10
Vfbibokik~{ ga Nb~bobvmv agr Nklk~bi Ikorbrkmv # Jgdh Fde}b) Hb~~bcbh _b~pbvb~pgh) L}i~mckh Gzvg{gli} Nmpb~emh~ ga Mimf~kfbi Mhlkhmmkhl bhn Fgep}~m Vfkmhfm Fbvm \mv~mh _mvmqm ]hkqmvk~{) Fimqmibhn) Gdkg >>201 $jif24) ht?<) ~mckh+ @fbvm(mn} Bov~rbf~( Vmbfd mhlkhmv ga ebkh%v~mbe ik~mb~}m nklk~bi ikobkmv v}fd bv BFE Nklk~bi Ikob{) Lgglim Vfdgib) bhn P}oEmn mepig{ akim%obvmn v{v~mev) bhn pgqknm }vmv |k~d b obvkf oggimbh cm{|gn vmbfd a}hf~kghbik~kmv( Bv b m% v}i~) hm| bhn pg|ma}i r}m{khl fbpbokik~kmv bm hg~ mbv{ ~g kepimemh~ gh ~gp ga v}fd v{v~mev) bhn hg~ pgqknmn( Kh fgepbkvgh) r}m{ ibhl}blmv ga nb~bobvm v{v~mev ~bnk~kghbii{ dbqm dkld mtpmvvkqm pg|m( ^dkv pbpm mqbi}b~mv ~dm vfbi% bokik~{ ga ~dm bppgbfd ga nmpig{khl mib~kghbi nb~bobvmv bv obfcmhn v{v~mev ~g nklk~bi ikobkmv) bhn) ~d}v) ebckhl }vm ga ~dm r}m{ ibhl}blmv bhn ~dm r}m{ pgfmvvkhl fbpbokik~kmv ga nb~bobvm r}m{ mhlkhmv ag ik~mb~}m nklk~bi ikobkmv( ^g mqbi}b~m g} bppgbfd) |m o}ki~ b vfbiboim pg~g~{pm nklk~bi ikob{ o}ki~ gh ~gp ga b mib~kghbi nb~bobvm ebhblmemh~ v{v~me) bhn k~v bnqbhfmn r}m{ kh~m% abfm |dkfd biig|v }vmv ~g vpmfka{ n{hbekf ~mt~ bhn pb~d r}mkmv kh bh kh~}k~kqm) dkmbfdkfbi ebhhm( ^dkv pbpm mqbi}b~mv ~dm vfbibokik~{ ga ~|g vmbfd r}m{ pgfmvvkhl bppgbfdmv) hbemi{) bn%dgf r}mkmv) pm%fgepkimn r}mkmv $v~gmn% pgfmn}mv+( \m nmeghv~b~m ~db~) |k~d mbvghboi{ pkfmn dbn|bm) |m bm boim ~g o}kin bh _NOEV%obvmn nklk~bi ikob{ vmbfd mhlkhm ~db~ fbh vfbim ~g dbhnim ekiikghv ga r}mkmv pm nb{( Cm{|grnv( Vfbibokik~{) Nb~bobvm) Em~bnb~b) Pb~d R}m{) R}m{ Kh~mabfm 2 Kh~rgn}f~kgh Ebkh%v~mbe ik~mb~}m nklk~bi ikobkmv v}fd bv BFE Nklk~bi Ikob{ S2?U) Fk~mVmm S26U) bhn P}oEmn S2>U ~bnk~kghbii{ mepig{ akim%obvmn v{v~mev |k~d khnmtmv) bhn pg% qknm }vmv |k~d b obvkf Oggimbh cm{|gn vmbfd a}hf~kghbik~{( Bv egm bhn egm m% vmbfdmv akhn ~dmevmiqmv nmpmhnmh~ gh ~dmvm nklk~bi ikobkmv) ~dmm kv b hmmn ag egm bnqbhfmn r}m{ fbpbokik~kmv( Fghvknm ~dm r}m{ ’  akhn pbpmv ga b}~dgv |dg p}o% ikvdmn kh BFE VKLEGN fghammhfmv bhn |g~m pbpmv |dgvm ~k~imv bm vkekib ~g —nb~b ekhkhl|k~d b vfgm ga bogqm 0(< g ~dm r}m{ ’  akhn pbpmv gh ’|mo nb~b ekh% khlbhn gh b fk~b~kgh pb~d ga nkv~bhfm ga imhl~d b~ imbv~ 6 v~b~khl |k~d pbpm P( Pmvmh~i{) ~dmm bm hg ebkh%v~mbe vmbfd v{v~mev ~db~ biig| }vmv ~g vpmfka{ v}fd r}mkmv( Hm| bhn pg|ma}i r}m{khl fbpbokik~kmv) v}fd bv pb~d r}mkmv bhn n{hbekf ~mt~ r}mkmv |k~d bppgtkeb~m vkekibk~{ pmnkfb~mv bhn ~mt~ jgkhv) bm hg~ mbv{ ~g ke% pimemh~ gh ~gp ga akim%obvmn v{v~mev( B~ ~dm g~dm mhn) nb~bobvm v{v~mev ~bnk~kghbii{ pgqknm r}m{ ibhl}blmv |k~d dkld mtpmvvkqm pg|m( Kh ~dkv pbpm) |m mqbi}b~m ~dm d{pg~dmvkv ~db~ mib~kghbi nb~bobvm r}m{ mhlkhmv dbqm hg| omfgem maakfkmh~ bhn ma% amf~kqm) bhn ~db~ ~dm{ fbh vfbim ag }vm bv obfcmhnv ~g ik~mb~}m nklk~bi ikobkmv( ^g mqbi}b~m g} d{pg~dmvkv) |m dbqm o}ki~ Fbvm $Bh~dgigl{+ Mtpigm S2) 20U) b vfbiboim pg~g~{pm nklk~bi ikob{ o}ki~ gh ~gp ga b mib~kghbi nb~bobvm ebhblmemh~ # ^dkv mvmbfd kv v}ppg~mn o{ ~dm ]V Hb~kghbi Vfkmhfm Ag}hnb~kgh lbh~ K^_%062??00(

