L y $g-29L y $g-29L y $g-29L y $g-29L y $g-29

15. L$p¡f Ap¡aukf_p õ\m lp¡Øp¡_v$u ap¡L$g Ap¡aukfrhðprdÓurhðprdÓurhðprdÓurhðprdÓurhðprdÓu Ar^nL$ CS>_¡fîu, hX$p¡v$fp tkQpC hsy®m, hX$p¡v$fp, L$p¡W$u rbëX$uN, hX$p¡v$fp.Ar^nL$ CS>_¡fîu, hX$p¡v$fp tkQpC hsy®m, hX$p¡v$fp, L$p¡W$u rbëX$uN, hX$p¡v$fp.Ar^nL$ CS>_¡fîu, hX$p¡v$fp tkQpC hsy®m, hX$p¡v$fp, L$p¡W$u rbëX$uN, hX$p¡v$fp.Ar^nL$ CS>_¡fîu, hX$p¡v$fp tkQpC hsy®m, hX$p¡v$fp, L$p¡W$u rbëX$uN, hX$p¡v$fp.Ar^nL$ CS>_¡fîu, hX$p¡v$fp tkQpC hsy®m, hX$p¡v$fp, L$p¡W$u rbëX$uN, hX$p¡v$fp._d®v$p_d®v$p_d®v$p_d®v$p_d®v$p Ar^nL$ CS>_¡fîu, _d®v$p Apg¡M_ hsy®m, hX$p¡v$fp _d®v$p ch_, hX$p¡v$fp.Ar^nL$ CS>_¡fîu, _d®v$p Apg¡M_ hsy®m, hX$p¡v$fp _d®v$p ch_, hX$p¡v$fp.Ar^nL$ CS>_¡fîu, _d®v$p Apg¡M_ hsy®m, hX$p¡v$fp _d®v$p ch_, hX$p¡v$fp.Ar^nL$ CS>_¡fîu, _d®v$p Apg¡M_ hsy®m, hX$p¡v$fp _d®v$p ch_, hX$p¡v$fp.Ar^nL$ CS>_¡fîu, _d®v$p Apg¡M_ hsy®m, hX$p¡v$fp _d®v$p ch_, hX$p¡v$fp.dludludludludlu Ar^nL$ CS>_¡fîu, dlu CfuN¡i_ kL®$g, _X$uepv$$.Ar^nL$ CS>_¡fîu, dlu CfuN¡i_ kL®$g, _X$uepv$$.Ar^nL$ CS>_¡fîu, dlu CfuN¡i_ kL®$g, _X$uepv$$.Ar^nL$ CS>_¡fîu, dlu CfuN¡i_ kL®$g, _X$uepv$$.Ar^nL$ CS>_¡fîu, dlu CfuN¡i_ kL®$g, _X$uepv$$.Y$pY$fY$pY$fY$pY$fY$pY$fY$pY$f Ar^nL$ CS>_¡fîu, hX$p¡v$fp tkQpC hsy®m, hX$p¡v$fp.Ar^nL$ CS>_¡fîu, hX$p¡v$fp tkQpC hsy®m, hX$p¡v$fp.Ar^nL$ CS>_¡fîu, hX$p¡v$fp tkQpC hsy®m, hX$p¡v$fp.Ar^nL$ CS>_¡fîu, hX$p¡v$fp tkQpC hsy®m, hX$p¡v$fp.Ar^nL$ CS>_¡fîu, hX$p¡v$fp tkQpC hsy®m, hX$p¡v$fp.

Page 76: f hX$p¡v$fp dlp Nf‘prgL$p f

(68

)(6

8)

(68

)(6

8)

(68

)

1.1.1.1.1. hX$p¡v$fphX$p¡v$fphX$p¡v$fphX$p¡v$fphX$p¡v$fp 11111 dp¡ÞV$k® `pk¡ 6 bp¡V$dp¡ÞV$k® `pk¡ 6 bp¡V$dp¡ÞV$k® `pk¡ 6 bp¡V$dp¡ÞV$k® `pk¡ 6 bp¡V$dp¡ÞV$k® `pk¡ 6 bp¡V$ dp¡ÞV$k® k„õ\p `pk¡ 50 sfh¥epdp¡ÞV$k® k„õ\p `pk¡ 50 sfh¥epdp¡ÞV$k® k„õ\p `pk¡ 50 sfh¥epdp¡ÞV$k® k„õ\p `pk¡ 50 sfh¥epdp¡ÞV$k® k„õ\p `pk¡ 50 sfh¥ep5050505050 gpCaf]NgpCaf]NgpCaf]NgpCaf]NgpCaf]N5050505050 gpCa S>¡L¡$V$gpCa S>¡L¡$V$gpCa S>¡L¡$V$gpCa S>¡L¡$V$gpCa S>¡L¡$V$22222 S>_f¡V$f k¡N-2S>_f¡V$f k¡N-2S>_f¡V$f k¡N-2S>_f¡V$f k¡N-2S>_f¡V$f k¡N-22525252525 CÞag¡V¡$bgCÞag¡V¡$bgCÞag¡V¡$bgCÞag¡V¡$bgCÞag¡V¡$bg

11111 ep„ÓuL$ L$g¡L$V$f lõsL$ep„ÓuL$ L$g¡L$V$f lõsL$ep„ÓuL$ L$g¡L$V$f lõsL$ep„ÓuL$ L$g¡L$V$f lõsL$ep„ÓuL$ L$g¡L$V$f lõsL$ 11111 bp¡V$ A¡k. Apf. ‘u. N°y‘ -9bp¡V$ A¡k. Apf. ‘u. N°y‘ -9bp¡V$ A¡k. Apf. ‘u. N°y‘ -9bp¡V$ A¡k. Apf. ‘u. N°y‘ -9bp¡V$ A¡k. Apf. ‘u. N°y‘ -922222 dlp“Nf‘prgL$pdlp“Nf‘prgL$pdlp“Nf‘prgL$pdlp“Nf‘prgL$pdlp“Nf‘prgL$p 88888 bp¡V$ hu’ Ap¡. bu. A¡d. fbf bp¡V$bp ¡V$ hu’ Ap¡. bu. A¡d. fbf bp¡V$bp ¡V$ hu’ Ap¡. bu. A¡d. fbf bp¡V$bp ¡V$ hu’ Ap¡. bu. A¡d. fbf bp¡V$bp ¡V$ hu’ Ap¡. bu. A¡d. fbf bp¡V$

33333 bp¡V$ Ap¡. bu. A¡d. hu“p“u fbf bp¡V$bp¡V$ Ap¡. bu. A¡d. hu“p“u fbf bp¡V$bp¡V$ Ap¡. bu. A¡d. hu“p“u fbf bp¡V$bp¡V$ Ap¡. bu. A¡d. hu“p“u fbf bp¡V$bp¡V$ Ap¡. bu. A¡d. hu“p“u fbf bp¡V$88888 bp¡V$ hu’ X$bg Ap¡. bu. A¡d. apBbf bp¡V$bp¡V$ hu’ X$bg Ap¡. bu. A¡d. apBbf bp¡V$bp¡V$ hu’ X$bg Ap¡. bu. A¡d. apBbf bp¡V$bp¡V$ hu’ X$bg Ap¡. bu. A¡d. apBbf bp¡V$bp¡V$ hu’ X$bg Ap¡. bu. A¡d. apBbf bp¡V$22222 bp¡V$ Ap¡. bu. A¡d. hu“p“u apBbf bp¡V$bp¡V$ Ap¡. bu. A¡d. hu“p“u apBbf bp¡V$bp¡V$ Ap¡. bu. A¡d. hu“p“u apBbf bp¡V$bp¡V$ Ap¡. bu. A¡d. hu“p“u apBbf bp¡V$bp¡V$ Ap¡. bu. A¡d. hu“p“u apBbf bp¡V$

33333 eyr“hrk®V$u (A¡“. ku. ku.)eyr“hrk®V$u (A¡“. ku. ku.)eyr“hrk®V$u (A¡“. ku. ku.)eyr“hrk®V$u (A¡“. ku. ku.)eyr“hrk®V$u (A¡“. ku. ku.) 66666 bp¡V$ L¡$X¡$V$ L$gpkbp¡V$ L¡$X¡$V$ L$gpkbp¡V$ L¡$X¡$V$ L$gpkbp¡V$ L¡$X¡$V$ L$gpkbp¡V$ L¡$X¡$V$ L$gpk11111 bp¡V$ BÞV$f âpBTbp¡V$ BÞV$f âpBTbp¡V$ BÞV$f âpBTbp¡V$ BÞV$f âpBTbp¡V$ BÞV$f âpBT

----- f¡õL$ey hp_ -f¡õL$ey hp_ -f¡õL$ey hp_ -f¡õL$ey hp_ -f¡õL$ey hp_ - 44444 hê$Z A¡d¡Ãep¡f A¡X$h¡ÞQf A¡L¡$X$du 50 sfh¥ep R>¡hê$Z A¡d¡Ãep¡f A¡X$h¡ÞQf A¡L¡$X$du 50 sfh¥ep R>¡hê$Z A¡d¡Ãep¡f A¡X$h¡ÞQf A¡L¡$X$du 50 sfh¥ep R>¡hê$Z A¡d¡Ãep¡f A¡X$h¡ÞQf A¡L¡$X$du 50 sfh¥ep R>¡hê$Z A¡d¡Ãep¡f A¡X$h¡ÞQf A¡L¡$X$du 50 sfh¥ep R>¡

A._„. spgyL$p¡ _„N lp¡X$u, sfp`p/bp¡V$ sfh¥ep_u k„¿ep1 2 3 4 5

hphpTp¡X$p/cpf¡ hfkpv$_p âk„N¡ bQph_u L$pdNufu dpV¡$ Æëgp/il¡fdp„ lp¡X$uAp¡ ep„ÓuL$bp¡V$p¡/ sfp`p sfh¥ep_u ìehõ\p D`gå^ R>¡ S>¡_u rhNsp¡ _uQ¡ dyS>b R>¡.

Page 77: f hX$p¡v$fp dlp Nf‘prgL$p f

(69

)(6

9)

(69

)(6

9)

(69

)

( 5 . 4 )( 5 . 4 )( 5 . 4 )( 5 . 4 )( 5 . 4 ) rhïhprdÓu b¡Tu_ : rhïhprdÓu_p b¡Tu_dp„ _uQ¡ v$ip®h¡g smphp¡ bp„^hpdp„ Aph¡g R>¡. S>¡_y y „ `pZu rhïhprdÓu _v$udp„ \C Y$pY$f _v$udp„ \C M„cpsdp„ AMps_¡rhïhprdÓu b¡Tu_ : rhïhprdÓu_p b¡Tu_dp„ _uQ¡ v$ip®h¡g smphp¡ bp„^hpdp„ Aph¡g R>¡. S>¡_y y „ `pZu rhïhprdÓu _v$udp„ \C Y$pY$f _v$udp„ \C M„cpsdp„ AMps_¡rhïhprdÓu b¡Tu_ : rhïhprdÓu_p b¡Tu_dp„ _uQ¡ v$ip®h¡g smphp¡ bp„^hpdp„ Aph¡g R>¡. S>¡_y y „ `pZu rhïhprdÓu _v$udp„ \C Y$pY$f _v$udp„ \C M„cpsdp„ AMps_¡rhïhprdÓu b¡Tu_ : rhïhprdÓu_p b¡Tu_dp„ _uQ¡ v$ip®h¡g smphp¡ bp„^hpdp„ Aph¡g R>¡. S>¡_y y „ `pZu rhïhprdÓu _v$udp„ \C Y$pY$f _v$udp„ \C M„cpsdp„ AMps_¡rhïhprdÓu b¡Tu_ : rhïhprdÓu_p b¡Tu_dp„ _uQ¡ v$ip®h¡g smphp¡ bp„^hpdp„ Aph¡g R>¡. S>¡_y y „ `pZu rhïhprdÓu _v$udp„ \C Y$pY$f _v$udp„ \C M„cpsdp„ AMps_¡dm¡ R> ¡. rhïhprdÓu b¡Tu_dp„ _uQ¡ dyS>b_p hpefg¡k k¡V$k Np¡W$hhpdp„ Aph¡g R>¡.dm¡ R> ¡. rhïhprdÓu b¡Tu_dp„ _uQ¡ dyS>b_p hpefg¡k k¡V$k Np¡W$hhpdp„ Aph¡g R>¡.dm¡ R> ¡. rhïhprdÓu b¡Tu_dp„ _uQ¡ dyS>b_p hpefg¡k k¡V$k Np¡W$hhpdp„ Aph¡g R>¡.dm¡ R> ¡. rhïhprdÓu b¡Tu_dp„ _uQ¡ dyS>b_p hpefg¡k k¡V$k Np¡W$hhpdp„ Aph¡g R>¡.dm¡ R> ¡. rhïhprdÓu b¡Tu_dp„ _uQ¡ dyS>b_p hpefg¡k k¡V$k Np¡W$hhpdp„ Aph¡g R>¡.

