Buku Panduan Akademik SMAN 1 Tegal 2012-2013

RMID TMJV

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DMETM\ G_G

Tgk Rf|vkvs @mtm rfinmitm| Dmetm| gsg LML G RFIDMJVCVMI))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))= M) Cmtm| Lfcm`min L) Tvhvmi O) Cmidmsmi LML GG UG_G# KG_G# TVHVMI)))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))? LML GGG @V\G@VCVK \_KM+LG _KM Ifnf|g = Tfnmc)))))))))))))))))))))))))))))))))))))))))))))))))))))))))6 M) _t|v`tv| @v|g`vcvk)))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))6 =) _t|v`tv| @v|g`vcvk @fcms Z))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))6 <) _t|v`tv| @v|g`vcvk @fcms ZG dmi ZGG GRM))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))> ?) _t|v`tv| @v|g`vcvk @fcms ZG dmi ZGG GR_))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))): 4) @v|g`vcvk Mdmrtge))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))): L) Rmidvmi M`mdfkg`)))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))7 =) Kadfc Rfklfcmhm|m Rfklf cmhm|mi i lf|lmsgs F+Cfm|igin))))))))))))))))) F+Cfm|ig in)))))))))))))))))))))))))))))))))))))))))) )))))))))))))))))))))))))))))))))))))))))))7 ))))))))))))))))))7 <) Kftadf Rfklfcmhm|mi)))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))=2 ?) R|an|mk Cmwmimi _gs~m)))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))=2 4) @fngmtmi Rfinfklminmi Dg|g)))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))== 6) Rfigcmgmi)))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))=4 5) Rfklfcmhm|mi \fkgdgmc))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))=5 >) Ragit \f~m|d))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))=: :) @fimg`mi `fcms)))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))=7 7) Rfihv|vsmi))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))<2 =2) Kvtmsg _gs~m))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))<= ==) Tmtm Tf|tgl _gs~m)))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))<< =<) Jm` _gs~m))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))<< LML GU @MCFIDF\ DMI R\AN\MK RFIDGDG@MI))))))))))))))))))))))))))))))))))))))))))))))))))))))<6 LML U RFIVTVR)))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))?2 M) @fsgkrvcmi L) _m|mi CMKRG\MI CMKRG\MI)))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))?<

LML G RFIDMJVCVMI M) Cmtm| Lfcm`min

Vidmin+vidmin \G Ia) <2 tmjvi <22? dmi Rf|mtv|mi Rfkf|gitmj \G Ia) =7 tmjvi <226 kfinmkmimt`mi lmj~m sftgmr smtvmi rfidgdg`mi rmdm hfihmin rfidgdg`mi dmsm| dm sm| dmi kfifinmj ~mhgl kfkfivjg stmidm| imsgaimc rfidgdg`mi wmin kfcgrvtg stmidm| gsg# stmidm| àkrftfisg cvcvsmi stmidm| r|asfs# stmidm| rfidgdg` dmi tfimnm `frfidgdg`mi# stmidm| sm|mim r|msm|mim# stmidm| rfinfcacmmi# stmidm| rfklgmwmmi dmi stmidm| rfigcgmi rfidgdg`mi) kf|fmcgsmsg`mi dfcmrmi stmidm| tf|sflvt# `v|g`vcvk dfinmi

kfiwvsvi

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L) Tvhvmi Tvhvmi rfiwvsvimi lv`v rmidvmi m`mdfkg` mdmcmj sflmnmg movmi lmng nv|v dmi rfsf|tm dgdg` dmcmk rfinfcacmmi dmi rfiwfcfinnm|mmi rfidgdg`mi dg \_KM+LG _KM Ifnf|g = Tfnmc)

O) Cmidmsmi =)

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RMIDVMI M@MDFKG@ \_KM+LG _KM IFNF\G = TFNMC

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7)

Rmidvmi Rfklfcmhm|mi \fkfdgmc *Dg|f`ta|mt Rfklgimmi _KM')

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LML GG UG_G KG_G DMI TVHVMI \_KM+LG _KM IFNF\G = TFNMC

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gitfcf`tvmc#

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O) TVHVMI

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kgimt dmi `fkmkrvmi

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Rmnf 4

LML GGG @V\G@VCVK \_KM+LG _KM IFNF\G = TFNMC

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Rmnf 6

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Rmnf 5

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Rmnf :

