A[ G ( 0) PKG33 Lgtklçtoh PKG Lgtklçtohgx gx
APGDM3 1 µ* 2µ) 2µ)
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IML@PK DK JG A[ G3 pkgx* ukpìlktpm ukpìlktpm y ~mj{lki) ~mj{lki) PKX[JTGDM DK GUPKIDOSGCK)
HMLUKTKIHOGX)
Hmlupkidkp jmx hmihkutmx dk çpkg* ukpìlktpm y ~mj{lki) Dkxgppmjjgp dkxtpksg y gaojodgd ki jg gujohghoøi dk jmx hmihkutmx) [tojosgpjmx hmlm bkppglokitgx ki kj lmlkitm pkw{kpodm ugpg nghojotgp jg xmj{hoøi dk {i upm`jklg hmtodogim pkjghomigdm hmi jmx tklgx)
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Odkitonohgp
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upoihougjkx
noa{pgx akmlïtpohgx ki kj ujgim y ki kj kxughom) ) Dktkploigp ukpìlktpmx* çpkgx y ~mjólkikx dk jgx noa{pgx kxt{dogdgx) , Odkitonohgp x{ {tojodgd ki jg hmtodogiodgd)
NKHBG JOLOTK DK KITPKAG3 75-75-0570
IML@PK DKJ KXT[DOGITK3
UPKXKITGHOØI3 Hmi kxtg a{ìg dk upktkidk hpkgp ki kj kxt{dogitk {i hmimholokitm xm`pk jmx tklgx dk çpkg* ~mj{lki y ukpìlktpm w{k ki kj tpgixh{ppop dk x{ ~odg hmtodogig jk umdpçi xkp~op ugpg jg xmj{hoøi dk upm`jklgx xm`pk x{ukpnohokx y kxughomx) W{k gdw{okpg {ig dkxtpksg hmi jmx tklgx ugpg w{k ki kj lmlkitm w{k jm jjka{k g ikhkxotgp jm u{kdg pkhmpdgp y bghkp {tojodgd dk kjjmx) Çpkg3 kx jg lkdodg dk jg x{ukpnohok dk {ig noa{pg6 kx dkhop* jg lkdodg dk x{ pkaoøi oitkpomp) Ukpìlktpm3 kx jg x{lg dk jmx jgdmx dk d k {ig noa{pg akmlïtpohg) Kx x{ hmitmpim) ^mj{lki3 kx jg lkdodg w{k xk jk gxmhog gj kxughom w{k mh{ug {i h{kpum)
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Hmi jg oinmplghoøi m`tkiodg ki kj h{gdpm gitkpomp y jg dknoiohoøi dk çpkg y ukpìlktpm tpg`gcgdg ki hjgxk y pkhmpdgdg ki kxtg a{ìg* pkxmj~kp jmx xoa{okitkx kckphohomx pknkpkitkx gj tklg) Bgjjgp çpkg y ukpìlktpm) 7) Bgjjg kj jgdm dk {i h{gdpgdm h{yg x{ukpnohok lodk >*0; hkitìlktpmx h{gdpgdmx) 0) Jg dogamigj dk {i h{gdpgdm lodk ? lktpmx) Hgjh{jg x{ çpkg) 8) Bgjjg kj ukpìlktpm ukpìlktpm y kj çpkg dk {i pkhtçia{jm h{ymx jgdmx lodki 4*; l y 1*? l pkxukhto~glkitk) 4) Kj çpkg dk {i pkhtçia{jm kx >824 dkhìlktpmx h{gdpgdmx) Xo jg `gxk lodk ?8 hl* ½h{çitm lodk jg gjt{pg= y ½h{çj kx x{ ukpìlktpm= ;) Jg dogamigj dk {i pkhtçia{jm lodk 75 l y jg `gxk 2 l) g) Hgjh{jg jg gjt{pg dkj pkhtçia{jm) `) Hgjh{jg x{ x{ukpnohok* krupkxgidm kj pkx{jtgdm ki lktpmx h{gdpgdmx y ki dkhìlktpmx h{gdpgdmx) >) ½H{çitm hmxtgpç ~gjjgp {ig noihg h{gdpgdg dk 74 lktpmx dk jgdm g pgsøi dk 7*; k{pmx kj lktpm joikgj dk gjgl`pgdg=
1) Uoitgp {ig ugpkd dk 2 l dk jgpag y 1; dl dk gihbg bg hmxtgdm >5 k{pmx) ½G w{ï upkhom xk bg`pç ugagdm ugag dm kj lktpm h{gdpgdm dk uoit{pg= 2) [ig noihg pkhtgia{jgp pkhtgia{jgp w{k lodk 7>?2 l dk jgpam ump ;45 l dk gihbm xk xkl`pø dk tpoam) Gj pkgjosgp jg hmxkhbg hgdg Dkhçlktpm h{gdpgdm dk tkppkim bg upmd{hodm 12?5 fa dk tpoam) ½H{çitmx fa xk bgi hmxkhbgdm= Xo kj tpoam xk ~kidk g 5*0 k{pmx kj fa* ½H{çitm doikpm xk m`tkidpç= ?) ½H{çj kx jg doxtgihog lçrolg w{k xk u{kdk pkhmppkp* pkhmppkp* ki jìikg pkhtg* pkhtg* dkitpm dk {i hglum pkhtgia{jgp dk 25 