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Vfbibokik~{ ga Nb~bobvmv agr Nklk~bi Ikorbrkmv#

Jgdh Fde}b) Hb~~bcbh _b~pbvb~pgh) L}i~mckh Gzvg{gli}

Nmpb~emh~ ga Mimf~kfbi Mhlkhmmkhl bhn Fgep}~m Vfkmhfm

Fbvm \mv~mh _mvmqm ]hkqmvk~{) Fimqmibhn) Gdkg >>201

$jif24) ht?<) ~mckh+ @fbvm(mn}

Bov~rbf~( Vmbfd mhlkhmv ga ebkh%v~mbe ik~mb~}m nklk~bi ikobkmv v}fd bv

BFE Nklk~bi Ikob{) Lgglim Vfdgib) bhn P}oEmn mepig{ akim%obvmn v{v~mev)

bhn pgqknm }vmv |k~d b obvkf oggimbh cm{|gn vmbfd a}hf~kghbik~kmv( Bv b m%

v}i~) hm| bhn pg|ma}i r}m{khl fbpbokik~kmv bm hg~ mbv{ ~g kepimemh~ gh ~gp

ga v}fd v{v~mev) bhn hg~ pgqknmn( Kh fgepbkvgh) r}m{ ibhl}blmv ga nb~bobvmv{v~mev ~bnk~kghbii{ dbqm dkld mtpmvvkqm pg|m( ^dkv pbpm mqbi}b~mv ~dm vfbi%

bokik~{ ga ~dm bppgbfd ga nmpig{khl mib~kghbi nb~bobvmv bv obfcmhn v{v~mev ~g

nklk~bi ikobkmv) bhn) ~d}v) ebckhl }vm ga ~dm r}m{ ibhl}blmv bhn ~dm r}m{

pgfmvvkhl fbpbokik~kmv ga nb~bobvm r}m{ mhlkhmv ag ik~mb~}m nklk~bi ikobkmv(

^g mqbi}b~m g} bppgbfd) |m o}ki~ b vfbiboim pg~g~{pm nklk~bi ikob{ o}ki~ gh

~gp ga b mib~kghbi nb~bobvm ebhblmemh~ v{v~me) bhn k~v bnqbhfmn r}m{ kh~m%

abfm |dkfd biig|v }vmv ~g vpmfka{ n{hbekf ~mt~ bhn pb~d r}mkmv kh bh kh~}k~kqm)

dkmbfdkfbi ebhhm( ^dkv pbpm mqbi}b~mv ~dm vfbibokik~{ ga ~|g vmbfd r}m{

pgfmvvkhl bppgbfdmv) hbemi{) bn%dgf r}mkmv) pm%fgepkimn r}mkmv $v~gmn%

pgfmn}mv+( \m nmeghv~b~m ~db~) |k~d mbvghboi{ pkfmn dbn|bm) |m bm boim

~g o}kin bh _NOEV%obvmn nklk~bi ikob{ vmbfd mhlkhm ~db~ fbh vfbim ~g dbhnim

ekiikghv ga r}mkmv pm nb{(Cm{|grnv( Vfbibokik~{) Nb~bobvm) Em~bnb~b) Pb~d R}m{) R}m{ Kh~mabfm

