b9r range

12
f{taiktt tpvgiokv Ugcug hmbkt qg{v ugc ug F1V vmiok

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Page 1: B9R Range

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f{taiktttpvgiokv

Ugcug hmbkt qg{v

ugcug F1V vmiok

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Ugcug Aita`kEgv aipkvdapq# caik(nm{c mi` dgmdn gzkvmpagit# zvg`{dpauapq at mdnakuk` fq

gzpahataio zkvgvhmidk mi` kdakidq) Mukvmok tzkk`# cgm` dmzmdapq mi` m

thggpn va`k mvk kttkipamct gv ahzvguk` zmttkiokv tmpatmdpagi — mi` gv

m zvgpmfck f{taiktt)

_apn m Ugcug dnmttat qg{‑vk mtt{vk` m tgca` fmtk gv m uknadck pnmp dghfaikt

zgwkv mi` pngvg{on }{mcapq wapn zmttkiokv dgiukiakidk mi` cmtpaiozvgpmfacapq) Mi gzpahatk` `vaukcaik# {kc kdakidq mi` kiuavgihkipmc dmvk

m`` t{tpmaimfacapq pg qg{v gkv)

Ugcug‑t vkigwik` vgm` fknmuag{v mi` ̀ vaukmfacapq mccgw pnk ̀ vaukv pg tpmq mckvp#

gd{tk` mi` tkvuadk(hai`k`) Pnkvk‑t ig `g{fp pnmp qg{v gzkvmpagi — mi`

 qg{v zmttkiokvt — wacc fkikp vgh pnat) Mi` Ugcug‑t pgz zgtapagi ai vkcamfacapq

mi` tmkpq `gkt m cgp g ogg` pg pnk gzkvmpgv‑t tkvuadk ckukc mt wkcc mt pnk

vkta`{mc umc{k g pnk uknadckt)

Fq f{ac`aio qg{v f{t gi m Ugcug zcmpgvh qg{ kipkv m zmvpikvtnaz) Pnk z{vdnmtkmi` `kcaukvq mvk l{tp pnk tpmvp g g{v dghhaphkip) T{zzgvpaio g{v dcakipt at m

`{pq# mi` wk mvk kmokv pg ckmvi vgh qg{)

Pnk zgwkv ge

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Mdnakuk hgvk

wapn UgcugAiz{p vgh g{v d{tpghkvt at g{v taiock hgtp ahzgvpmip tg{vdk g aigvhmpagi)

Pnk ikk`t mi` watnkt g zmttkiokvt# mi` g pnk zkgzck wng gzkvmpk mi`

`vauk g{v uknadckt# tkp pnk tdkik gv {p{vk hg`kct) Pnmp‑t wnq wk gkv m

vmiok g tkvuadkt t{dn mt imidaio# tkvuadk dgipvmdpt# pkckhmpadt# gi(vgm`

mttatpmidk# `vaukv pvmaiaio mi` h{dn hgvk)

Aidvkmtk` {zpahk# vk`{dk` wkmv mi` pkmv dghfaik` wapn vk`{dk` mi`zvk`adpmfck dgtpt hkmi m cgp pg cakdqdck zvg`{dpauapq) Tg# wapn pnktk tkvuadkt#

g{v d{tpghkvt dmi gzpahatk pnkav gzkvmpagit mi` d{p pnkav dgtpt gv hmai(

pkimidk# vkzmavt mi` {kc) Pnk mumacmfacapq g tkvuadkt hmq umvq `kzki`aio gi

hmvbkp# mi` pnk fktp tg{vdk g aigvhmpagi at qg{v Ugcug vkzvktkipmpauk)

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Pnk F1V at m wkaonp(gzpahatk`# naon(}{mcapq dnmttat gv aipkvdapq mi` dgmdn

mzzcadmpagit) Pnk emp pgz g pnk vmhkwgvb zkvhapt kdakip fg`q dgitpv{d(

pagi mi` o{mvmipkkt m cgio# zvg`{dpauk cak) Pnk vgip t{tzkitagi zvgua`kt

gv hmigk{uvmfacapq mi` tahzck tkvuadk) Hmaipkimidk at mctg tahzcak` fq m

dghzmdp mi` tkvuadk(vaki`cq `vaukcaik aitpmccmpagi# wnadn k~pki`t pnk tdgzk

gv dvkmpaio m vkcamfck mi` kdakip uknadck)

hmbaio zvgeap

F1v — M zcmpegvh egv

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Evgip t{tzkitagi

Pnk wkcc(zvguki vaoa` vgip t{tzkitagi gkvt k~dkcckip

dghgvp mi` nmi`caio# wapn m paonp p{viaio davdck)