(1) hX$p ¡v $ $fp dlp“Nf k¡hp kv$“, hX$p ¡v $fp , (2) ApS>hp, (3) âsp``yfp, (4) lpgp ¡g, (5) ^_kfhph, (6) ^_p¡fp, (7) `ugp ¡g, (8) cZuepfp, (9)(1) hX$p ¡v $ $fp dlp“Nf k¡hp kv$“, hX$p ¡v $fp , (2) ApS>hp, (3) âsp``yfp, (4) lpgp ¡g, (5) ^_kfhph, (6) ^_p¡fp, (7) `ugp ¡g, (8) cZuepfp, (9)(1) hX$p ¡v $ $fp dlp“Nf k¡hp kv$“, hX$p ¡v $fp , (2) ApS>hp, (3) âsp``yfp, (4) lpgp ¡g, (5) ^_kfhph, (6) ^_p¡fp, (7) `ugp ¡g, (8) cZuepfp, (9)(1) hX$p ¡v $ $fp dlp“Nf k¡hp kv$“, hX$p ¡v $fp , (2) ApS>hp, (3) âsp``yfp, (4) lpgp ¡g, (5) ^_kfhph, (6) ^_p¡fp, (7) `ugp ¡g, (8) cZuepfp, (9)(1) hX$p ¡v $ $fp dlp“Nf k¡hp kv$“, hX$p ¡v $fp , (2) ApS>hp, (3) âsp``yfp, (4) lpgp ¡g, (5) ^_kfhph, (6) ^_p¡fp, (7) `ugp ¡g, (8) cZuepfp, (9)`phpNY$ D`fp¡¼s kOmp hpefg¡k õV¡$i_dp„\u ApS>hp A_¡ âsp‘`yfp_p k„v$ ¡ip hX$p ¡v$fp dlp“Nf‘prgL$pdp„ agX$ k¡g X¡$V$p Ap`¡ R>¡. Ap D`fp„s ^_p¡fp, L$fpX$,`phpNY$ D`fp¡¼s kOmp hpefg¡k õV¡$i_dp„\u ApS>hp A_¡ âsp‘`yfp_p k„v$ ¡ip hX$p ¡v$fp dlp“Nf‘prgL$pdp„ agX$ k¡g X¡$V$p Ap`¡ R>¡. Ap D`fp„s ^_p¡fp, L$fpX$,`phpNY$ D`fp¡¼s kOmp hpefg¡k õV¡$i_dp„\u ApS>hp A_¡ âsp‘`yfp_p k„v$ ¡ip hX$p ¡v$fp dlp“Nf‘prgL$pdp„ agX$ k¡g X¡$V$p Ap`¡ R>¡. Ap D`fp„s ^_p¡fp, L$fpX$,`phpNY$ D`fp¡¼s kOmp hpefg¡k õV¡$i_dp„\u ApS>hp A_¡ âsp‘`yfp_p k„v$ ¡ip hX$p ¡v$fp dlp“Nf‘prgL$pdp„ agX$ k¡g X¡$V$p Ap`¡ R>¡. Ap D`fp„s ^_p¡fp, L$fpX$,`phpNY$ D`fp¡¼s kOmp hpefg¡k õV¡$i_dp„\u ApS>hp A_¡ âsp‘`yfp_p k„v$ ¡ip hX$p ¡v$fp dlp“Nf‘prgL$pdp„ agX$ k¡g X¡$V$p Ap`¡ R>¡. Ap D`fp„s ^_p¡fp, L$fpX$,cZuepfp, r`gp¡g, ^_kfhph_p X¡$V$p _peb L$pe®`pgL$ CS>_¡fîu, hX$p ¡v$fp tkQpC `¡V$p rhcpN hX$p ¡v$fp Üpfp agX$ k¡g hX$p ¡v$fp_¡ Ap`¡ R> ¡.cZuepfp, r`gp¡g, ^_kfhph_p X¡$V$p _peb L$pe®`pgL$ CS>_¡fîu, hX$p ¡v$fp tkQpC `¡V$p rhcpN hX$p ¡v$fp Üpfp agX$ k¡g hX$p ¡v$fp_¡ Ap`¡ R> ¡.cZuepfp, r`gp¡g, ^_kfhph_p X¡$V$p _peb L$pe®`pgL$ CS>_¡fîu, hX$p ¡v$fp tkQpC `¡V$p rhcpN hX$p ¡v$fp Üpfp agX$ k¡g hX$p ¡v$fp_¡ Ap`¡ R> ¡.cZuepfp, r`gp¡g, ^_kfhph_p X¡$V$p _peb L$pe®`pgL$ CS>_¡fîu, hX$p ¡v$fp tkQpC `¡V$p rhcpN hX$p ¡v$fp Üpfp agX$ k¡g hX$p ¡v$fp_¡ Ap`¡ R> ¡.cZuepfp, r`gp¡g, ^_kfhph_p X¡$V$p _peb L$pe®`pgL$ CS>_¡fîu, hX$p ¡v$fp tkQpC `¡V$p rhcpN hX$p ¡v$fp Üpfp agX$ k¡g hX$p ¡v$fp_¡ Ap`¡ R> ¡.

6 . 06 . 06 . 06 . 06 . 0 D`fp¡¼s kyMu, v$ ¡h, fpdu A_¡ rhðhprdÓu b¡Tu__p„ f¡C_ap¡g, f¡C_b¡S>, s¡dS> X$ukQpS>® `¡V$p hX$p ¡v$fp agX$ k¡g d¡mhu s¡_y „ k„L$g_ L$fu Ap kp\¡ Ap`¡g `ÓL$D`fp¡¼s kyMu, v$ ¡h, fpdu A_¡ rhðhprdÓu b¡Tu__p„ f¡C_ap¡g, f¡C_b¡S>, s¡dS> X$ukQpS>® `¡V$p hX$p ¡v$fp agX$ k¡g d¡mhu s¡_y „ k„L$g_ L$fu Ap kp\¡ Ap`¡g `ÓL$D`fp¡¼s kyMu, v$ ¡h, fpdu A_¡ rhðhprdÓu b¡Tu__p„ f¡C_ap¡g, f¡C_b¡S>, s¡dS> X$ukQpS>® `¡V$p hX$p ¡v$fp agX$ k¡g d¡mhu s¡_y „ k„L$g_ L$fu Ap kp\¡ Ap`¡g `ÓL$D`fp¡¼s kyMu, v$ ¡h, fpdu A_¡ rhðhprdÓu b¡Tu__p„ f¡C_ap¡g, f¡C_b¡S>, s¡dS> X$ukQpS>® `¡V$p hX$p ¡v$fp agX$ k¡g d¡mhu s¡_y „ k„L$g_ L$fu Ap kp\¡ Ap`¡g `ÓL$D`fp¡¼s kyMu, v$ ¡h, fpdu A_¡ rhðhprdÓu b¡Tu__p„ f¡C_ap¡g, f¡C_b¡S>, s¡dS> X$ukQpS>® `¡V$p hX$p ¡v$fp agX$ k¡g d¡mhu s¡_y „ k„L$g_ L$fu Ap kp\¡ Ap`¡g `ÓL$"A' dyS>b dp„Áep âdpZ¡ Np„^u_Nf, agX$ k¡g, kuX$bëey, ku kyfs, L$g¡L$V$f hX$p¡v$fp cê$Q, Np¡^fp, dy¿e CS>_¡fîu, tk. ep¡. A_¡ k„ey¼s krQhîu, Np„^u_Nf"A' dyS>b dp„Áep âdpZ¡ Np„^u_Nf, agX$ k¡g, kuX$bëey, ku kyfs, L$g¡L$V$f hX$p¡v$fp cê$Q, Np¡^fp, dy¿e CS>_¡fîu, tk. ep¡. A_¡ k„ey¼s krQhîu, Np„^u_Nf"A' dyS>b dp„Áep âdpZ¡ Np„^u_Nf, agX$ k¡g, kuX$bëey, ku kyfs, L$g¡L$V$f hX$p¡v$fp cê$Q, Np¡^fp, dy¿e CS>_¡fîu, tk. ep¡. A_¡ k„ey¼s krQhîu, Np„^u_Nf"A' dyS>b dp„Áep âdpZ¡ Np„^u_Nf, agX$ k¡g, kuX$bëey, ku kyfs, L$g¡L$V$f hX$p¡v$fp cê$Q, Np¡^fp, dy¿e CS>_¡fîu, tk. ep¡. A_¡ k„ey¼s krQhîu, Np„^u_Nf"A' dyS>b dp„Áep âdpZ¡ Np„^u_Nf, agX$ k¡g, kuX$bëey, ku kyfs, L$g¡L$V$f hX$p¡v$fp cê$Q, Np¡^fp, dy¿e CS>_¡fîu, tk. ep¡. A_¡ k„ey¼s krQhîu, Np„^u_NfAk¡ kb„^L$sp® dpdgsv$pfp ¡_¡ AkfL$sp® NpdX$pAp¡_p bQph A\£ S>ê$fu `Ngp„ g¡hp ÅZ L$fhpdp„ Aph¡ R> ¡.Ak¡ kb„^L$sp® dpdgsv$pfp ¡_¡ AkfL$sp® NpdX$pAp¡_p bQph A\£ S>ê$fu `Ngp„ g¡hp ÅZ L$fhpdp„ Aph¡ R> ¡.Ak¡ kb„^L$sp® dpdgsv$pfp ¡_¡ AkfL$sp® NpdX$pAp¡_p bQph A\£ S>ê$fu `Ngp„ g¡hp ÅZ L$fhpdp„ Aph¡ R> ¡.Ak¡ kb„^L$sp® dpdgsv$pfp ¡_¡ AkfL$sp® NpdX$pAp¡_p bQph A\£ S>ê$fu `Ngp„ g¡hp ÅZ L$fhpdp„ Aph¡ R> ¡.Ak¡ kb„^L$sp® dpdgsv$pfp ¡_¡ AkfL$sp® NpdX$pAp¡_p bQph A\£ S>ê$fu `Ngp„ g¡hp ÅZ L$fhpdp„ Aph¡ R> ¡.