2 Kh~rgn}f~kgh

Ebkh%v~mbe ik~mb~}m nklk~bi ikobkmv v}fd bv BFE Nklk~bi Ikob{ S2?U) Fk~mVmm

S26U) bhn P}oEmn S2>U ~bnk~kghbii{ mepig{ akim%obvmn v{v~mev |k~d khnmtmv) bhn pg%

qknm }vmv |k~d b obvkf Oggimbh cm{|gn vmbfd a}hf~kghbik~{( Bv egm bhn egm m%

vmbfdmv akhn ~dmevmiqmv nmpmhnmh~ gh ~dmvm nklk~bi ikobkmv) ~dmm kv b hmmn ag egm

bnqbhfmn r}m{ fbpbokik~kmv( Fghvknm ~dm r}m{ ’  akhn pbpmv ga b}~dgv |dg p}o%

ikvdmn kh BFE VKLEGN fghammhfmv bhn |g~m pbpmv |dgvm ~k~imv bm vkekib ~g

—nb~b ekhkhl‛ |k~d b vfgm ga bogqm 0(< ― g ~dm r}m{ ’ akhn pbpmv gh ’|mo nb~b ekh%

khl― bhn gh b fk~b~kgh pb~d ga nkv~bhfm ga imhl~d b~ imbv~ 6 v~b~khl |k~d pbpm P―(

Pmvmh~i{) ~dmm bm hg ebkh%v~mbe vmbfd v{v~mev ~db~ biig| }vmv ~g vpmfka{ v}fd

r}mkmv( Hm| bhn pg|ma}i r}m{khl fbpbokik~kmv) v}fd bv pb~d r}mkmv bhn n{hbekf

~mt~ r}mkmv |k~d bppgtkeb~m vkekibk~{ pmnkfb~mv bhn ~mt~ jgkhv) bm hg~ mbv{ ~g ke%

pimemh~ gh ~gp ga akim%obvmn v{v~mev( B~ ~dm g~dm mhn) nb~bobvm v{v~mev ~bnk~kghbii{

pgqknm r}m{ ibhl}blmv |k~d dkld mtpmvvkqm pg|m( Kh ~dkv pbpm) |m mqbi}b~m ~dm

d{pg~dmvkv ~db~ mib~kghbi nb~bobvm r}m{ mhlkhmv dbqm hg| omfgem maakfkmh~ bhn ma%

amf~kqm) bhn ~db~ ~dm{ fbh vfbim ag }vm bv obfcmhnv ~g ik~mb~}m nklk~bi ikobkmv(^g mqbi}b~m g} d{pg~dmvkv) |m dbqm o}ki~ Fbvm $Bh~dgigl{+ Mtpigm S2) 20U) b

vfbiboim pg~g~{pm nklk~bi ikob{ o}ki~ gh ~gp ga b mib~kghbi nb~bobvm ebhblmemh~

# ^dkv mvmbfd kv v}ppg~mn o{ ~dm ]V Hb~kghbi Vfkmhfm Ag}hnb~kgh lbh~ K^_%062??00(

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v{v~me $_NOEV+( Fbvm Mtpigm kv pgp}ib~mn |k~d em~bnb~b age bppgtkeb~mi{

2=)000 pbpmv age ~dm BFE VKLEGN Bh~dgigl{ S?U bhn >2=)000 pbpm ~k~imv age

NOIP okoikglbpd{ S6U( ^g vpmfka{ pg|ma}i hm| r}mkmv n{hbekfbii{) |m dbqm nm%

vklhmn ~dm bnqbhfmn r}m{ kh~mabfm $BRK+ ga Fbvm Mtpigm) |dkfd kv og|vm%obvmn)

bhn biig|v }vmv ~g vpmfka{ n{hbekf ~mt~ bhn pb~d r}mkmv kh bh kh~}k~kqm bhn dkmb%

fdkfbi ebhhm(

^g mtmf}~m r}mkmv lmhmb~mn o{ BRK) |m pgpgvm $bhn mqbi}b~m $b+ bhn $o++ akqmbppgbfdmv: $b+ bn%dgf r}mkmv) $o+  pm%fgepkimn r}mkmv $v~gmn%pgfmn}mv+ $f+ nk%