Pvmithattagi

Mcc ukvtagit g pnk F1V dghk wapn Ugcug A(Tnap# g{v vkigwik`

=6(tzkk` m{pghmpk` okmvtnap tqtpkh) Mcpkvimpauk zvgovmht

mi` {idpagit mvk mumacmfck)

Tahzck tkvuadk

Pnk kioaik aitpmccmpagi# dmfcaio mi` dgiikdpgvt mt wkcc mt

mcc gpnkv tkvuadk zgaipt mvk cgdmpk` gv kmtq mddktt) Pnat

zvgua`kt gv vmza` mi` vkcamfck tkvuadk# m pv{k Ugcug nmcchmvb)

Fvmbkt

Zgwkv{c KFT(dgipvgcck` `atd fvmbkt wapn cgmpaio dmccazkvt

mvk wkcc(bigwi Ugcug tmkpq dghzgikipt) Pnk Ugcug A(Tnap

okmvfg~ dmi fk dghfaik` wapn m vkpmv`kv# t{ftpmipamccq

vk`{daio fvmbk wkmv) Egv pgz(g(pnk(caik tmkpq qg{ dmi gzp

gv g{v Kckdpvgiad Tpmfacapq Zvgovmh .KTZ!)

M{pghmpad e{idpagi dnkdb Pnk h{cpazck~k` kckdpvgiadt tqtpkh bkkzt pvmdb g pnk fmtad

{idpagit) Mcc tmkpq kmp{vkt mvk dnkdbk` mp kukvq tpmvp({z)

M{pghmpadmccq)

@vaukv‑t kiuavgihkip

Ugcug hkmit wgvc`(dcmtt kvogighadt) Dckmv aitpv{hkipmpagi

mi` cgoadmc dgipvgc zmikct nkcz pnk `vaukv tpmq mckvp# gd{tk`

mi` ai dgipvgc) Tzkdaq wapn {cc ̀ mtnfgmv` gv aitpv{hkip

dc{tpkv gicq)

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Pnk F1VCK mccgwt gv naon zmttkiokv dmzmdapq mi` }{adb kipvq mi` k~ap)

Pnk pnvkk(m~ck dgio{vmpagi mccgwt ovgtt wkaonpt g {z pg 60#?;: bo) Pnk

bikkcaio {idpagi mi` wa`k dkipvk matck hmbk gv kdakip zmttkiokv egw#

mi` pnk dnmttat cmqg{p zkvhapt wa`k `ggvt) Pnk cgw vmhk nkaonp hmbkt ap

zgttafck pg f{ac` m fg`q wapn gicq pwg tpkzt mp pnk vkmv m~ck)

gi fgmv`

f1vck — Zmttkiokvt kmtacq

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Evgip t{tzkitagi

Pnk cgw vaoa` vgip m~ck dghfaikt m cgw kipvq tpkz wapn m

paonp p{viaio davdck mi` m wa`k dkipvk matck)

Dghegvpmfck fgmv`aio

Kckdpvgiadmccq dgipvgcck` mav t{tzkitagi hmbkt gv m

dgiukiakip bikkcaio {idpagi)

Tahzck tkvuadk

Pnk kioaik aitpmccmpagi# dmfcaio mi` dgiikdpgvt mt wkcc mt

mcc gpnkv tkvuadk zgaipt mvk cgdmpk` gv kmtq mddktt) Pnat

zvgua`kt gv vmza` mi` vkcamfck tkvuadk# m pv{k Ugcug nmcchmvb)

Fvmbkt

Zgwkv{c KFT(dgipvgcck` `atd fvmbkt wapn cgmpaio dmccazkvt

mvk wkcc(bigwi Ugcug tmkpq dghzgikipt) Pnk m{pghmpad

okmvfg~kt gkv pnk gzpagi g m f{acp(ai vkpmv`kv# mi` gv

pgz(g(pnk(caik tmkpq qg{ dmi gzp gv g{v Kckdpvgiad Tpmfacapq

Zvgovmh .KTZ!)