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Rmidvmi M`mdfkg` =)

Kadfc Rfklfcmhm|mi Lf|lmsgs F+cfm|igin

_fg|gin dfinmi rf|`fklminmi tfìacang giea|kmsg dmi àkvig`msg *TG@' wmin sfkm`gi rfsmt# `flvtvjmi m`mi svmtv àisfr dmi kf`migskf lfcmhm| kfinmhm| *rfidgdg`mi' lf|lmsgs TG kfihmdg tgdm` tf|fcm``mi cmng) \_KM+LG _KM Ifnf|g = Tfnmc wmin tfcmj kfkgcg`g emsgcgtms jatsrat m|fm tfcmj kfinfklmin`mi f+cfm|igin sflmnmg kadfc sf`mcgnvs emsgcgtms rfklfcmhm|mi Rfinnvimmi f+cfm|igin dmcmk rfklfcmhm|mi kfivihv``mi mdmiwm r|asfs t|misea|kmsg rfidgdg`mi àiufisgaimc `f dmcmk lfitv` dgngtmc# lmg` sfom|m gsg *oaitfits' kmvrvi sgstfkiwm) Kmiemmt rfinnvimmi f+cfm|igin mdmcmj kfkvin`gi`mi lf|`fklminiwm ecf`sglgcgtms lfcmhm| wmin tginng) M|tgiwm# rfsf|tm dgdg` dmrmt kfinm`sfs lmjmi+lmjmi lfcmhm| sftgmr s ftgmr smmt smm t dmi lf|vcmin+ vcmin) Kfinginmt svklf| lfcmhm| wmin svdmj dg`fkms sfom|m fcf`t|aig` dmi


Rmnf 7

tf|sfdgm vitv` dgm`sfs dgm`sfs kfcmcvg gitf|ift# gitf|ift# km`m rfsf|tm dgdg` dmrmt kfcm`v`mi gitf|m`sg dfinmi svklf| lfcmhm| gig `mrmi smhm dmi dm|g kmim smhm)

<) Kftadf Rfklfcmhm|mi

Kftadf rfklfcmhm|mi kf|vrm`mi om|m wmin dgnvim`mi acfj nv|v

vitv`

kfingkrcfkfitmsg`mi r|an|mkrfinmhm|miiwm dmcmk lfitv` `fngmtmi iwmtm dmi r|m`tgs vitv` kfiomrmg tvhvmi rfklfcmhm|mi) Tf|dmrmt lflf|mrm kftadf rfklfcmhm|mi wmin dmrmt dgnvim`mi acfj nv|v# wmin dgsfsvmg`mi dfinmi targ` lmjmsm wmin wmin dgmin`mt sfrf|tg sfrf|tg of|mkmj# tmiwm hm~ml# dgs`vsg# lfcmhm| àarf|mtge#

dfkaist|msg# f`srasgta|g# sf|tm

rfivnmsmi)

Dmcmk vrmwm

kfiomrmg stmidm| àkrftfisg cvcvsmi wmin kfkrf|tgklmin`mi tgin`mt rf|`fklminmi rfsf|tm dgdg`# km`m `fngmtmi lfcmhm| dg|vkvs`mi dfinmi tftmr kfkrf|tgklmin`mi rf|lfdmmi `m|m`tf|gstg` rfsf|tm dgdg`)

?) R|an|mk Cmwmimi Rfsf|tm dgdg` •

Tmklmjmi Rfcmhm|mi

R|an|mk cmwmimi rfsf|tm dgdg` mdmcmj sflvmj vrmwm wmin dgcm`v`mi sfàcmj dmcmk |min`m kfklf|g cmwmimi `frmdm rfsf|tm dgdg` dglgdmin m`mdfkg`) R|an|mk gig dglf|g`mi sfom|m tf|hmd~mc rmdm `fcms Z# ZG dmi `fcms ZGG

dmcmk lfitv` tmklmjmi rfcmhm|mi) rfcmhm|mi) Kmtf|g Kmtf|g cmwmimi

mdmcmj kmtm rfcmhm|mi lf|lmsgs vhgmi imsgaimc dmi kmtm rfcmhm|mi cmgi wmin dgsfsvmg`mi dfinmi `flvtvjmi rfsf|tm dgdg`)^m`tv rfcm`smimmi cmwmimi rfsf|tm dgdg` kfinnvim`mi hmk `f 2 *25)22' mtmv hmk `jvsvs wmin dgtftmr`mi `fkvdgmi)