Apd kfL$pfîu_p hMsp¡ hMs_u Ap`¡g k|Q_p_ykpf b„^p¡ L¡$ S>mpiep¡_¡ kpQhhp_u s¡dS> s¡dp„\u `pZu R>p¡X$sp„ `l¡gp L$fhp_u \su kOmu L$pe®hplu dpV¡$ kb„r^sApd kfL$pfîu_p hMsp¡ hMs_u Ap`¡g k|Q_p_ykpf b„^p¡ L¡$ S>mpiep¡_¡ kpQhhp_u s¡dS> s¡dp„\u `pZu R>p¡X$sp„ `l¡gp L$fhp_u \su kOmu L$pe®hplu dpV¡$ kb„r^sApd kfL$pfîu_p hMsp¡ hMs_u Ap`¡g k|Q_p_ykpf b„^p¡ L¡$ S>mpiep¡_¡ kpQhhp_u s¡dS> s¡dp„\u `pZu R>p¡X$sp„ `l¡gp L$fhp_u \su kOmu L$pe®hplu dpV¡$ kb„r^sApd kfL$pfîu_p hMsp¡ hMs_u Ap`¡g k|Q_p_ykpf b„^p¡ L¡$ S>mpiep¡_¡ kpQhhp_u s¡dS> s¡dp„\u `pZu R>p¡X$sp„ `l¡gp L$fhp_u \su kOmu L$pe®hplu dpV¡$ kb„r^sApd kfL$pfîu_p hMsp¡ hMs_u Ap`¡g k|Q_p_ykpf b„^p¡ L¡$ S>mpiep¡_¡ kpQhhp_u s¡dS> s¡dp„\u `pZu R>p¡X$sp„ `l¡gp L$fhp_u \su kOmu L$pe®hplu dpV¡$ kb„r^sMpspAp¡_y „ k„L$g_ L$fu _uQphpk_p rhõspfp¡_¡ ANpD\u kphQ¡s L$fhp_u spqL$v$$ kh£ auëX$ Ap¡aukfp¡_¡ L$fhpdp„ Aphu R>¡. Apd k„chus Ly$v$fsu X$uTpõV$f_¡ `lp¢QuMpspAp¡_y „ k„L$g_ L$fu _uQphpk_p rhõspfp¡_¡ ANpD\u kphQ¡s L$fhp_u spqL$v$$ kh£ auëX$ Ap¡aukfp¡_¡ L$fhpdp„ Aphu R>¡. Apd k„chus Ly$v$fsu X$uTpõV$f_¡ `lp¢QuMpspAp¡_y „ k„L$g_ L$fu _uQphpk_p rhõspfp¡_¡ ANpD\u kphQ¡s L$fhp_u spqL$v$$ kh£ auëX$ Ap¡aukfp¡_¡ L$fhpdp„ Aphu R>¡. Apd k„chus Ly$v$fsu X$uTpõV$f_¡ `lp¢QuMpspAp¡_y „ k„L$g_ L$fu _uQphpk_p rhõspfp¡_¡ ANpD\u kphQ¡s L$fhp_u spqL$v$$ kh£ auëX$ Ap¡aukfp¡_¡ L$fhpdp„ Aphu R>¡. Apd k„chus Ly$v$fsu X$uTpõV$f_¡ `lp¢QuMpspAp¡_y „ k„L$g_ L$fu _uQphpk_p rhõspfp¡_¡ ANpD\u kphQ¡s L$fhp_u spqL$v$$ kh£ auëX$ Ap¡aukfp¡_¡ L$fhpdp„ Aphu R>¡. Apd k„chus Ly$v$fsu X$uTpõV$f_¡ `lp¢Quhmhp k„‘|Z® Apep¡S>_ L$fhpdp„ Aph¡g R>¡.hmhp k„‘|Z® Apep¡S>_ L$fhpdp„ Aph¡g R>¡.hmhp k„‘|Z® Apep¡S>_ L$fhpdp„ Aph¡g R>¡.hmhp k„‘|Z® Apep¡S>_ L$fhpdp„ Aph¡g R>¡.hmhp k„‘|Z® Apep¡S>_ L$fhpdp„ Aph¡g R>¡.

`ÓL$-A

|f r_e„ÓZ A„N¡ g¡hp_pf `NgpAp¡ A„N¡_u dprlsu v$ip®hsy„ `ÓL$A._„. Ar^L$pfu, L$Q¡fu_y„ _pd kde ap¡_ _„bf : 079-23240303

1 .1 .1 .1 .1 . Np„^u_Nf agX$ k¡gNp„^u_Nf agX$ k¡gNp„^u_Nf agX$ k¡gNp„^u_Nf agX$ k¡gNp„^u_Nf agX$ k¡g 1 .1 .1 .1 .1 . khpf¡ 6, 8, 9, 12khpf¡ 6, 8, 9, 12khpf¡ 6, 8, 9, 12khpf¡ 6, 8, 9, 12khpf¡ 6, 8, 9, 12 a¡L$k _„bf 079-23251916a¡L$k _„bf 079-23251916a¡L$k _„bf 079-23251916a¡L$k _„bf 079-23251916a¡L$k _„bf 079-23251916

15, 17, 21 A_¡ 2415, 17, 21 A_¡ 2415, 17, 21 A_¡ 2415, 17, 21 A_¡ 2415, 17, 21 A_¡ 24 ap¡_ _„bf 079-23240339, 23251914ap¡_ _„bf 079-23240339, 23251914ap¡_ _„bf 079-23240339, 23251914ap¡_ _„bf 079-23240339, 23251914ap¡_ _„bf 079-23240339, 23251914

L$gpL¡$ a¡L$k ÜpfpL$gpL¡$ a¡L$k ÜpfpL$gpL¡$ a¡L$k ÜpfpL$gpL¡$ a¡L$k ÜpfpL$gpL¡$ a¡L$k Üpfp

2 .2 .2 .2 .2 . h^pf¡ hfkpv$$ A_¡ NV$ Mp¡ghp_ph^pf¡ hfkpv$$ A_¡ NV$ Mp¡ghp_ph^pf¡ hfkpv$$ A_¡ NV$ Mp¡ghp_ph^pf¡ hfkpv$$ A_¡ NV$ Mp¡ghp_ph^pf¡ hfkpv$$ A_¡ NV$ Mp¡ghp_p

kde¡ v$f L$gpL¡$ `qfqõ\rs_u ÅZ L$fhpdp„ Aph¡ R>¡.kde¡ v$f L$gpL¡$ `qfqõ\rs_u ÅZ L$fhpdp„ Aph¡ R>¡.kde¡ v$f L$gpL¡$ `qfqõ\rs_u ÅZ L$fhpdp„ Aph¡ R>¡.kde¡ v$f L$gpL¡$ `qfqõ\rs_u ÅZ L$fhpdp„ Aph¡ R>¡.kde¡ v$f L$gpL¡$ `qfqõ\rs_u ÅZ L$fhpdp„ Aph¡ R>¡.

2 .2 .2 .2 .2 . L$g¡L$V$fL$g¡L$V$fL$g¡L$V$fL$g¡L$V$fL$g¡L$V$f hX$p ¡v$fphX$p ¡v$fphX$p ¡v$fphX$p ¡v$fphX$p ¡v$fp 1 .1 .1 .1 .1 . khpf¡ 8-00 L$gpL¡$khpf¡ 8-00 L$gpL¡$khpf¡ 8-00 L$gpL¡$khpf¡ 8-00 L$gpL¡$khpf¡ 8-00 L$gpL¡$ 2427592, a¡L$k _„. 2431093, dp¡. 98240012372427592, a¡L$k _„. 2431093, dp¡. 98240012372427592, a¡L$k _„. 2431093, dp¡. 98240012372427592, a¡L$k _„. 2431093, dp¡. 98240012372427592, a¡L$k _„. 2431093, dp¡. 9824001237

Np ¡^fpNp ¡^fpNp ¡^fpNp ¡^fpNp ¡^fp 2 .2 .2 .2 .2 . h^pf¡ hfkpv$ A_¡ N¡V$ Mp¡ghp_p¡ kde v$f¡ L$gpL¡$h^pf¡ hfkpv$ A_¡ N¡V$ Mp¡ghp_p¡ kde v$f¡ L$gpL¡$h^pf¡ hfkpv$ A_¡ N¡V$ Mp¡ghp_p¡ kde v$f¡ L$gpL¡$h^pf¡ hfkpv$ A_¡ N¡V$ Mp¡ghp_p¡ kde v$f¡ L$gpL¡$h^pf¡ hfkpv$ A_¡ N¡V$ Mp¡ghp_p¡ kde v$f¡ L$gpL¡$ 02672-(Ap¡) 242800- a¡L$k : 24253602672-(Ap¡) 242800- a¡L$k : 24253602672-(Ap¡) 242800- a¡L$k : 24253602672-(Ap¡) 242800- a¡L$k : 24253602672-(Ap¡) 242800- a¡L$k : 242536

cê$Qcê$Qcê$Qcê$Qcê$Q `qfqõ\rs_u ÅZ.`qfqõ\rs_u ÅZ.`qfqõ\rs_u ÅZ.`qfqõ\rs_u ÅZ.`qfqõ\rs_u ÅZ. 02642-(Ap¡) 240600- a¡L$k 24060202642-(Ap¡) 240600- a¡L$k 24060202642-(Ap¡) 240600- a¡L$k 24060202642-(Ap¡) 240600- a¡L$k 24060202642-(Ap¡) 240600- a¡L$k 240602

02642-(r_) 24070002642-(r_) 24070002642-(r_) 24070002642-(r_) 24070002642-(r_) 240700

_d®v$p_d®v$p_d®v$p_d®v$p_d®v$p 02640-(Ap¡) 222161, (r_) 222162, a¡L$k : 22471902640-(Ap¡) 222161, (r_) 222162, a¡L$k : 22471902640-(Ap¡) 222161, (r_) 222162, a¡L$k : 22471902640-(Ap¡) 222161, (r_) 222162, a¡L$k : 22471902640-(Ap¡) 222161, (r_) 222162, a¡L$k : 224719

3 .3 .3 .3 .3 . dy¿e CS>_¡fîu, rk. ep¡. A_¡ k„ey¼sdy¿e CS>_¡fîu, rk. ep¡. A_¡ k„ey¼sdy¿e CS>_¡fîu, rk. ep¡. A_¡ k„ey¼sdy¿e CS>_¡fîu, rk. ep¡. A_¡ k„ey¼sdy¿e CS>_¡fîu, rk. ep¡. A_¡ k„ey¼s 1 .1 .1 .1 .1 . khpf¡ 8-30 L$gpL¡$khpf¡ 8-30 L$gpL¡$khpf¡ 8-30 L$gpL¡$khpf¡ 8-30 L$gpL¡$khpf¡ 8-30 L$gpL¡$ 2460134 : Of (Adv$phpv$$)2460134 : Of (Adv$phpv$$)2460134 : Of (Adv$phpv$$)2460134 : Of (Adv$phpv$$)2460134 : Of (Adv$phpv$$)

krQhîu, Np„^u_Nf.krQhîu, Np„^u_Nf.krQhîu, Np„^u_Nf.krQhîu, Np„^u_Nf.krQhîu, Np„^u_Nf. 2 .2 .2 .2 .2 . N¡V$ Mp¡ghp_p¡ kde¡N¡V$ Mp¡ghp_p¡ kde¡N¡V$ Mp¡ghp_p¡ kde¡N¡V$ Mp¡ghp_p¡ kde¡N¡V$ Mp¡ghp_p¡ kde¡ 220306 : Ap¡auk220306 : Ap¡auk220306 : Ap¡auk220306 : Ap¡auk220306 : Ap¡auk

Page 78: f hX$p¡v$fp dlp Nf‘prgL$p f

(70

)(7

0)

(70

)(7

0)

(70

)

h^pf¡ hfkpv$$ A_¡ agX$_p kde¡ _uQ¡ âdpZ¡ L$g¡L$V$fîu A_¡ dpdgsv$pf_¡ ÅZ L$fhpdp„ Aph¡ R>¡.