KckdpvgiadtCabk kukvq Ugcug# pnk F1VCK zkvgvht mi m{pghmpad {idpagi

dnkdb mp tpmvp({z) Mcc kckdpvgiadt mvk h{cpazck~k` mi` dgh(

h{iadmpagi pmbkt zcmdk {taio m DMI f{t)

@vaukv‑t kiuavgihkip

Pnk F1VCK dmi fk tzkdaak` wapn mi aitpv{hkip dc{tpkv gicq#

gv wapn Ugcug‑t naoncq mzzvkdampk` {cc `mtnfgmv`# aidc{`aio

dgipvgc tmpkccapkt)

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Pnk `vaukcaik# fmtk` gi Ugcug‑t 1(capvk `aktkc kioaik at zgwkv{c# vkcamfck mi`

naoncq kdakip) 4>: fnz mi` pgv}{k g =?0: Ih oauk thggpn nmi`caio mi`

t{dakip zgwkv gv miq pvmd tap{mpagi) Pnk Ugcug A(Tnap okmvfg~ dmi fk

tzkdak` gv m wa`k vmiok g `vauaio dgi`apagit ai gv`kv pg gzpahatk zkvgvh(

midk mi` {kc dgit{hzpagi) Pnk fkikpt mvk pnk pvm`apagimc Ugcug nmcchmvbt g

`vaukmfacapq# {kc kdakidq mi` zvg`{dpauapq)

Pnk Ugcug @1 kioaik {tkt dghhgi vmac ailkdpagi pkdnigcgoq mi` ap dghzcaktwapn K{vg ;# f{p at mctg mumacmfck ai K{vg 0 mi` K{vg 4 ukvtagit)

gi pmz

Zgwkv mi` zkvegvhmidk

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Dckmikv wapn TDV

Pnk Ugcug @1 at naoncq kadakip# wnadn at pnk avtp zvkvk}{atapk

gv cgw khattagit) Ai m``apagi ap {tkt TDV# Tkckdpauk Dmpmcqpad

Vk`{dpagi# ai gv`kv pg vk`{dk IG~ khattagit)

TDV at mi k~nm{tp mpkvpvkmphkip zvgdktt wnkvkfq mi

m``apauk at ailkdpk` aipg pnk k~nm{tp cgw zvagv pg pnk dmpmcqpad

dgiukvpkv) Pnk iapvgoki g~a`kt mvk pnki tzcap aipg nmvhcktt

iapvgoki omt mi` wmpkv umzg{v)

Pvg{fck(evkk hmaipkimidk

Ai pkvht g cakdqdck zvg`{dpauapq# hmaipkimidk mi` vkcamfacapq

mvk dv{damc zmvmhkpkvt) Kukvq Ugcug dnmttat at `ktaoik` gv

cgio tkvuadk aipkvumct mi` twap mi` tahzck hmaipkimidk)

Gac dnmiok aipkvumct mvk k~pki`k` mi` hmiq dvapadmc

dghzgikipt mvk hmaipkimidk(vkk# t{dn mt zvgz tnmpt#

nmc tnmpt mi` vkmv wnkkc fkmvaiot) Ai m``apagi# Ugcug‑t

h{cpazck~k` kckdpvgiadt tqtpkh {idpagit mt m zvkukipauk

hmaipkimidk mi` `amoigtpadt pggc)

Tahzck tkvuadk

_apn Ugcug# tkvuadk mi` hmaipkimidk mvk tahzck hmppkvt)

Mcc tkvuadk zgaipt mvk kmtacq vkmdnk` mi`# gwaio pg dgh(

zgikip tnmvaio wapnai pnk Ugcug mhacq# qg{v tzmvk zmvpcgoatpadt mvk tahzcaak`)

Qg{ mctg fkikap vgh g{v k~pkitauk tkvuadk ikpwgvb#

wnadn wk zmvpcq tnmvk wapn Ugcug Pv{dbt) Pnkvk mvk mctg

n{i`vk`t g tzkdamcatk` F{t Tkvuadk Dkipkvt pnmp zvgua`k

dghzkpkidk# pggct mi` zmvpt gv uavp{mccq mcc qg{v ikk`t)

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Eao{vkt

Emdpt mi`

F1V@vaukv‑t kiuavgihkip< Kvogighad ̀ ktaoi wapn kmtq(vkmdn

dgipvgct) M`l{tpmfck `vaukv‑t tkmp mi` tpkkvaio wnkkc

.vkmdn mi` vmbk!)