•

Cmwmimi @cgigs

Cmwmimi `cgigs kf|vrm`mi

r|an|mk

|fkgdgmc

tfmojgin

wmin

dglf|g`mi sfom|m `jvsvs rmdm rfsf|tm dgdg` wmin lfcvk kfiomrmg tm|nft `|gtf|gm `ftvitmsmi kgigkmc mtmv mtms |fàkfidmsg dm|g nv|v


Rmnf =2

kmrfc rfsf|tm dgdg` wmin lf|smin`vtmi rf|cv kfidmrmt`mi cmwmimi `cgigs) Hmd~mc cmwmimi `cgigs# dtfitv`mi `fkvdgmi)

4) @fngmtmi Rfinfklminmi Dg|g m) Nfcm| R|fstmsg Rfsf|tm dgdg` *NR_' •

Nfcm| R|fstmsg Rfsf|tm dgdg` *NR_' @fcms Z

Nfcm| r|fstmsg kf|vrm`mi `fngmtmi rfinfklminmi dg|g rfsf|tm dgdg` dmcmk |min`m kfinftmjvg# kfinnmcg dmi kfinfklmin`mi lm`mt dmi kgimt rfsf|tm dgdg`# sf|tm sflmnmg movmi rfinfklminmi `fkmkrvmi rfsf|tm dgdg` cflgj cmihvt) Nfcm| r|fstmsg rfsf|tm dgdg` *NR_' `fcms Z# dg`fkms sfom|m gidgugdvmc kmvrvi `fcakra` wmin kfinfdfrmi`mi `fkmkrvmi rfsf|tm dgdg` dglgdmin lmjmsm wmin kfcgrvtg Lmjmsm Gidaifsgm# Lmjmsm Ginn|gs# Lmjmsm Hfrmin# dmi Lmjmsm Hm~m) Nfcm| r|fstmsg rfsf|tm dgdg` *NR_' `fcms Z dgcm`smim`mi

smtv `mcg rmdm

sfkfstf| dvm *nfimr') Hmd~mc dmi tfìgs rfcm`smimmi

dgtftmr`mi

`fkvdgmi kfcmcvg _@ @frmcm _fàcmj) Dmcmk`fngmtmi gig ~mcg `fcms kfkgcg`g rf|mi dmcmk kfkatgumsg sf|tm kf|fàkfidmsg `fg`vtsf|tmmi rfsf|tm dgdg` rmdm `fngmtmi gig)

•

Nfcm| R|fstmsg Rfsf|tm dgdg` *NR_' @fcms ZG *GRM!GR_'

Nfcm|

r|fstmsg rfsf|tm dgdg` *NR_' `fcms ZG kf|vrm`mi `fngmtmi

rfinfklminmi ratfisg

rfsf|tm dgdg` wmin dgsfsvmg`mi dfinmi

hv|vsmiiwm kmsgin kmsgin *GRM!GR_' Rmdm `fngmtmi gig rfsf|tm dgdg` dglf|g `fsfkrmtmi vitv` kfcm`v`mi f`srca|msg tf|jmdmr gdf gdf wmin tfcmj dgtfkv`miiwm rmdm kmtm rfcmhm|mi hv|vsmiiwm# sfjginnm Nfcm| r|fstmsg rfsf|tm dgdg` *NR_' `fcms ZG cflgj kfinfdfrmi`mi rmdm rfklvmtmi @m|wm Gckgmj \fkmhm *@G\') F`srca|msg gig rfitgin mnm| sfhm` dgig rfsf|tm dgdg`

kfkgcg`g àisfr m|mj!ogtm+ogtm

sf|tm

kfinjm|nmg gckv wmin dgdmrmtiwm# sf|tm kfklvdmwm`mi kfivcgs gckgmj sf|tm lf|eg`g| `|gtgs) Nfcm| r|fstmsg rfsf|tm dgdg` *NR_' *NR_' @fcms ZG


Rmnf ==

dgcm`smim`mi gidgugdvmc

rmdm sfkfstf| dvm *nfimr' wmin dg`fkms sfom|m

kmvrvi

`fcakra`)