qknm%bhn%fghr}m  bppgbfd) $n+ }vm%nmakhmn a}hf~kghv) bhn $m+ bh bnbp~kqm%n{hbekf

r}m{ kh~mabfm( Mbfd bppgbfd dbv pmagebhfm g aimtkokik~{ kepikfb~kghv(

Akhbii{) |m pmvmh~ mtpmkemh~v ~db~ ~mv~ ~dm vfbibokik~{ ga Fbvm Mtpigm age vmq%

mbi bvpmf~v( O{ mtmf}~khl r}mkmv ga khfmbvkhl fgepimtk~{ bhn }hnm khfmbvkhl igbn

fghnk~kghv) |m bm boim ~g ~mv~ ~dm gqmbii pmagebhfm ga ~dm v{v~me kh dkld igbn

vk~}b~kghv( G} mtpmkemh~v bivg ~mv~ v{v~me pmagebhfm kh ~dm bovmhfm ga nb~bobvm

khnmtmv bhn fbfdkhl( Gqmbii) g} mtpmkemh~v nmeghv~b~m ~db~) |k~d mbvghboi{

pkfmn dbn|bm) |m bm boim ~g o}kin bh _NOEV%obvmn nklk~bi ikob{ vmbfd mhlkhm

~db~ fbh vfbim ~g dbhnim ekiikghv ga r}mkmv pm nb{(

Vmf~kgh ? pmvmh~v ~dm nmvklh bhn kepimemh~b~kgh ga ~dm Fbvm Mtpigm kh~mabfm( Kh

vmf~kgh 6) |m nkvf}vv ~mt~%vkekibk~{ vmbfd nmvklh fghvknmb~kghv( Vmf~kgh > ikv~v vmq%

mbi r}m{ mtmf}~kgh em~dgnv ag bfdkmqkhl obibhfmn vfbibokik~{ bhn aimtkokik~{( Kh

vmf~kgh =) |m mqbi}b~m ~|g ga ~dm pgpgvmn r}m{ gp~kekzb~kgh em~dgnv bv |mii bv ~dm

gqmbii pmagebhfm ga Fbvm Mtpigm( Vmf~kgh 1 fghfi}nmv(

? Bnqbhfmn R}mr{ Kh~mrabfm $BRK+ bhn Pb~d R}mrkmv

Fbvm Mtpigm nb~bobvm S20U kv nmvklhmn ~g v~gm em~bnb~b mt~bf~mn age pbpmv bhn

mvmbfd b~kfimv( ^dm nb~bobvm fgh~bkhv khageb~kgh bog}~ pbpmv og~d kh ~mt~ age)^A%KNA qmf~gv) bhn Ekfgvga~ A}ii ~mt~ Vmbfd $EVA^+ S<U age( Vkekibk~{ ga ~|g

pbpmv kv embv}mn S>U obvmn gh nkaammh~ vmf~kghv ga b pbpm:

+)OB$Vke|+O)B$mvib~mn^gPbp_m ffFgepf

f  −5∄∀

$2+

\dmm  B) O bm pbpmv) Fgep kv ~dm vm~ ga pbpm fgepghmh~v s^k~im) B}~dgv) Bo%v~bf~) Khnmt ^mev) Ogn{) _mammhfmvu) bhn |f kv ~dm fgepghmh~‛v |mkld~( Khnkfmv bmo}ki~ gh ~dm em~bnb~b S20U(

Fbvm Mtpigm pgqknmv b obvkf vmbfd vfmmh ~db~ biig|v }vmv ~g vmbfd o{ cm{%

|gn) b}~dg hbem) pbpm {mb) bhn p}oikfb~kgh qmh}m( ^dm mv}i~v ga b vmbfd bhnr}m{ v~b~kv~kfv bm nkvpib{mn gh ~dm ’mv}i~v vfmmh― $Akl( 2+(

Akl( 2( Vmbfd _mv}i~v Vfmmh 

Kh bnnk~kgh ~g obvkf vmbfd) ~dm bnqbhfmn r}m{ kh~mabfm $BRK+) |dgvm nmvklh kvkhvpkmn o{ ~dm Pb~d|b{ Mtpigm S21U) biig|v }vmv ~g vpmfka{ bhn mtpbhn b lkqmh