l) dk jgpam y >5 l) dk gihbm= 75) Xk ikhkxotg hkphgp {i b{kptm pkhtgia{jgp* dk 725 l dk jmiaot{d y 7;5 l dk gihb{pg* hmi tkjg lktçjohg) Kj lktpm joikgj dk ~gjjg h{kxtg 7; k{pmx) Gj loxlm toklum* kx ikhkxgpom g`migpjm hmi g`mim iotpmakigdm) Kj ng`pohgitk dkj g`mim pkhmlokidg 0; fa ump bkhtçpkg) g/ Hgjh{jg jg jmiaot{d dk jg tkjg lktçjohg y kj hmxtk dk jg loxlg ugpg hkphgp kj b{kptm) `/ Hgjh{jg jg hgitodgd dk g`mim iotpmakigdm ikhkxgpom ugpg g`migpjm) 77) Bgy w{k kl`gjdmxgp {ig bg`otghoøi dk ; lktpmx dk jgpam y 8*8> l dk gihbm) ½H{çitgx `gjdmxgx dk 25 hkitìlktpmx h{gdpgdmx dk x{ukpnohok xk ikhkxotgi= 70) 70) [ig smig `mxhmxg t okik nmplg dk tpgukh om* h{ygx `gxkx lod ki 702 l y ?0 l) Jg gihb{pg dk jg smig lodk 45 l) Xk hmixtp{yk {i ugxkm dk 4 l dk gihbm ukpukidoh{jgp g jgx dmx `gxkx) Hgjh{jg kj
çpkg dk jg smig gp`mjgdg w{k w{kdg)
78) 78) Ki kj hkitpm dk {i cgpdìi h{ gdpgdm dk 7;5 l dk jgdm b gy {ig uoxhoig tgl`oïi h{gdpgdg* dk 0; l dk jgpam) Hgjh{jg kj çpkg dkj cg pdì pd ì i
) 74) 74) Hgjh{jg kj iólkpm d k çp`mjkx w{k u{ kdki ujg itgpxk ki {i tkppki m pkhtgia{jgp dk 80 l dk jgpam y 85 l dk gihbm xo hgdg ujgitg ikhkxotg ugpg dkxgppmjjgpxk 4 l° 7;) 7;) Hgjh{jg kj çpk g dk {i pml`m h{yg d ogamigj lgymp lodk 7 5 hl y h{yg dogamigj lkimp kx jg lotgd dk jg lgymp) 7>) Jmx `pgsmx dk {i hmj{luom lodki 7)2l dk jgpam y u{kdki u{kd ki dkxhpo`op hmlm lçrolm {i çia{jm dk 74>µ) Hgjh{jg kj kxughom pkhmppodm ump kj gxokitm dkj hmj{luom h{gidm kj çia{jm dkxhpotm ki x{ `gjgihkm kx lçrolm) 71) Bgjjgp kj çpkg dkj xkhtmp hoph{jgp h{yg h{kpdg h {kpdg kx kj jgdm dkj h{gdpgdm oixhpotm* xokidm 4 hl kj pgdom dk jg hoph{inkpkihog) 72) Xm`pk {i hìph{jm dk 4 hl xk tpgsg {i çia{jm hkitpgj dk >5µ) >5µ) Hgjh{jgp kj çpkg dkj xkalkitm hoph{jgp hmlupkidodm kitpk jg h{kpdg w{k {ik jmx krtpklmx dk jmx dmx pgdomx y x{ gphm hmppkxumidokitk)
7?) Hgjh{jgp kj çpkg y kj ukpìlktpm dk {i pml`m h{ygx dogamigjkx lodki 85 y 7> hl* y x{ jgdm lodk 71 hl) hl )
05) Hgjh{jgp kj çpkg y kj ukpìlktpm dk {i pml`modk dk 4 y 4); hl dk jgdmx y 4 hl dk gjt{pg)
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7) Hgjh{jg kj çpkg tmtgj dk {i hmim dk gjt{pg 04 hl y pgdom 1 hl) 0) Xk w{okpk nmplgp {i t{`m xoi x oi tgugx hmi {i pkhtçia{jm) ½ W{ï çpkg dk`k tkikp kj pkhtçia{jm xo kj hojoidpm dk`k xkp dk d k 75 hl dk gjtm y 2 hl dk doçlktpm = 8) [ig xgjg dk hjgxkx lodk ? l dk jgpam* > l dk gihbm y 0*; l dk gjtm) Xk dkxkg w{k hmitkiag ; l8 dk gopk ump gj{lig ½h{çitgx gj{ligx u{kdki pkho`opxk ki kjjg= 4) Dktkploig kj ~mj{lki dkj h{kpum akmlïtpohm w{k xk nmplg gj bghkp aopgp {i tpoçia{jm pkhtçia{jm xm`pk kj hgtktm lgymp* xo jg boumtki{xg lodk 78 hl y kj hgtktm lkimp lodk ; hl) ;) [ig hgcg dk lgdkpg tokik nmplg dk ugpgjkjkuìukdm pkhtm dk dolkixomikx3