1.1.1.1.1. v$¡hv$¡hv$¡hv$¡hv$¡h L$g¡L$V$fîuL$g¡L$V$fîuL$g¡L$V$fîuL$g¡L$V$fîuL$g¡L$V$fîu Np¡^fp , hX$p¡v$fp A_¡ cê$QNp¡^fp , hX$p¡v$fp A_¡ cê$QNp¡^fp , hX$p¡v$fp A_¡ cê$QNp¡^fp , hX$p¡v$fp A_¡ cê$QNp¡^fp , hX$p¡v$fp A_¡ cê$Q

dpdgsv$pfdpdgsv$pfdpdgsv$pfdpdgsv$pfdpdgsv$pf lpgp¡g, X$cp¡C, `pv$fp, hpOp¡X$uep A_¡ Apdp¡v$lpgp¡g, X$cp¡C, `pv$fp, hpOp¡X$uep A_¡ Apdp¡v$lpgp¡g, X$cp¡C, `pv$fp, hpOp¡X$uep A_¡ Apdp¡v$lpgp¡g, X$cp¡C, `pv$fp, hpOp¡X$uep A_¡ Apdp¡v$lpgp¡g, X$cp¡C, `pv$fp, hpOp¡X$uep A_¡ Apdp¡v$

2.2.2.2.2. kyMu, fpdukyMu, fpdukyMu, fpdukyMu, fpdukyMu, fpdu L$g¡L$V$fîuL$g¡L$V$fîuL$g¡L$V$fîuL$g¡L$V$fîuL$g¡L$V$fîu hX$p¡v$fp A_¡. ku. X$bëey ku. kyfs.hX$p¡v$fp A_¡. ku. X$bëey ku. kyfs.hX$p¡v$fp A_¡. ku. X$bëey ku. kyfs.hX$p¡v$fp A_¡. ku. X$bëey ku. kyfs.hX$p¡v$fp A_¡. ku. X$bëey ku. kyfs.

dpdgsv$pfdpdgsv$pfdpdgsv$pfdpdgsv$pfdpdgsv$pf `phuS>¡s`yf, R>p¡V$pDv$¡`yf, k„M¡X$p`phuS>¡s`yf, R>p¡V$pDv$¡`yf, k„M¡X$p`phuS>¡s`yf, R>p¡V$pDv$¡`yf, k„M¡X$p`phuS>¡s`yf, R>p¡V$pDv$¡`yf, k„M¡X$p`phuS>¡s`yf, R>p¡V$pDv$¡`yf, k„M¡X$p

3.3.3.3.3. ApS>hpApS>hpApS>hpApS>hpApS>hp L$g¡L$V$fîuL$g¡L$V$fîuL$g¡L$V$fîuL$g¡L$V$fîuL$g¡L$V$fîu hX$p¡v$fp A_¡ cê$QhX$p¡v$fp A_¡ cê$QhX$p¡v$fp A_¡ cê$QhX$p¡v$fp A_¡ cê$QhX$p¡v$fp A_¡ cê$Q

dpdgsv$pfdpdgsv$pfdpdgsv$pfdpdgsv$pfdpdgsv$pf `pv$fp, hp^p¡X$uep A_¡ hX$p¡v$fp kuV$u A_¡ Apdp¡v$`pv$fp, hp^p¡X$uep A_¡ hX$p¡v$fp kuV$u A_¡ Apdp¡v$`pv$fp, hp^p¡X$uep A_¡ hX$p¡v$fp kuV$u A_¡ Apdp¡v$`pv$fp, hp^p¡X$uep A_¡ hX$p¡v$fp kuV$u A_¡ Apdp¡v$`pv$fp, hp^p¡X$uep A_¡ hX$p¡v$fp kuV$u A_¡ Apdp¡v$

D`fp¡¼s `qfqõ\rsdp„ Sy>v$u Sy>v$u ceS>_L$ k`pV$uA¡ Akf `pdsp rhõspf, Npdp¡_u rhNs Ap kp\¡ `ÓL$ _„bf : 1, 2 A_¡ 4dp„ bsph¡g R>¡.D`fp¡¼s `qfqõ\rsdp„ Sy>v$u Sy>v$u ceS>_L$ k`pV$uA¡ Akf `pdsp rhõspf, Npdp¡_u rhNs Ap kp\¡ `ÓL$ _„bf : 1, 2 A_¡ 4dp„ bsph¡g R>¡.D`fp¡¼s `qfqõ\rsdp„ Sy>v$u Sy>v$u ceS>_L$ k`pV$uA¡ Akf `pdsp rhõspf, Npdp¡_u rhNs Ap kp\¡ `ÓL$ _„bf : 1, 2 A_¡ 4dp„ bsph¡g R>¡.D`fp¡¼s `qfqõ\rsdp„ Sy>v$u Sy>v$u ceS>_L$ k`pV$uA¡ Akf `pdsp rhõspf, Npdp¡_u rhNs Ap kp\¡ `ÓL$ _„bf : 1, 2 A_¡ 4dp„ bsph¡g R>¡.D`fp¡¼s `qfqõ\rsdp„ Sy>v$u Sy>v$u ceS>_L$ k`pV$uA¡ Akf `pdsp rhõspf, Npdp¡_u rhNs Ap kp\¡ `ÓL$ _„bf : 1, 2 A_¡ 4dp„ bsph¡g R>¡.

Page 79: f hX$p¡v$fp dlp Nf‘prgL$p f

(71

)(7

1)

(71

)(7

1)

(71

)

il¡fu rhõspf rhðpduÓu _v$u rhõspf

1 .1 .1 .1 .1 . âp„s Ar^L$pfu, hX$p¡v$fp -il¡fâp„s Ar^L$pfu, hX$p¡v$fp -il¡fâp„s Ar^L$pfu, hX$p¡v$fp -il¡fâp„s Ar^L$pfu, hX$p¡v$fp -il¡fâp„s Ar^L$pfu, hX$p¡v$fp -il¡f 0265-24344020265-24344020265-24344020265-24344020265-2434402 ----- hX$p¡v$fp il¡f_p¡ sdpd rhõspfhX$p¡v$fp il¡f_p¡ sdpd rhõspfhX$p¡v$fp il¡f_p¡ sdpd rhõspfhX$p¡v$fp il¡f_p¡ sdpd rhõspfhX$p¡v$fp il¡f_p¡ sdpd rhõspf dpdgsv$pf L$Q¡fu, hX$p¡v$fpdpdgsv$pf L$Q¡fu, hX$p¡v$fpdpdgsv$pf L$Q¡fu, hX$p¡v$fpdpdgsv$pf L$Q¡fu, hX$p¡v$fpdpdgsv$pf L$Q¡fu, hX$p¡v$fpil¡f_p sdpd sgpV$uil¡f_p sdpd sgpV$uil¡f_p sdpd sgpV$uil¡f_p sdpd sgpV$uil¡f_p sdpd sgpV$u

2 .2 .2 .2 .2 . âp„s Ar^L$pfu, hX$p¡v$fp-N°pçeâp„s Ar^L$pfu, hX$p¡v$fp-N°pçeâp„s Ar^L$pfu, hX$p¡v$fp-N°pçeâp„s Ar^L$pfu, hX$p¡v$fp-N°pçeâp„s Ar^L$pfu, hX$p¡v$fp-N°pçe 0265-24244020265-24244020265-24244020265-24244020265-2424402 ----- hX$p¡v$fp N°pçe_p¡ sdpd rhõspfhX$p¡v$fp N°pçe_p¡ sdpd rhõspfhX$p¡v$fp N°pçe_p¡ sdpd rhõspfhX$p¡v$fp N°pçe_p¡ sdpd rhõspfhX$p¡v$fp N°pçe_p¡ sdpd rhõspf dpdgsv$pf L$Q¡fu, hX$p¡v$fpdpdgsv$pf L$Q¡fu, hX$p¡v$fpdpdgsv$pf L$Q¡fu, hX$p¡v$fpdpdgsv$pf L$Q¡fu, hX$p¡v$fpdpdgsv$pf L$Q¡fu, hX$p¡v$fp

hX$p¡v$fp-N°pçe sdpd sgpV$uhX$p¡v$fp-N°pçe sdpd sgpV$uhX$p¡v$fp-N°pçe sdpd sgpV$uhX$p¡v$fp-N°pçe sdpd sgpV$uhX$p¡v$fp-N°pçe sdpd sgpV$u

3 .3 .3 .3 .3 . âp„s Ar^L$pfu, ‘pv$fpâp„s Ar^L$pfu, ‘pv$fpâp„s Ar^L$pfu, ‘pv$fpâp„s Ar^L$pfu, ‘pv$fpâp„s Ar^L$pfu, ‘pv$fp 02662-242440202662-242440202662-242440202662-242440202662-2424402 ----- ‘pv$fp spgyL$p ¡‘pv$fp spgyL$p ¡‘pv$fp spgyL$p ¡‘pv$fp spgyL$p ¡‘pv$fp spgyL$p ¡ dpdgsv$pf L$Q¡fu, ‘pv$fpdpdgsv$pf L$Q¡fu, ‘pv$fpdpdgsv$pf L$Q¡fu, ‘pv$fpdpdgsv$pf L$Q¡fu, ‘pv$fpdpdgsv$pf L$Q¡fu, ‘pv$fp

kphgu spgyL$p_p sdpd sgpV$ukphgu spgyL$p_p sdpd sgpV$ukphgu spgyL$p_p sdpd sgpV$ukphgu spgyL$p_p sdpd sgpV$ukphgu spgyL$p_p sdpd sgpV$u

4 .4 .4 .4 .4 . âp„s Ar^L$pfu, kphguâp„s Ar^L$pfu, kphguâp„s Ar^L$pfu, kphguâp„s Ar^L$pfu, kphguâp„s Ar^L$pfu, kphgu 02667-25477702667-25477702667-25477702667-25477702667-254777 ----- kphgu spgyL$p ¡kphgu spgyL$p ¡kphgu spgyL$p ¡kphgu spgyL$p ¡kphgu spgyL$p ¡ dpdgsv$pf L$Q¡fu, kphgudpdgsv$pf L$Q¡fu, kphgudpdgsv$pf L$Q¡fu, kphgudpdgsv$pf L$Q¡fu, kphgudpdgsv$pf L$Q¡fu, kphgukphgu spgyL$p_p sdpd sgpV$ukphgu spgyL$p_p sdpd sgpV$ukphgu spgyL$p_p sdpd sgpV$ukphgu spgyL$p_p sdpd sgpV$ukphgu spgyL$p_p sdpd sgpV$u

5 .5 .5 .5 .5 . âp„s Ar^L$pfu, X¡$kfâp„s Ar^L$pfu, X¡$kfâp„s Ar^L$pfu, X¡$kfâp„s Ar^L$pfu, X¡$kfâp„s Ar^L$pfu, X¡$kf 02667-25477702667-25477702667-25477702667-25477702667-254777 ----- X$¡kf spgyL$p ¡X$ ¡kf spgyL$p ¡X$ ¡kf spgyL$p ¡X$ ¡kf spgyL$p ¡X$ ¡kf spgyL$p ¡ dpdgsv$pf L$Q¡fu, X$¡kfdpdgsv$pf L$Q¡fu, X$¡kfdpdgsv$pf L$Q¡fu, X$¡kfdpdgsv$pf L$Q¡fu, X$¡kfdpdgsv$pf L$Q¡fu, X$¡kfX¡$kf spgyL$p_p sdpd sgpV$uX¡$kf spgyL$p_p sdpd sgpV$uX¡$kf spgyL$p_p sdpd sgpV$uX¡$kf spgyL$p_p sdpd sgpV$uX¡$kf spgyL$p_p sdpd sgpV$u