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r}m{ n{hbekfbii{( N}m ~g ~dm khdmmh~ dkmbfdkfbi mib~kghvdkpv) ~dm BRK kv boim ~gpgqknm e}i~kpim nkaammh~ dkmbfdkfbi qkm|v ~g mpmvmh~ hmv~mn pmnkfb~m ~{pmv( Nka%

ammh~ ~{pmv ga pmnkfb~mv) bv bnnmn ~g ~dm BRK) age b ~mm v~}f~}m( Akl( ? kii}v~b~mvghm ga ~dm pgvvkoim dkmbfdkfbi qkm|v(

Akl( ?( Mtbepim Dkmbfd{ ga Bh~dgigl{ Mtpigm Nb~b

Age ~dm khk~kbi v~b~m $Akl( 6+) r}mkmv bm nmvklhmn o{ vmimf~khl ghm ga ~dm ~dmmebkh  pmnkfb~m ~{pmv $p}oikfb~kgh qmh}m) b}~dg) g pbpm+ bhn fmb~khl k~v khv~bhfmv(^dm }vm ~dmh vmimf~v |dkfd mib~kghv ~g nkvpib{ kh ~dm g}~p}~ $o{ fikfckhl ~g bh{ mh~k~{~{pm) bhn ~dm BRK fgigkhl ~dm mh~k~{+) bhn mtmf}~mv ~dm r}m{( Kh Akl( >) ~dm P}oikfb%

~kgh Qmh}m mib~kgh dbv ommh vmimf~mn ag khfi}vkgh kh~g ~dm g}~p}~(

Akl( 6( BRK Khk~kbi V~b~m Akl( >( Nmvklhb~khl bh G}~p}~ _mib~kgh

Mbfd mib~kgh kh ~dm BRK dbv ghm g egm vmbfd akminv bqbkiboim $Akl( =+( \dmh ima~oibhc) hg fghv~bkh~v bm pibfmn gh ~dm r}m{( ^dm BRK bivg biig|v ~dm }vm ~g vpmfka{

b ekhkebi vkekibk~{ ~dmvdgin $|k~d mvpmf~ ~g b pm%vpmfkakmn vkekibk~{ embv}m) m(l()fgvkhm) jbffbn) nkfm m~f(+( Kh Akl( 1) ~dm }vm kv vmbfdkhl ag pbpmv ~db~ bm bog}~’nb~b ekhkhl― |k~d b ekhkebi vkekibk~{ ~dmvdgin ga 0(=(

Akl( =( E}i~kpim Fghv~bkh~v Akl( 1( Ekhkebi Vkekibk~{ ^dmvdgin kh BRK

Akl( <)4) bhn ; kii}v~b~m) mvpmf~kqmi{) mtbepimv ga $k+ ~dm vkepim r}m{ ’Lm~ ~dm ~k%

~imv ga pbpmv ~db~ |mm p}oikvdmn kh {mb t―) $kk+ ~dm kh~memnkb~m r}m{ ’Lm~ ~dm pb%pm ~k~imv bhn p}oikfb~kgh qmh}m hbemv ag pbpmv ~db~ bm bog}~ —nb~b ekhkhl‛―) bhn$kkk+ ~dm fgepimt r}m{ ’Ikv~ b}~dgv |dg dbqm |k~~mh pbpmv bog}~ —fbfdkhl‛ $bhnikv~ ~dm ~k~imv ga ~dgvm pbpmv+) bhn dbqm bivg ommh p}oikvdmn kh b p}oikfb~kgh qmh}m~db~ fgh~bkhmn pbpmv bog}~ —nb~b ekhkhl‛ kh ~dm {mb 2;;= g ?00?―(

Pb~d r}mkmv ga Fbvm Mtpigm biig| }vmv ~g igfb~m pbpmv }vkhl pmnmakhmn pb~dr}mkmv( ^dkv kv b dkldi{ }vma}i amb~}m ~db~ kv mtpmhvkqm ~g gaam o{ fghqmh~kghbi m%

vmbfd pbpm vmbfd mhlkhmv) v}fd bv Fk~mvmm S26U( Pb~d r}mkmv khqgiqm fk~b~kgh mib%~kghvdkpv om~|mmh pbpmv) m(l() ’Akhn pbpmv gh b fk~b~kgh pb~d ga imhl~d b~ imbv~ $T+