Dgieao{vmpagit F1V< 0ß6) CN@ mi` VN@) Vaoa` vgip

t{tzkitagi) D(zvgack fkmht wapn cmp# fg`qf{ac`kv(vaki`cq

{zzkv t{vmdk)

Kioaik< Ugcug @1F) Ai(caik 5(dqcai`kv `aktkc vmpk` mp4>: fnz .pgv}{k =?0: Ih!# K{vg ; dghzcamip) Ugcug KHT

6)6 gv gzpahatk` dghf{tpagi)

Pvmithattagi< Ugcug A(Tnap =6(tzkk`# m{pghmpk` okmv(

dnmioaio tqtpkh# gv 5(tzkk` hmi{mc pvmithattagi)

Vkmv m~ck< Ugcug taiock(vk`{dpagi m~ck wapn g{v mcpkvimpauk

vmpagt mumacmfck)

T{tzkitagi< Kckdpvgiadmccq dgipvgcck` mav t{tzkitagi)

Evgip mi` vkmv tpmfacatkvt)

Fvmbaio tqtpkh< Pwai davd{ap tqtpkh) Ugcug `atd fvmbkt

dghfaik` wapn KFT ;(dgipvgcck` MFT'MTV {idpagit mi`

Kckdpvgiad Tpmfacapq Zvgovmh .KTZ!)

E{kc pmibt< 6ß=;: c# hg{ipk` fknai` pnk vgip m~ck) Pvmitap

pmib ;: c)

Gukvmcc `ahkitagit F1V0ß6

Pvmitzgvp wnkkcfmtk 46;: hh

_nkkcfmtk dkvpaak` 0>::—?0:: hh

Gukvmcc ckiopn >1;1 hh

Evmhk nkaonp >?: hh

Evmhk nkaonp# vkmv =510 hh

Gukvmcc wa`pn vkmv wnkkct 6045 hh

Zkvhappk` ovgtt uknadck wkaonp =1#::: bo

F1VCK@vaukv‑t kiuavgihkip< Kvogighad ̀ ktaoi wapn kmtq(vkmdn

dgipvgct) M`l{tpmfck `vaukv‑t tkmp mi` tpkkvaio wnkkc

.vkmdn mi` vmbk!)

Dgieao{vmpagit< 5ß6) CN@ mi` VN@) Vaoa` vgip t{t(

zkitagi) Fgcpk` tpkkc vmhk) Evgip hg`{ck wapn gzki dnmiikc

mi` fg~k` tkdpagit# tpv{dp{vmc wnkkcmvdnkt# fgcpk` pg m

p{f{cmv vkmv hg`{ck wapn tnkmv zmikct)

Kioaik< Ugcug @1F) Ai(caik 5(dqcai`kv `aktkc vmpk` mp

4>: fnz .pgv}{k =?0: Ih!# K{vg ; dghzcamip) Ugcug KHT

6)6 gv gzpahatk` dghf{tpagi)

Pvmithattagi< Ugcug A(Tnap =6(tzkk`# m{pghmpk` okmv(dnmioaio tqtpkh)

Vkmv m~ck< Ugcug taiock(vk`{dpagi m~ck wapn g{v mcpkvimpauk

vmpagt mumacmfck)

T{tzkitagi< Kckdpvgiadmccq dgipvgcck` mav t{tzkitagi)

Evgip mi` vkmv tpmfacatkvt)

Fvmbaio tqtpkh< Pwai davd{ap tqtpkh) Ugcug `atd fvmbkt

dghfaik` wapn KFT ;(dgipvgcck` MFT'MTV {idpagit mi`

Kckdpvgiad Tpmfacapq Zvgovmh .KTZ!)

E{kc pmibt< Dngadk g pnvkk {kc pmibt# 4=:# 45: gv 0=: c)

Pvmitap pmib ;: c)

Gukvmcc `ahkitagit F1VCK 5ß6

Pvmitzgvp wnkkcfmtk ;::: hh

_nkkcfmtk dkvpaak` ;:::—?::: hh

Fgoak =0:: hh

Gukvmcc dnmttat ckiopn

I tpkkvaio =6#4;5 hh

E tpkkvaio =6#0;5 hh

Evmhk nkaonp ai vgip 4;5 hh

Evmhk nkaonp mp vkmv =5>> hh

.fmtk` gi pqvk 61;'>:V66);!

Gukvmcc wa`pn vkmv wnkkct 6;:: hh

Evgip dkipvk matck wa`pn 1=: hh

Zkvhappk` ovgtt uknadck wkaonp 60#?;: bo

eai` hgvk emdpt giwww)ugcugf{tkt)dgh

Zckmtk igpk pnmp tghk dgiao{vmpagit mi` mcpkvimpaukt hmq igp fk mumacmfck gi mcc hmvbkpt)

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dngadk

qg{v

F1V

F1VCK

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ugcug f{tkt) `vauaio }{mcapq ge caek