6 .6 .6 .6 .6 . âp„s Ar^L$pfu, L$fS>Zâp„s Ar^L$pfu, L$fS>Zâp„s Ar^L$pfu, L$fS>Zâp„s Ar^L$pfu, L$fS>Zâp„s Ar^L$pfu, L$fS>Z 02666-23316802666-23316802666-23316802666-23316802666-233168 ----- L$fS>Z spgyL$p ¡L$fS>Z spgyL$p ¡L$fS>Z spgyL$p ¡L$fS>Z spgyL$p ¡L$fS>Z spgyL$p ¡ dpdgsv$pf L$Q¡fu, L$fS>Zdpdgsv$pf L$Q¡fu, L$fS>Zdpdgsv$pf L$Q¡fu, L$fS>Zdpdgsv$pf L$Q¡fu, L$fS>Zdpdgsv$pf L$Q¡fu, L$fS>Z

L$fS>Z spgyL$p_p sdpd sgpV$uL$fS>Z spgyL$p_p sdpd sgpV$uL$fS>Z spgyL$p_p sdpd sgpV$uL$fS>Z spgyL$p_p sdpd sgpV$uL$fS>Z spgyL$p_p sdpd sgpV$u

6 .6 .6 .6 .6 . âp„s Ar^L$pfu, ri“p¡fâp„s Ar^L$pfu, ri“p¡fâp„s Ar^L$pfu, ri“p¡fâp„s Ar^L$pfu, ri“p¡fâp„s Ar^L$pfu, ri“p¡f 02666-23316802666-23316802666-23316802666-23316802666-233168 ----- ri“p¡f spgyL$p ¡ri“p¡f spgyL$p ¡ri“p¡f spgyL$p ¡ri“p¡f spgyL$p ¡ri“p¡f spgyL$p ¡ dpdgsv$pf L$Q¡fu, ri“p¡fdpdgsv$pf L$Q¡fu, ri“p¡fdpdgsv$pf L$Q¡fu, ri“p¡fdpdgsv$pf L$Q¡fu, ri“p¡fdpdgsv$pf L$Q¡fu, ri“p¡f

ri“p¡f spgyL$p_p sdpd sgpV$uri“p¡f spgyL$p_p sdpd sgpV$uri“p¡f spgyL$p_p sdpd sgpV$uri“p¡f spgyL$p_p sdpd sgpV$uri“p¡f spgyL$p_p sdpd sgpV$u

7 .7 .7 .7 .7 . âp„s Ar^L$pfu, X$cp¡Câp„s Ar^L$pfu, X$cp¡Câp„s Ar^L$pfu, X$cp¡Câp„s Ar^L$pfu, X$cp¡Câp„s Ar^L$pfu, X$cp¡C 02663-25477702663-25477702663-25477702663-25477702663-254777 254477254477254477254477254477 X$cp¡C spgyL$p ¡X$cp¡C spgyL$p ¡X$cp¡C spgyL$p ¡X$cp¡C spgyL$p ¡X$cp¡C spgyL$p ¡ dpdgsv$pf L$Q¡fu, X$cp¡Bdpdgsv$pf L$Q¡fu, X$cp¡Bdpdgsv$pf L$Q¡fu, X$cp¡Bdpdgsv$pf L$Q¡fu, X$cp¡Bdpdgsv$pf L$Q¡fu, X$cp¡BX$cp¡B spgyL$p“p sdpd sgpV$uX$cp¡B spgyL$p“p sdpd sgpV$uX$cp¡B spgyL$p“p sdpd sgpV$uX$cp¡B spgyL$p“p sdpd sgpV$uX$cp¡B spgyL$p“p sdpd sgpV$u

8 .8 .8 .8 .8 . âp„s Ar^L$pfu, hpOp¡X$uepâp„s Ar^L$pfu, hpOp¡X$uepâp„s Ar^L$pfu, hpOp¡X$uepâp„s Ar^L$pfu, hpOp¡X$uepâp„s Ar^L$pfu, hpOp¡X$uep 02663-25477702663-25477702663-25477702663-25477702663-254777 254477254477254477254477254477 hpOp¡X$uep spgyL$p ¡hpOp¡X$uep spgyL$p ¡hpOp¡X$uep spgyL$p ¡hpOp¡X$uep spgyL$p ¡hpOp¡X$uep spgyL$p ¡ dpdgsv$pf L$Q¡fu, hpOp¡X$uepdpdgsv$pf L$Q¡fu, hpOp¡X$uepdpdgsv$pf L$Q¡fu, hpOp¡X$uepdpdgsv$pf L$Q¡fu, hpOp¡X$uepdpdgsv$pf L$Q¡fu, hpOp¡X$uephpOp¡X$uep spgyL$p“p sdpd sgpV$uhpOp¡X$uep spgyL$p“p sdpd sgpV$uhpOp¡X$uep spgyL$p“p sdpd sgpV$uhpOp¡X$uep spgyL$p“p sdpd sgpV$uhpOp¡X$uep spgyL$p“p sdpd sgpV$u

A. “„. Aq^L$pfu_y„ _pd A_¡ lp¡Øp¡ V¡$guap¡_ _„bf / dp¡bpBg Of“p¡ V¡$guap¡“ “„bf rhõspf/spgyL$p_y„ _pd k„b„ L$sp® sgpV$uAp¡1 2 3 4 5

A¡_¡nf - 2`|f Arsh©rô$ / hphpTp¡X$p\u D`qõ\s \_pf _yL$ip_ AV$L$phhp / sL¡$v$pfu `Ngp„ g¡hp s\p bQph fpls L$pdNufu dpV¡$

rhrh^ rhõspfp¡dp„ v$¡$Mf¡M fpMhp dpV¡$ r_dÏ„L$ L$f¡g gpeT_ Ar^L$pfuîuAp¡_¡ apmh¡g il¡fu rhõspf A_¡ spgyL$p_u rhNs

Page 80: f hX$p¡v$fp dlp Nf‘prgL$p f

(72

)(7

2)

(72

)(7

2)

(72

)

20062006200620062006 17391739173917391739 14361436143614361436 18151815181518151815 13201320132013201320 17581758175817581758 18261826182618261826 13201320132013201320 -----

20072007200720072007 12111211121112111211 13251325132513251325 13781378137813781378 11381138113811381138 12641264126412641264 10401040104010401040 759759759759759 -----

20082008200820082008 864864864864864 10001000100010001000 866866866866866 802802802802802 807807807807807 10711071107110711071 869869869869869 -----

20092009200920092009 591591591591591 721721721721721 579579579579579 363363363363363 516516516516516 463463463463463 356356356356356 -----

20102010201020102010 15701570157015701570 785785785785785 756756756756756 981981981981981 759759759759759 505505505505505 852852852852852 -----

20112011201120112011 11401140114011401140 11391139113911391139 530530530530530 880880880880880 709709709709709 805805805805805 393393393393393 -----

20122012201220122012 934934934934934 645645645645645 689689689689689 757757757757757 695695695695695 889889889889889 466466466466466 -----

20132013201320132013 14361436143614361436 16621662166216621662 11261126112611261126 11511151115111511151 11321132113211321132 12361236123612361236 973973973973973 -----

20142014201420142014 10911091109110911091 772772772772772 673673673673673 13031303130313031303 649649649649649 485485485485485 725725725725725 714714714714714

20152015201520152015 450.30450.30450.30450.30450.30 492492492492492 198198198198198 315315315315315 536536536536536 384384384384384 178178178178178 173173173173173

20162016201620162016 714714714714714 593593593593593 263263263263263 459459459459459 657657657657657 467467467467467 483483483483483 475475475475475

20172017201720172017 916916916916916 504504504504504 391391391391391 324324324324324 878878878878878 399399399399399 640640640640640 568568568568568

20182018201820182018 941941941941941 669669669669669 291291291291291 408408408408408 709709709709709 382382382382382 452452452452452 493493493493493

20192019201920192019 19781978197819781978 13221322132213221322 607607607607607 720720720720720 18081808180818081808 901901901901901 10001000100010001000 779779779779779

20202020202020202020 10351035103510351035 10321032103210321032 728728728728728 854854854854854 999999999999999 734734734734734 780780780780780 843843843843843

hj® hX$p¡v$fp L$fS>Z `pv$fp kphgu X$cp¡C ri_p¡f hpOp¡X$uep X¡$kf1 2 3 4 5 6 7 8 9

hX$p¡v$fp Æëgpdp„ kdph¡i \e¡g spgyL$p_p spgyL$phpfR>¡ëgp v$k hj®_u \e¡g hfkpv$_u Ap„L$X$pL$ue dplusu_y„ `ÓL$

Page 81: f hX$p¡v$fp dlp Nf‘prgL$p f

(73

)(7

3)

(73

)(7

3)

(73

)

Year

YE

AR

WIS

E F

LO

OD

CO

NT

RO

L L

EV

EL

DE

TAIL

S

Hig

hest L

evel of

Ajw

a L

ak

ein

Fe

et

Hig

hest L

evel of

Vis

hw

am

itri Riv

er

in F

ee

t

Tota

l Ra

in in

Ra

iny

Se

as

on

in V

ad

od

ara

City

in m

m

Vis

hw

am

itri Riv

er

Mo

re T

ha

n 2

0 F

ee

t

2004212.14

14.08.0421.00

14.08.041146.7207.10.04

12.08.0414.08.04

2004214.23

23.09.0535.6

01.07.051969.2030.09.05

01.07.05 &23.09.05

2006212.94

13.08.0630.6

08.08.061708.3

04.10.0608.08.06 &

11.08.06

2007212.42

26.09.0716.9

01.07.071210.3015.10.07

-

2008205.12

06.08.0828.6

28.07.08379.3

06.08.0812.08.08 &

13.08.08

2009209.49

13.6595

-

2010213.29

291549

10.09.10

2011212.35

13.09.1115.6

15.08.111140

-

2012212.10

12.09.1215.3

14.08.12934

-

2013213.40

25.09.1329.9

26.09.131436

27.07.13 &24.09.13

2014215.10

09.09.1434

10.09.141075

26.07.14 &10.09.14

2015210.45

21.10.156.80

25.06.15450.30

-

2016210.85

15.10.1613.3

5.10.16714

-

2017211.65

29.08.1716.0

24.07.17916

-

2018210.45

21.08.1812.0

22.08.18941

-

Fire and Em

ergency S

ervicesV

adodara Municipal C

orporation

2019213.10

09.08.1934.50

02.08.191921

31.07.19, 09.08.19 &21.08.19

2020213.10

30.08.202025.25

01.09.20201286

25.2501.09.2020

Page 82: f hX$p¡v$fp dlp Nf‘prgL$p f
Page 83: f hX$p¡v$fp dlp Nf‘prgL$p f

Abstract Collected FromFLOOD MEMORANDUM

2001 PUBLISHEDBY

GOVERNMENT OF GUJARAT

Page 84: f hX$p¡v$fp dlp Nf‘prgL$p f
Page 85: f hX$p¡v$fp dlp Nf‘prgL$p f

(77)(77)(77)(77)(77)

12(A) Vishwamitry Basin :

12.1.1 The flood forecasting system for Vishwamitry Basin is being looked after by theSuperintending Engineer, Vadodara Irrigation Circle, Vadodara. Various WirelessStations are established at the locations upstream of Vadodara from where gauge andrainfall data & spillway discharges from various tanks are obtained by him. The gaugeand rainfall data are being communicated to him through Wireless Stations.

12.1.1 Name of villages/tanks where wireless stations are located to report rainfall and gaugedischarge are as under:

(B) State's Wireless Stations and Map Reference No.

1. Vadodara (V.I.C.) (50) Gujarat State2. Central Control Station (51) ----do----

(Vadodara Municipal Corporation)3. Ajwa Tank (52) ----do----4. Pratappura Tank (53) ----do----5. Halol (54) ----do----6. Ghansarvav Tank (55) ----do----7. Dhanora Tank (56) ----do----8. Pilol (57) ----do----9. Bhaniara (58) ----do----10. Pavagadh Repeater (25) ----do----

12.1.3 Basin Plan showing all the wireless stations established together with gauge, dischargeand rain gauge station is appended vide Annexure 12-A.