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v~b~khl |k~d ~dm pbpm $[+―) ’Akhn ~dm b}~dgv ga pbpmv gh b fk~b~kgh pb~d ga nkv~bhfmga imhl~d b~ imbv~ $T+ mhnkhl |k~d ~dm pbpm $[+―) m~f( Omfb}vm ~dmvm r}mkmv bm mf}%

vkqm o{ hb~}m) kh bnnk~kgh ~g NOEV) |m }vm akim%obvmn khnmtmv ag vfbibokik~{( ^dmkhnmt akim kv b dbvd akim |dmm ~dm cm{ ag mbfd mfgn kh b o}fcm~ kv b pbpm%kn) bhnqbi}mv v~gmn bm bii pbpmv kh ~dm fk~b~kgh pb~dv ga imhl~d 2) ?) bhn 6 v~b~khl g mhnkhl|k~d mbfd cm{( \m cmmp ghi{ ~dm pb~dv ga imhl~d }p ~g 6 omfb}vm ighlm pb~dv }v}bii{iggvm fgh~mt~ bhn omfgem imvv mimqbh~( Akl( 20 kii}v~b~mv ~dm r}m{ ’akhn pbpmv ~db~bm bog}~ —fbfdkhl‛) bhn fk~m b pbpm kh VKLEGN 2;;< |k~dkh imhl~d ?―(

Akl( <( Vkepim R}m{ $RV+ Nmvklh kh BRK Akl( 4( Kh~memnkb~m R}m{ $RK+ kh BRK

Akl( ;( Fgepimt R}m{ $RF+ Nmvklh kh BRK Akl( 20( Mtbepim ga Pb~d R}m{ kh BRK

^g bhv|m b pb~d r}m{) ~dm khnmt akim kv }vmn ~g m~kmqm bii pbpmv kh ~dm fk~b~kgh

pb~d ga b vpmfkakmn imhl~d v~b~khl g mhnkhl |k~d b lkqmh pbpm( ^dm mv}i~v bm ~dmh~bhvammn ~g ~dm NOEV ~g m~kmqm pbpm fgh~mh~v) v}fd bv a}ii ~k~im) p}oikfb~kgh) bhn{mb) bhn nm~bkiv bm g}~p}~(

Pb~d r}mkmv bm kh~mlb~mn |k~d ~dm Pbpm Nm~bkiv pblm bhn ~dm BRK( Age ~dm Pb%pm Nm~bkiv pblm $ga pbpm [+) }vmv fbh fdggvm ~g qkm| fk~b~kgh pb~dv ga imhl~d 2) ?)g 6 v~b~khl g mhnkhl |k~d ~dm pbpm [( Age ~dm BRK) pb~d r}mkmv $fk~b~kgh g fk~mno{+ bm bnnmn ~g ~dm ~mm v~}f~}m $o}~ hg~ bv ~dm gg~ ga ~dm ~mm+(

6 ^mt~%Vkekibrk~{ Vmbrfd Nmvklh Fghvknmrb~kghv

Kh ~dm mtpmkemh~v ga ~dkv pbpm) ~g pmage ~dm ~mt~%vkekibk~{ vmbfd kh og~d ~dmObvkf Vmbfd bhn ~dm BRK) |m dbqm }vmn ~dm Jbffbn vkekibk~{ embv}m pgqknmn o{~dm Ekfgvga~ A}ii%^mt~ Vmbfd fgepghmh~ bv gppgvmn ~g ^A%KNA%obvmn vkekibk~{embv}mv kepimemh~mn bv }vm%nmakhmn a}hf~kghv $]NA+( ^dm mbvgh kv ~dm pmvmh~hghvfbibokik~{ ga ~dm ]NA a}hf~kgh) |dkfd |m mam ~g bv vqbWvmimf~kgh S1) 2=U( Kh mb%

ikm |gc) |m dbqm bnqgfb~mn S1) 2=U ~dm kh~mlb~kgh ga ’vqb gpmb~gv― kh~g NOEV

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r}m{ mhlkhmv ag dkldi{ pg|ma}i bhn maakfkmh~ fgep}~b~kghv ga ~mt~%obvmn vkekibk~{embv}mv) bhn bhckhl r}m{ g}~p}~v) |dkfd |m omikmqm) |dmh kepimemh~mn) |kii g}~%

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^dm Ekfgvga~ A}ii%^mt~ Vmbfd $EVA^+ S<U fgepghmh~ kv bh mt~mhbi a}ii%~mt~