0; hl dk jgpam* 75 hl dk gihbm y 72 hl dk gjtm* ki kjjg xk a{gpdgi hgcgx dk d{jhkx dk ; hl dk jgpam* ; hl dk gihbm y 8 hl dk gjtm) ½H{çitgx hgcgx dk d{jhkx xk u{kdki a{gpdgp= >) Kj ~mj{lki dk {i hojoidpm kx 805 υ hl8 y x{ gjt{pg kx ; hl) Kitmihkx kj pgdom dkj hojoidpm lodk3 G / ; hl @ / 2 hl H / 75 hl D / 80 hl K / >4 hl 1) Kj h{`m y jg uopçlodk oitkpomp tokiki jg loxlg `gxk y gjt{pg) Kitmihkx pgsøi kitpk kj ~mj{lki dk jg uopçlodk y kj ~mj{lki dkj h{`m kx3 G/ 738 @/ 730 H/ 837 D/ 037 70 l K/ 038
2) Kj ~mj{lki dk {i dkuøxotm ugpg gjlghkigp tpoam hmlm kj dk jg noa{pg kx G / 70 υ l8 4 l" gjt{pg dkj hmim/ @ / 8> υ l8 H / 42 υ l8 G @ D / ?> υ l8 G@ < >l"doçlktpm/ K/7?0 υ l8 4l"gjt{pg hojoidpm/
?) Xì kj çpkg dk {ig dk jgx hgpgx dk {i h{`m kx 27 hl 0 * kitmihkx x{ ~mj{lki kx3 G / 27 hl @ / 7>0 hl8 H/
804 hl8
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Mtpm ~gjmp
K^GJ[GHOØI DK JG A[ÌG3 7) ½H{çjkx hpkk {xtkd w{k n{kpmi jg nmptgjksg y jgx dk`ojodgdkx dk jg a{ìg= ]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]] ]]]]]]]]]]]]]]]]]]]]]]]]]] ]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]] ]]]]]] ]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]] ]]]]]]]]]]]]]]]]]]]]]]]]]] ]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]] ]]]]]] ]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]] ]]]]]]]]]]]]]]]]]]]]]]]]]] ]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]] ]]]]]] 0) ½Kx umxo`jk w{k g tpg~ïx dk jg {tojosghoøi dk a{ìgx kx lçx ujghkitkpm hmlupkidkp jmx tklgx y kitkidkp kj umpw{ï dk jg lgtklçtohg= ]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]] ]]]]]]]]]]]]]]]]]]]]]]]]]] ]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]] ]]]]]] ]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]] ]]]]]]]]]]]]]]]]]]]]]]]]]] ]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]] ]]]]]] ]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]] ]]]]]]]]]]]]]]]]]]]]]]]]]] ]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]] ]]]]]] 8) ½N{k dk x{ gapgdm tpg`gcgp dk kxtg lgikpg jmx tklgx dk çpkg* ukpìlktpm y ~mj{lki= ]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]] ]]]]]]]]]]]]]]]]]]]]]]]]]] ]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]] ]]]]]] ]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]] ]]]]]]]]]]]]]]]]]]]]]]]]]] ]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]] ]]]]]] ]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]] ]]]]]]]]]]]]]]]]]]]]]]]]]] ]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]] ]]]]]]
G[TM K^GJ[GHOØI3 7) ½Kx olumptgitk ugpg {xtkd hmlm ukpxmig hmimhkp jmx tklgx dk çpkg* ukpìlktpm y ~mj{lki* xo im y umpw{k= ]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]] ]]]]]]]]]]]]]]]]]]]]]]]]]] ]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]] ]]]]]]]] ]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]] ]]]]]]]]]]]]]]]]]]]]]]]]]] ]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]] ]]]]]]]] ]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]] ]]]]]]]]]]]]]]]]]]]]]]]]]] ]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]]] ]]]]]]]]
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A{ìg kjg`mpgdg ump3
Lgpog Oxg`kj Bmymx Tmppkx)