12.1.4 The flood forecasting & flood warning arrangements for following water supply projectsunder Municipal Corporation will be looked after by Municipal Commissioner, Vadodara.He shall directly collect weather bulletin, H.R.W. from Indian Meteorological Department,Ahmedabad or Revenue Control Room of the concerned districts & shall formulate theflood forecast & convey to the concerned Collector regarding the area likely to beaffected for alerting and evacuation of the people as warranted by flood, Simulaneously,they convey the flood forecast and action taken by them to the Flood Control Cell(irrigation) nearest to them.

TABLE-12.1.4

Sr. Name of water Officer in Charge Telephone Nos.No. Scheme of scheme

1. Ajwa Municipal Commissioner Note;- Please see -202. Pratapppura Vadodara Municipal Corporation Chapter for

Vadodara. Telephone Nos.

12.1.5. Action to be taken by various Officers.

CHAPTER-12

FLOOD MEMORANDUM 2001 (GOVERNMENT OF GUJARAT)

VISHWAMITRY AND DEO BASINS

Page 86: f hX$p¡v$fp dlp Nf‘prgL$p f

(78)(78)(78)(78)(78)

TABLE -12.1.5

Note : Please see Chapter-20 for Telephone Nos.

Name of The Officerwith Telephone Nos.

(1)

Observation to be made by Officer

(2)

Officer to whom theMessages to be sent

(3)

(A) Officer In Charge ofDhanora Wireless Stationunder Executive Engineer,Vadodara irrigationDivision, Vadodara.

(B) Deputy ExecutiveEngineer, Karad CanalSub-Division, Halol.

(C) Officer In Charge ofBhaniara & Pilol WirelessStations under ExecutiveEngineer, irrigationDivision Vadodara.

(D) Officer In Charge ofGhansarvav WirelessStation under ExecutiveEngineer, Vadodara,irrigation Division.

(E) Officer In ChargeAjwa Wireless underV.M.S.S. Vadodara.

(F) Chief Officer (Fire)Central Wireless Station,V.M.S.S.Vadodara.

(a) Deputy ExecutiveEngineer, Karad CanalSub-Division, Halol.

(b) Officer incharge of AjwaStation under V.M.S.S.Vadodara.

(c) Chief Officer (Fire)Central Wireless StationV.M.S.S. Vadodara

(d) Executive Engineer,Vadodara IrrigationDivision Vadodara.

1. Message about rainfall gaugelevels, outflow of Haripura,Vadodara and Dhanora andM.I. tanks to be conveyed tothe officer at Sr. No. (A) inColumn No. 3

2. Messages received fromDhanora to be conveyed tothe Officers at Sr. No. (b) inColumn No. 3

3. Messages about rainfallgauge levels, and velocity ofRiver Vadodara channel anddischarge data to beconveyed to the Officer at Sr.No.(b) in Column No. 3Corporation, Vadodara.

4. Messages about rainfallgauge levels, outflow ofGhansarvav Tank to beconveyed to the Officer atSr. No.(b) in Column No. 3.

5. Messages received vide(1) to (4) about rainfall andwater levels of Ajwa &Pratappura to be conveyed tothe Officer at Sr. No.(c) inCol. No. 3.

6. Messages received from AjwaWireless Station as per (5)above, to be conveyed to theOfficer at Sr. No.(d) & (e) inColumn No. 3.

Page 87: f hX$p¡v$fp dlp Nf‘prgL$p f

(79)(79)(79)(79)(79)

12.1.6 The City Engineer, Vadodara Mahanagar Seva Sadan, Vadodara, shall also givemessages about the gauge levels at city bridge and also rainfall observed at the M.S.University Observatory, Sayajigunj, Vadodara. Whenever the rainfall recorded at theobservatory over the previous 24 Hours exceed 50 mm, the hourly rainfall shall also beobtained by the City Engineer and transmitted together with gauge at City Bridge to theflood Cell of the Vadodara Irrigation Circle, Vadodara.

12.1.7 When the water levels at the City Bridge is likely to cross the danger mark i.e., varioussignal stages as given vide Annexure 12(B) & 12(C). The message shall immediatelybe conveyed to the Flood Control Cell of the Collector, Vadodara for taking necessarymeasures by the City Engineer, Vadodara Mahanagar Seva Sadan, Vadodara.

12.1.8 Statement Showing the time lag for various stations form origin to the end of the riverbasin are as under.

SR.NO.

NAME OF SITEORIGIN

DISTANCE OF RIVERFROM

CATCHMENTAREA

(inSq. Kms.

Meter)

DANGERLEVEL

(In Meter)

TIMELAGHighFlood

VADODARA

1 2 3 4 5 6 7 8

1. Ajwa Sarovar 19.31 32.38 114.61 65.22 4 8

2. Pratappura (Vishwamitry) 16.10 41.83 71.59 69.95 5 10

3. Dhanora 25.74 37.06 32.37 62.18 3 10(Distributary Vishwamitry)

4. City Bridge 64.36 0.00 0.00 30.57 0 0

Note : W = Wireless, D = Discharge, F = Flood, G= Gauge, R = Rainfall

12(B) DEO Basin

12.2.1 The Deo river is a tributary of river Dhadhar. The flood forecasting and flood warningfor Deo Basin is being looked after by the Superintending Engineer, Vadodara IrrigationCircle, Vadodara. The hydro meteorological data and spillway discharges are obtainedby the focal officer and the same will be communicated to the concerned officersthrough wireless stations.

12.2.2 Names of villages/dams were wireless stations located are as under:

State's Wireless Stations Map Reference No.:

1. Vadodara (S.E.V.I. Circle, Vadodara) (50)2. Halol (54)3. Shivarajpur (Rain gauge Stations) (59)4. Deo dam site (Nr. Kuberpura Village) (60)5. Rameshra Colony (237)6. Pavagadh Repeater (25)

12.2.3 Deputy Executive Engineer, I.P. Sub-Dn. No. 22, Vadodara will communicate thenecessary flood message to Flood Control Cell, Vadodara, in the Office ofSuperintending Engineer, Vadodara, Irrigation Circle, Vadodara, Executive Engineer,Vadodara Irrigation Division, Vadodara, and Executive Engineer, I.P. Division No.4,Vadodara he will also pass the required data to the Flood Control Cell, Gandhinagar, asand when required.

TIMELAGLow

FloodORIGIN

(In Kilometers)

Page 88: f hX$p¡v$fp dlp Nf‘prgL$p f

(80)(80)(80)(80)(80)

12.2.4 Basin Plan showing all the wireless stations established together with gauge, dischargeand rain gauge stations is appended vide Annexure 12-A.

12.2.5 Action to be taken by various Officers.

TABLE -12.2.5

Note : Please see Chapter-20 for Telephone Nos.

Name of The Officerwith Telephone Nos.

(1)

Observation to be madeby the Officer

(2)

Officer to whom theMessages to be sent

(3)

(A) Dy. Executive Engineer,I.P. Sub-Dn. No. 22,Vadodara Officer incharge Shivrajpur wirelessstation & Deo Dam sitenear wireless stationHalol.

(B) Executive Engineer, I.P.Dn. No. 4, Vadodara.

(a) Executive Engineer,I.P. Dn. No. 4, Vadodara.

(b) S.E.V.I.C., Vadodara.

(c) Flood Cell, Vadodara.

(d) Ex-Engineer V. I. DivionsVadodara.

(e) Collector, (PMLS) Godhra

(f) S.E.V.I.C., Vadodara.

(g) Collector, Vadodara.

(h) District Superintendent ofPolice, (PMLS), Godhara.

(i) District Superintend ofPolice, Vadodara (Rural)

(j) Flood Control Cell,Gandhinagar.

(k) Collector, Bharuch.

Collect the Hydromete-orological data regardingrainfall, gauge level, outflow& other necessary pertainingto flood to be conveyed tothe Officer in Col. No. 3 fromSr. No. (a) to (c) Messagesas received above to beconveyed to the Officer inColumn No. 3 @ Sr. No. (d)to (i).

12.2.6 The list of affected village by floods in river DEO at various signal stages at differentlevels is appended vide Annexure 12-B-2 & 12-C-2.

12.2.7. Focal Officer

(A) (For Vishwamitry & Deo Basin) Note :-The Superintending Engineer, Vadodara Please See Chapter-20Irrigation Circle, Kothi Building, Vadodara for Telephone Nos.

(B) (For Ajwa and Pratappura Water Supply Scheme)The Municipal Commissioner,Vadodara Mahanagar Seva Sadan, Vadodara.

Page 89: f hX$p¡v$fp dlp Nf‘prgL$p f

(81)(81)(81)(81)(81)

SR.NO.

SAYAJIGUNJAREA

ANNEXURE - 12 - B-1

Statement of low lying area of Vadodara City and list of villages to be affected due to floodsin Vishwamitry River.

SR.NO.

WADIAREA

SR.NO.

BABAJIPURAAREA

SR.NO.

RAOPURAAREA

Low Lying Area of Vadodara City :-

1. Parasaram Bhatto 1. Low lying areas 1. Behind Navapura 1. North Portion ofoutside panigate Tank Khanderao Vinoba Bhave Marg

2. Area of Bhimnath 2. Mahemad Talav Mahavir Maholla Tulsibhai's ChalMahadev Area BhavamanChal,

Rabari Faliya

3. Camp Fatehgunj 3. Marial's Wada 2. Kumbhar Wado 2, Low lying area ofHarijanwas Maliwas Mangal Park (Parasan Society Kasamahala MoffusilRanchodji Mandir North East Corner near S.R.P. Camp)KamatipuraModikhana, area Nr.Methodist Church

4 i Chhani Road 4. Gujarat Housing 3. Sindhwai Road 3. North portion ofSardar Nagar Board Portion Societies ofKahns. Lalpur B/H. Ranmukteshwar KarelibaugRamvadi Barvi

ii Pensionpura 5. Road beyond 4. Dandia Bazar 4. Naya Dharati AreaYamuna Mill

iii Akota 6. Hakim's Palace Nr. 5. Portion nr.Ajabadi MillSindwai Mata Taraknath Mahadev

iv Manenagar 7. Behind Godi & 6. Surrounding areas of(Munj Mohallo) Navagam Mandir Sarasai Tank and

new Socities area

8. From Jawaharsociety to SimodwaliTalawadi place nearSatyadev Chemicals

9. Warasia new colonyand surroundingsocieties

10. Managleshwar area

11. Society area situatedat Harai Marg

Affected Villages of Vadodara Taluka

1. Dumad 5. Ambaliara 9. Kotali 13. Vadsar2. Ganpatpura 6. Sakalipura 10. Vemali3. Harani 7. Dena 11. Chapad4. Sama 8. Virod 12. Kalal

Note : Refer Annexure - 12 - C for villages affected at different water levels

Page 90: f hX$p¡v$fp dlp Nf‘prgL$p f

(82)(82)(82)(82)(82)

Page 91: f hX$p¡v$fp dlp Nf‘prgL$p f

(83)(83)(83)(83)(83)

Page 92: f hX$p¡v$fp dlp Nf‘prgL$p f

(84)(84)(84)(84)(84)

SR.NO.

GAUGE R.L. ATVADODARA CITY BRIDGE

ANNEXURE - 12-C-1

Statement showing warning signals arrangements for low lying area of Vadodara City & villagesaffected by floods of Vishwamitri River on the basis of gauge levels of Vadodara City bridge.

IN MT

NAME OF THEDISTRICT / TALULA

SIGNALS FOR VILLAGESAT SR. NO.