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> Agre R}mr{ Gp~kekzb~kgh

 Bn%dgf VRI r}mkmv fbh om mbvki{ lmhmb~mn o{ ~dm BRK( Dg|mqm) ~dm{ khf} bnnk%~kghbi gqmdmbn bv ~dm nb~bobvm mhlkhm fmb~mv bhn fgepkimv ~dm r}m{ mtmf}~kgh pibhmbfd ~kem ~dm{ bm mtmf}~mn(

Pm%fgepkimn r}mkmv bv v~gmn pgfmn}mv dbqm vmqmbi bnqbh~blmv gqm bn%dgf

r}mkmv( Akv~) v~gmn pgfmn}mv ng hg~ khf} ~dm r}m{ pibh pmpbb~kgh bhn fgepkib%~kgh mtpmhvm |k~d mbfd mtmf}~kgh( Vmfghn) ~g mtmf}~m ~dm bn%dgf r}m{) ~dm mh~km

VRI ^mt~ e}v~ om ~bhvammn ~g ~dm NOEV( ^dm v~gmn pgfmn}m qmvkgh dg|mqm)ghi{ hmmnv ~g ~bhvam ~dm MTMF fgeebhn3 b e}fd vebiim beg}h~ ga ~mt~ ~g ~bhvam(Dg|mqm) v~gmn pgfmn}mv fbhhg~ mbvki{ pgqknm ~dm n{hbekf r}m{ fbpbokik~kmv ~db~~dm BRK mr}kmv |k~dg}~ pibfkhl fghv~bkh~v gh ~dm kh~mabfm(

^dm ~dkn gp~kgh kv b nkqknm%bhn%fghr}m bppgbfd) ombckhl mbfd mh~k~{ kh ~dm

r}m{ kh~g vmpbb~m v~gmn pgfmn}mv |dkfd |kii khvm~ ~dmk mv}i~v kh~g b ~mepgb{mib~kgh( Bh bn%dgf r}m{ |kii ~dmh om mtmf}~mn ~g vmimf~ bii ~dm nb~b age ~dkv ~mepg%

b{ mib~kgh( \dkim ~dm NOEV v~kii e}v~ fgepkim b r}m{ pibh ag ~dkv bn%dgf r}m{)k~ |kii om vkepim bv k~ |kii ghi{ fgh~bkh b am| jgkhv( ^dm hmlb~kqmv dmm bm ~dm gqm%dmbn bvvgfkb~mn |k~d ~dm ~mepgb{ mib~kgh( ^dm NOEV fbh pg~mh~kbii{ |k~m ~dm fgh%~mh~v ~g ~dm nkvc( A}~dmegm) }vkhl b ligobi ~mepgb{ mib~kgh bfgvv e}i~kpimv~gmn pgfmn}mv |kii fb}vm ~dm NEOV ~g mfgepkim ~dm v~gmn pgfmn}m egm ga~mhS22U( ^dmmagm) ~mepgb{ mib~kghv bm hg~ b v}k~boim vgi}~kgh ag b dkld%igbn vk~}b%

~kgh(^dm ag}~d bppgbfd kv ~g }vm ~dm ]vm Nmakhmn A}hf~kghv $]NA+( Fgh~kh}khl |k~d

~dm nkqknm%bhn%fghr}m bppgbfd) ~dm r}m{ ag mbfd mh~k~{ kh ~dm BRK fbh om pm%fgepkimn kh~g b }vm nmakhmn a}hf~kgh $]NA+ ~db~ m~}hv b ~boim qbi}m) biig|khl k~ ~gom }vmn kh b r}m{ o{ jgkhkhl k~ ~g g~dm mib~kghv( Blbkh) b n{hbekf r}m{ |kii om}vmn ~g jgkh ~dm pgpm ]NAv bhn pgjmf~ ~dm g}~p}~( Vkekib ~g v~gmn pgfmn}mv)]NAv pgqknm ~dm omhmak~v ga omkhl fgepkimn( Dg|mqm) kh gnm ~g m~}h k~v fgh~mh~vkh ~dm age ga b ~boim ~db~ fbh om }vmn kh b jgkh gpmb~kgh) ]NAv }vm ~boim qbkboimv( B~boim qbkboim v~kii fbh pg~mh~kbii{ |k~m ~g nkvc kh b ig|%emeg{ vk~}b~kgh( Egmgqm)

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|dmh pmagekhl ~dm hb~}bi jgkhv gh ~dm ~boim g}~p}~v) ~dm NOEV fbh hg~ ~bcm bnqbh%~blm ga ~dm khnmtmv bimbn{ gh ~dm gklkhbi mib~kghv( ^dm nb|obfcv ga ]NAv ~dmm%