WHITESIGNAL

BLUESIGNAL

NOTE :1. WHITE SIGNAL : ALERT2. BLUE SIGNAL : READY FOR EVACUATION3. RED SIGNAL : IMMEDIATE EVACUATION

LOW LYING AREA OF VADODARA CITY / VADODARA TALUKA :

1. 29.34 96.68 1. Sayajigunj Area 1 to 4 -------- --------2. Wadi Area 1 10 11 -------- --------3. Babajipura Area 1 to 4 -------- --------4. Raopura Area 1 to 6 -------- --------5. Vadodara Taluka 1 to 13 -------- --------

2. 29.95 98.25 1. Sayajigunj Area -------- 1 to 4 --------2. Wadi Area -------- 1 10 11 --------3. Babajipura Area -------- 1 to 4 --------4. Raopura Area -------- 1 to 6 --------5. Vadodara Taluka -------- 1 to13 --------

3. 30.37 100.28 1. Sayajigunj Area -------- -------- 1 to 42. Wadi Area -------- -------- 1 to 113. Babajipura Area -------- -------- 1 to 44. Raopura Area -------- -------- 1 to 65. Vadodara Taluka -------- -------- 1 to 13

REDSIGNAL

IN FT

Remarks : The inhabitants of low lying area of Vadodara City and villages in Vadodara Talukamentioned in Column No. 4 are to be requested to alert themselves on account offloods and evacuation of their places as suggested by the Vadodara MunicipalCorporation Authority and District Collector, respectively.

Page 93: f hX$p¡v$fp dlp Nf‘prgL$p f

(85)(85)(85)(85)(85)

VADODARA DISTRICET

ANNEXURE - 12-B-2

List of Villages likely to be affected in Down Stream of Deo Reservoir due to floods in DeoRiver.

PANCHMAHALS DISTRICT

SR.NO.

HALOLTALUKA

1. Rulol 1. Banaiya 1. Sonaviti2. Vejalpur 2. Abdulpura 2. Rasgagar3. walva 3. Kadadara 3. Gadit4. Zaverpura 4. Kareli 4. Sonipur5. Goraj 5. Gojali 5. Kuberpur6. Madhavpura 6. Kadakarapura 6. Indral7. Dankheda 7. Wanadra 7. Bhandharpuri8. Ambali9. Patiyapura10. Muni Ashram11. Muvada12. Jayapura13. Antoli14. Wankuva15. Ghodadara16. Vyara17. Dholar18. Kagdipura19. Akadiyapura

Note : Refer Annexure -12 - C - 2 for villages affected at different Water Levels.

SR.NO.

VAGHODIATALUKA

SR.NO.

DABHOITALUKA

Page 94: f hX$p¡v$fp dlp Nf‘prgL$p f

(86)(86)(86)(86)(86)

SR.NO.

GAUGE LEVEL ATSPILLWAY

ANNEXURE - 12-C-2

Statement showing villages affected by floods of Deo River on the basis of Discharge releasedfrom Deo Dam

IN METER

NAME OF THEDISTRICT / TALULA

SIGNALS FOR VILLAGESAT SR. NO.

WHITESIGNAL

BLUESIGNAL

NOTE :1. WHITE SIGNAL : ALERT2. BLUE SIGNAL : READY FOR EVACUATION3. RED SIGNAL : IMMEDIATE EVACUATION

1. 1134.00 83.70 274.62 Vadodara

40047.21 1. Vaghodia 1 -------- --------

2. 1275.00 83.90 275.28 Vadodara

45026.63 1. Vaghidia 2 1 --------

3. 1417.00 84.09 275.90 Vadodara

50041.36 1. Vaghodia -------- 2 12. Dabhoi 1 -------- --------

4. 1559.00 84.20 276.26 Vadodara

55056.09 1. Vaghodia 3 & 4 -------- 22. Dabhoi -------- 1 --------

Panchmahals1. Halol 1 -------- --------

5. 1700.00 84.30 276.59 Vadodara

60035.50 1. Vaghodia 5 to 9 3 to 4 --------2. Dabhoi -------- -------- 1

Panchmahals1. Halol -------- 1 --------

6. 1984.00 84.20 277.59 Vadodara

70064.96 1. Vaghodia -------- 5 to 9 3 to 42. Dabhoi 2 -------- --------

Panchmahals1. Halol 2 -------- 1

7. 2288.00 84.30 278.56 Vadodara

80800.72 1. Vaghodia 10 to 13 -------- 5 to 92. Dabhoi 3 2 --------

Panchmahals1. Halol -------- 2 --------

8. 2551.00 85.20 279.54 Vadodara

90088.56 1. Vaghodia 14 to 17 10 to12 --------2. Dabhoi 4 3 2

Panchmahals1. Halol -------- -------- 2

REDSIGNALIN FEET

DISCHARGE RELE. FROM

DEO DAM

1 2 3 4 5 6 7 8

Page 95: f hX$p¡v$fp dlp Nf‘prgL$p f

(87)(87)(87)(87)(87)

9. 2834.00 85.50 280.53 Vadodara

100082.71 1. Vaghodia ------- 14 to 17 10 to 132. Dabhoi 5 4 3

10. 3117.00 85.80 281.51 Vadodara

100076.86 1. Vaghodia -------- -------- 14 to 172. Dabhoi ------- 5 4

Panchmahals1. Halol 3 -------- --------

11. 3401.00 86.00 282.17 Vadodara

120106.32 1. Vaghodia 18 -------- --------2. Dabhoi -------- -------- 5

Panchmahals1. Halol 4 to 6 3 --------

12. 3685.00 86.30 273.15 Vadodara

130135.78 1. Vaghodia 19 18 --------2. Dabhoi 6 & 7 -------- --------

Panchmahals1. Halol 7 4 to 6 3

13. 4535.00 87.00 285.45 Vadodara

160153.53 1. Vaghodia -------- 19 182. Dabhoi -------- 6 & 7 --------

Panchmahals1. Halol -------- 7 4 to 6

14. 4670.00 87.20 286.10 Vadodara

164921.05 1. Vaghodia -------- -------- 192. Dabhoi -------- -------- 6 & 7

Panchmahals1. Halol -------- -------- 7

Note : Refer Annexure-12-B-2 the Names of Villages Mentioned in Column 6, 7, & 8.

1 2 3 4 5 6 7 8

Page 96: f hX$p¡v$fp dlp Nf‘prgL$p f

(88)(88)(88)(88)(88)

VADODARA CITY CIRCLECircle Office Number : 0265-2436121/33 Fax : 0265-2420613

Customer Care Center : 155333, (M) 9879201912 Control Room : 0265-2421754

DISASTER MANAGEMENT NODAL OFFICER (ZONE)

S. M. Surti (City Circle) D. E. 9925213968

J. A. Pandor (Lalbaug Circle)D. E. 9909934690

P. T. Dias (Vish. West Circle) D. E. 9925208257

P. R. Patel (Vish. East Circle) D. E. 9925208273

VADODARA CITY CIRCLE1. B. J. Desai I/c S. E. 9925208623

2. Vacant E. E.

3. Y. R. Patel D. E. 9925208178

4. N. P. Mali D. E. 9925208210

5. H. B. Rathwa I/c. A. S. 9099040163

6. S. D. Bhabhor A.O. (Exp) 8980031331

7. S. B. Lachahhun A.O. (Rev) 8980031314

8. Ms. Sneha R. Sindha J. E. 6359643874

9. K. V. Jagtap J. E. 9913616676

10. S. P. Sagar D.E. 9925208269

11. R. K. Panchal D.E. (Civil) 9925208193

12. R. V. Patel J. E. (Civil) 9925208250

13. R. M. Ganasava Jr. Programmer 9909939888

14. H. K. Thakkar Jr. Programmer 9687656907

15. P. G. Rathwa Security Inspetor 9687662374

VADODAR CITY CIRCLE - H. T. CELLPhone : 0265-2421754

16. Alpa K. Dani E. E. 9925208222

17. H. K. Suthar D. E. 9925208321

18. H. B. Patel D. E. 9925208293

19. J. B. Dani D. E. I/C. Squad 9925208112

20. D. M. Bhatt J. E. 8980031579

21. Vacant J. E.

22. Vacant J. E.

VISHVAMITRI EAST DIVISIONPhone : 0265-2433788

23. D.M. Ganava E. E. 9925208186

24. A. I. Vasava D. E. 9925208307

25. N. A. Rai D. E. 9925208619

26. V. N. Parmar D. E. (Lab.) 9879202417

27. Smt. J. H. Chauhan J. E. 9978934271

28. S. G. Bharucha J. E. 7567773572

29. M. R. Mochi J. E. (TMS) 9925213886

30. Vacant J. E.

DANDIA BAZAR SUB DIVISIONPhone : 0265-2420621

31. S.M. Patel D. E. 9925208147

32. Rachna Mistry J. E. 8469740857

33. Vacant J. E.

TOWER SUB DIVISIONPhone : 0265-2433777

34. R. B. Amin D. E. 9925208346

35. Miss J. S. Brahmbhatt J. E. 7574818334

36. S. S. Baria J. E. 9909940521

KARELIBAUG SUB DIVISIONPhone : 0265-2484491

37. S.J.Patel D. E. 9925208368

38. G. M. Patel J. E. 9662079734

39. H. D. Sali J. E. 9925214740

PANIGATE SUB DIVISIONPhone : 0265-2513922

40. P.M. Patil D. E. 9909934689

41. G. J. Sevak J. E. 9687634816

42. H. B. Rafalia J. E. 9727796537

INDRAPURI SECTIONAL OFFICEPhone : 0265-2560066

43. H. P. Katariya D. E. 9925214016

44. H. N. Chavda J. E. 7567466365

45. C.J. Mevada J. E. 6359917304

MANDVI SUB DIVISIONPhone : 0265-2560126

46. Vacant D. E.

47. Y. B. Kher J. E. 9638007208

48. M. J. Yadav J. E. 6359976269

SARDAR ESTATE SUB DIVISIONPhone : 0265-2564715

49. D. C. Kaushik D. E. 9879200881

50. S. D. Solanki J. E. 8980038341

51. J. K. Makwana I/c J. E. 8980047916

VISHVAMITRI WEST DIVISIONPhone : 0265-2358096

52. U.V. Parmar E. E. 992520819453. B. J. Prajapati J. E. 992520823754. P. T. Dias D. E. 992520825755. B. G. Solanki (M) D. E. (Scada) 992520820756. M. Y. Pandya J. E. 968766308757. Vacant J. E.58. K. R. Mehta J. E. 9099018697

No. Name Designation Mobile No.No. Name Designation Mobile No.

Page 97: f hX$p¡v$fp dlp Nf‘prgL$p f

(89)(89)(89)(89)(89)

No. Name Designation Mobile No.No. Name Designation Mobile No.

59. G. U. Darji J. E. (Scada) 6359917317

60. D. B. Dixit J. E. 9925215246

61. V. L. Prajapati J. E. 9687654162

62. V. R. Joshi (S) J. E. (HI TECH LAB.) 9925208202

63. Vacant J. E. (I/c.Squad)

64. V. J. Patel J. E. 9925270640

ALKAPURI SUB DIVISIONPhone : 0265-2344777

65. M. R. Pavivala D. E. 9925208283

66. S. G. Vasava(M) J. E. 9099022127

67. Ms. R. B. Mecwan J. E. 7574815010

AKOTA SUB DIVISIONPhone : 0265- 2358277

68. Sumesh M. Patel D. E. 9925208236

69. H. M. Gayakwad J. E. 9537897057

70. P. C. Vania J. E. 7567296351

GOTRI SUB DIVISIONPhone : 0265-2321777

71. H. K. Parmar D. E. 9925208238

72. J. H. Patel J. E. 9687656920

73. Aniruddh R. Makwana J. E. 9925214959

GORWA SUB DIVISIONPhone : 0265-2290773

74. Z. M. Saiyad J. E. 9879200898

75. A. D. Mod J. E. 886647940076. Sonali J. Chavda J. E. 9099018271

FATEHGUNJ SUB DIVISIONPhone : 0265-2793533 CUG : 9879200897

77. M. Y. Gandhi D. E. 9925208162

78. D.R. Shah J. E. 8980031774

79. R. K. Varia J. E. 9925214970

SAMA SUB DIVISIONPhone : 0265-2712304

80. M. V. Chauhan D. E. 9925208429

81. H. U. Rami J. E. 9662997960

82. H. G. Maheshwari J. E. 9925218128

VASNA SUB DIVISIONPhone : 0265-2339393

83. M. G. Amin D. E. 9925208265

84. S. A. Solanki J. E. 9925215040

85. V. S. Doshi J. E. 9925217743

LALBAUG DIVISIONPhone : 0265-2645917-2633820

86. P. C. Patel E. E. 9925208317

87. A. R. Sharma D. E. 9925208358

88. J. A. Pandor D. E. 9909934690

89. V. H. Rabadia J. E. (Lab) 9925208201

90. Vacant J.E.

91. P. V. Kantharia J. E. (TMS) 9687662996

92. S. C. Tandel J.E. 9925214894

LALBAUG STORE94. K. I. Dalwadi D. E. 9925208624

BARANPURA SUB DIVISIONPhone : 0265-2420610

95. R. K. Rathawa D. E. 9925208306

96. M. R. Dudhwala J. E. 9099907553

97. S. S. Raha J. E. 9925215119

WADI SUB DIVISIONPhone : 0265-2583745

98. H. M. Prajapati D. E. 9925208170

99. C. S. Kalal J. E. 9687640736

100. N. R. Rana J. E. 9925218368

G. I. D. C. SUB DIVISIONPhone : 0265-2642382, Mobile : 9879200912

101. K. G. Prajapati D. E. 9925208311

102. A. K. Patel J. E. 6359873194

103. Hardik Rana J. E. V.S. 6359917378

LALBAUG SUB DIVISIONPhone : 0265-2631795, Mobile : 9879200907

104. Alpa Sheth D. E. 9925208230

105. B. B. Patel J. E. 9879202082

106. Smt. R.R.Limbachiya J. E. 7046591916

TARSALI SUB DIVISIONPhone : 0265-2635677

107. K. D. Varshney D. E. 9925208214

108. Vacant J. E.

109. V. D. Solanki J. E. 8980031580

MANJALPUR SUB DIVISIONPhone : 0265-2660667

110. B. S. Prajapati D. E. 9925208197

111. Ms. B. A. Patel J. E. 8980171679

112. D. B. Mehta J. E. 9016899354

Page 98: f hX$p¡v$fp dlp Nf‘prgL$p f

(90)(90)(90)(90)(90)

Name Teliphone No. Mobile No.Name Teliphone No. Mobile No.

C. P. 2421754 8980031335

Motibaug 2431695 9879200939

Harni 2481764 9879200937

Indrapuri 2561358 9879200938

Khatmba - 9879200940

Privar- Waghodiya - 9978904673

Atladara 2338987 9879200931

Vidhutnagar 2332766 9879200947

Gotri 2344440 9879200936

Subhanpura 2280767 9879200945

Chhani 2773682 9978935594

Gorwa 2392038 9879200935

Sama 2712304 9909976415

Vasna 2339393 9099906899

Gajarawadi 2581038 9879200934

Tarsali 2631542 9879200946

Makarpura 'A' 2633194 9879200941

Makarpura 'B' - 7567811241

Dandiya Bazar 2420621 9879200872

Tower 2433777 9879200847

Karelibaug 2484491 9879200862

Mandvi 2510335 9879200857

Panigate 2513922 9879200852

Sardar Estate 2564715 9880042037

Indrapuri 'E' 2560066 8980042038

Alkapuri 2344777 9879200877

Akota 2358277 9879200882

Gotri 2321777 9879200887

Gorwa 2321777 9879200893

Fategunj 2793533 9879200897

Sama 2712304 9879200902

Vasna' K' 2339393 8980031022

Baranpura 2420610 9879200925

Wadi 2583745 9879200918

G. I. D. C. 2642382 9879200912

Lalbaug 2631795 9879200907

Tarsali 'L' 2635677 9879200927

Page 99: f hX$p¡v$fp dlp Nf‘prgL$p f

LG DLP PROJECTORLG DLP PROJECTOR - LG전자 · lg dlp projectorlg dlp projector hs102 hs102g hs102r 사용전에‘안전을위한주의사항’을반드시읽고정확하게 사용해주세요!

LG DLP PROJECTORLG DLP PROJECTOR - LG전자 · lg dlp projectorlg dlp projector hs102 hs102g hs102r 사용전에‘안전을위한주의사항’을반드시읽고정확하게 사용해주세요!

Documents
DLP (Yellow)

DLP (Yellow)

Documents
DLP Legrand

DLP Legrand

Documents
DLP (Cian)

DLP (Cian)

Documents
Hx line extend

Hx line extend

Documents
Durchschnittsleerheitsproblem (DLP)€¦ · Durchschnittsleerheitsproblem (DLP) 2 Nichtentscheidbarkeit von DLP Theorem DNLP nicht entscheidbar =⇒ DLP nicht entscheidbar. (Verallgemeinerbar

Durchschnittsleerheitsproblem (DLP)€¦ · Durchschnittsleerheitsproblem (DLP) 2 Nichtentscheidbarkeit von DLP Theorem DNLP nicht entscheidbar =⇒ DLP nicht entscheidbar. (Verallgemeinerbar

Documents
Proyektor DLP

Proyektor DLP

Documents
コンパクトアレイスピーカー HX-7B HX-7W HX-7B-WP HX-7W …コンパクトアレイスピーカーHX-7B HX-7W HX-7B-WP HX-7W-WP 取扱説明書 スピーカーを工場出荷時の状態でお使いになる場合は、必ず後面の金具取付

コンパクトアレイスピーカー HX-7B HX-7W HX-7B-WP HX-7W …コンパクトアレイスピーカーHX-7B HX-7W HX-7B-WP HX-7W-WP 取扱説明書 スピーカーを工場出荷時の状態でお使いになる場合は、必ず後面の金具取付

Documents
LTZ & +)&+* >HT[HX^ +)*1...+)&+* >ht[hx^ +)*1 f=@9 8d5g ehz[xkh^. 5xlth * cuy fpsl 6au

LTZ & +)&+* >HT[HX^ +)*1...+)&+* >ht[hx^ +)*1 f=@9 8d5g ehz[xkh^. 5xlth * cuy fpsl 6au

Documents
Volantino DLP

Volantino DLP

Documents
Funciones, límites y continuidad....Indicar el dominio de las funciones : f HxL = 3 x 8 - x; f HxL = 6 x Hx - 5L Hx - 9L Límites Definición limxfix 0 f HxL = L se lee límite de

Funciones, límites y continuidad....Indicar el dominio de las funciones : f HxL = 3 x 8 - x; f HxL = 6 x Hx - 5L Hx - 9L Límites Definición limxfix 0 f HxL = L se lee límite de

Documents
ZZZ $UDELF2QOLQH HX

ZZZ $UDELF2QOLQH HX

Documents
The second term is equal to E U;T h E U0 hX 0 f^ (U+ T^U0) i E U00 hX f^ 0 0(U+ T^U00) ii = E U;T hX ; 0 f^ f^ 0E U0 [˜ (U+ T^U0)] E U00 [˜ 0(U+ T^U00)] i = X ; 0 f^ f^ 0E U [˜

The second term is equal to E U;T h E U0 hX 0 f^ (U+ T^U0) i E U00 hX f^ 0 0(U+ T^U00) ii = E U;T hX ; 0 f^ f^ 0E U0 [˜ (U+ T^U0)] E U00 [˜ 0(U+ T^U00)] i = X ; 0 f^ f^ 0E U [˜

Documents
apv plate hx

apv plate hx

Documents
MANUAL DE INSTRUCCIONES INSTRUCTION MANUAL S ......GEBRAUCHSANWEISUNG IMAGE1 | S HX FI-Kameraköpfe TH 112 HX FI, TH 113 HX-P FI INSTRUCTION MANUAL IMAGE1 | S HX FI Camera Heads TH

MANUAL DE INSTRUCCIONES INSTRUCTION MANUAL S ......GEBRAUCHSANWEISUNG IMAGE1 | S HX FI-Kameraköpfe TH 112 HX FI, TH 113 HX-P FI INSTRUCTION MANUAL IMAGE1 | S HX FI Camera Heads TH

Documents
b u.A pf.ku. c h“ hX$“N f · b u . A p f. k u . n p ¡-A p ¡X $ } “ ¡V $ f , h X $ “ N f:: d pN ®v $i ®L $ :: g ¡M “ k y^pfZ p L $pe ®¾$d b u.A pf.ku. c h“ hX$“N

b u.A pf.ku. c h“ hX$“N f · b u . A p f. k u . n p ¡-A p ¡X $ } “ ¡V $ f , h X $ “ N f:: d pN ®v $i ®L $ :: g ¡M “ k y^pfZ p L $pe ®¾$d b u.A pf.ku. c h“ hX$“N

Documents
Hx & Flange Face

Hx & Flange Face

Documents
DLP (Purple)

DLP (Purple)

Documents
Hx 2615541560

Hx 2615541560

Documents
Inconel Alloy HX

Inconel Alloy HX

Documents
f. NZ¡i lpg¡ hX$p¡v$fp - kutchipatrika.orgkutchipatrika.org/admin/images/630860684Patrika 28-11-2018-SML.pdf · f. NZ¡i lpg¡ hX$p¡v$fp - kutchipatrika.org ... 4-----

f. NZ¡i lpg¡ hX$p¡v$fp - kutchipatrika.orgkutchipatrika.org/admin/images/630860684Patrika 28-11-2018-SML.pdf · f. NZ¡i lpg¡ hX$p¡v$fp - kutchipatrika.org ... 4-----

Documents
Proiector DLP

Proiector DLP

Documents
Hx 80 n-hx-80nam_hx-80nram

Hx 80 n-hx-80nam_hx-80nram

Documents
Visera HX-8K

Visera HX-8K

Documents
hx - PrivatBankb Z[h\ ^ih\ ^gbfb^h]h\hjZfbmdeZ^_gbfbaP_gljZevgbf^_ihablZj }f ^_ihablZjghxmklZgh\hx hnhjfe_g \bfh]bsh^h\bdhgZggyhi_jZp c \kbkl_f ^_ihablZjgh]hh[e dm 1gr l_jf gblZihgyllympvhfmIheh`_gg

hx - PrivatBankb Z[h\ ^ih\ ^gbfb^h]h\hjZfbmdeZ^_gbfbaP_gljZevgbf^_ihablZj }f ^_ihablZjghxmklZgh\hx hnhjfe_g \bfh]bsh^h\bdhgZggyhi_jZp c \kbkl_f ^_ihablZjgh]hh[e dm 1gr l_jf gblZihgyllympvhfmIheh`_gg

Documents
DLP Proyektor Proyektor DLP

DLP Proyektor Proyektor DLP

Documents
McAfee DLP

McAfee DLP

Documents
Proyektor DLP - Optoma...DLP , DLP Link, dan logo DLP adalah merek dagang terdaftar dari Texas Instruments and BrilliantColorTM adalah merek dagang dari Texas Instruments. Semua nama

Proyektor DLP - Optoma...DLP , DLP Link, dan logo DLP adalah merek dagang terdaftar dari Texas Instruments and BrilliantColorTM adalah merek dagang dari Texas Instruments. Semua nama

Documents
Dlp presentation

Dlp presentation

Sports
Proyektor DLP - Optoma · 2020. 7. 23. · Konfigurasi menu keamanan ... Konfigurasi menu pengaturan link HDMI..... 43 Konfigurasi menu tes corak ... DLP®, DLP Link, dan logo DLP

Proyektor DLP - Optoma · 2020. 7. 23. · Konfigurasi menu keamanan ... Konfigurasi menu pengaturan link HDMI..... 43 Konfigurasi menu tes corak ... DLP®, DLP Link, dan logo DLP

Documents