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r}m{ v~}f~}m kv vmmh ag ~dm akv~ ~kem) ~dm kh~mabfm |kii mtmf}~m ~dm r}m{ bv ka k~ kvbh bn%dgf r}m{ |dkim k~ bv{hfdghg}vi{ fmb~mv b v~gmn pgfmn}m ag ~dm r}m{( Kh%ageb~kgh bog}~ ~dm v~}f~}m) fgv~ mv~keb~mv) blm khageb~kgh) pbbem~mv) bhn ~dmv~gmn pgfmn}m hbem |kii ~dmh om v~gmn kh b fmh~bi mpgvk~g{( B nbmegh |g}in ommvpghvkoim ag eghk~gkhl ~dm v~gmn pgfmn}mv) ~dm v~b~kv~kfv) bhn ~dm blm khageb%

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^dkv em~dgn) |dkim khf}khl vikld~ gqmdmbn) gaamv ~dm egv~ aimtkokik~{ |k~d ~dm imbv~beg}h~ ga fghv~bkh~v pibfmn gh ~dm BRK(

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~g om pibfmn gh ~dm BRK(

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V~gmn Pgfmn}mv Fgepkimn r}mkmv mn}fm mtmf}%

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v~gmn pgfmn}m( Fbh pg~mh~kbii{

pgn}fm bh mt~memi{ iblm h}eomga v~gmn pgfmn}mv(

= Mtpmrkemh~v

Kh bii ga ~dm mtpmkemh~v) Fbvm Mtpigm kv }h gh b Nmii Pg|mMnlm ?4=0 vmqm |k~d~|g Kh~mi Tmgh 6(?LDz pgfmvvgv bhn 1(0 LO ga ebkh emeg{( ^dm Mh~mpkvm Mnk%~kgh ga \khng|v ?006 Vmqm kv }vmn bv ~dm gpmb~khl v{v~me( Mbfd mtpmkemh~ kv }h}vkhl Ekfgvga~ Bppikfb~kgh ^mv~ Fmh~m $EB^F+ S;U( ^dm EB^F gpmhv e}i~kpim

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fghhmf~kghv ~g ~dm vmqm bhn b}~geb~kfbii{ lmhmb~mv D^^P mr}mv~v) vke}ib~khl ~dmomdbqkg ga bh bf~}bi }vm( ^dm ~kem%~g%ibv~%o{~m kv }vmn bv b embv}m ag ~dm beg}h~

ga nmib{ age b }vm‛v pgkh~ ga qkm|( ^dm obhn|kn~d }~kikzb~kgh kv embv}mn kh ckig%o{~mv pm vmfghn pm D^^P mvpghvm(

^g embv}m ~dm pmagebhfm ga ~dm BRK bhn pb~d r}mkmv) |m dbqm fmb~mn r}mkmvga khfmbvkhl fgepimtk~{ bhn bh bh khfmbvkhl h}eom ga ~dmvm r}mkmv vke}i~bhm%g}vi{ ~g me}ib~m e}i~kpim }vmv bffmvvkhl ~dm v{v~me fghf}mh~i{( B v}eeb{ ga biir}mkmv }vmn kh g} mtpmkemh~v kv lkqmh kh ~boim ?(  

^boim ?( Ikv~ ga r}mkmv }vmn kh ~dm mtpmkemh~v

R}mr{ Hbem Nmvfrkp~kgh

Vkepim RV Vmimf~kgh |k~d ghm jgkh

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HF

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khl pgp}ib~mn |k~d ammi{%bqbkiboim P}oEmn pbpmv age okgemnkfbi vfkmhfmv+( ^dmm%agm) ~g egm bff}b~mi{ vke}ib~m ~dm beg}h~ ga nkvc KG mr}kmn ~g vfbh ~dm  pbpm  mib~kgh) |m dbqm pbnnmn mbfd ~}pim |k~d mt~b >4 o{~mv( ^dm mt~b >4 o{~mv khfmbvmv~dm ~g~bi beg}h~ ga vpbfm ~g bppgtkeb~mi{ ?1(? EO3 b figvm mpmvmh~b~kgh ga ~dm ak%hbi nb~bvm~( Bivg) ~dm vkzm ga ~dm dbvd akim }vmn kh ~dm pb~d r}m{ mtpmkemh~v kv kh%fmbvmn ~g =00 EO $~dm bf~}bi vkzm kv ?EO ag ~dm f}mh~ nb~bobvm+(

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 $b+ $o+ $f+

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