Hmd~mc

dmi

tfìgs

rfcm`smimmi

dgtftmr`mi `fkvdgmi kfcmcvg _@ @frmcm _fàcmj)^mcg `fcms kfkgcg`g rf|mi dmcmk kfkatgumsg sf|tm kf|fàkfidmsg `fg`vtsf|tmmi rfsf|tm dgdg` rmdm `fngmtmi gig)

•

Nfcm| R|fstmsg Rfsf|tm dgdg` *NR_' @fcms ZGG *GRM!GR_'

@aisfit|msg lfcmhm| kfinmhm| rmdm `fcms ZGG# dgrf|sgmr`mi vitv` kfinjmdmrg vhgmi sfàcmj# vhgmi imsgaimc dmi tfs rf|nv|vmi tginng# km`m nfcm| r|fstmsg rfsf|tm dgdg` *NR_' `fcms ZGG cflgj lf|tvhvmi rmdm rfigin`mtmi `fkmkrvmi rfsf|tm dgdg` dmcmk kfiwfcfsmg`mi samc samc

tfst# vitv` gtv

nfcm| r|fstmsg rfsf|tm dgdg` *NR_' `fcms ZGG

dgm|mj`mi rmdm àkrftgsg rfsf|tm dgdg` dmcmk kfiwfcfsmg`mi samc samc sfom|m tfrmt dmi ofrmt wmin lf|svklf| rmdm kmtf|g _@C vhgmi imsgaimc dmi samc samc vhgmi kmsv` rf|nv|vmi tginng wmin dg`fkms kfcmcvg caklm ofrmt tfrmt mitm| `fcms wmin dgcm`smim`mi rmdm sfkfstf| sfkfstf| dvm *nfimr') Hmd~mc dmi tfìgs rfcm`smimmi dgtftmr`mi `fkvdgmi kfcmcvg _@ @frmcm _fàcmj) ^mcg `fcms kfkgcg`g rf|mi dmcmk kfkatgumsg sf|tm kf|fàkfidmsg `fg`vtsf|tmmi rfsf|tm dgdg` rmdm `fngmtmi gig)

l) F`st|m @v|g`vcf|

_mcmj smtv ~mdmj rfklgimmi rfsf|tm dgdg` dg sfàcmj mdmcmj `fngmtmi f`st|m`v|g`vcf|) Kfcmcvg `fngmtmi f`st|m`v|g`vcf| wmin lf|mnmk rfsf|tm dgdg` dmrmt kfinfklmin`mi lm`mt# lm`m t# kgimt dmi `fkmkrvmiiwm) @fngmtmi f`st|m`v|g`vcf| kf|vrm`mi `fngmtmi wmin tf|àa|dgimsg tf|m|mj dmi tf|rmdv dfinmi `fngmtmi cmgi dg sfàcmj# nvim kfivihmin rfiomrmgmi

tvhvmi

`v|g`vcvk)

Dmcmk

rfcm`smimmiiwm

`fngmtmi

f`st|m`v|g`vcf| dglgklgin acfj nv|v# sfjginnm ~m`tv rfcm`smimmi lf|hmcmi dfinmi lmg`)


Rmnf =<

@fngmtmi gig gig kfihmdg kfihmdg smcmj smtv

visv| rfitgin dmcmk kfklminvi

`fr|glmdgmi rfsf|tm dgdg`) Mdmrvi tvhvmi rfcm`smimmi f`st|m`v|g`vcf| dg sfàcmj mdmcmj 8 

@fngmtmi f`st|m`v|g`vcf| jm|vs kfigin`mt`mi `fkmkrvmi rfsf|tm dgdg` lf|msrf` ànigtge# mef`tge dmi rsgàkata|)



Kfinfklmin`mi lm`mt dmi kgimt rfsf|tm dgdg` dmcmk vrmwm rfklgimmi r|glmdg kfivhv rfklgimmi kmivsgm sfvtvjiwm wmin rasgtge)



Dmrmt kfinftmjvg# kfinfimc sf|tm kfklfdm`mi mitm|m jvlvinmi smtv rfcmhm|mi dfinmi rfcmhm|mi cmgiiwm)

@fngmtmi F`st|m`v|g`vcf| dg \_KM+LG _KM Ifnf|g = Tf nmc kfcgrvtg 8 •

G\KVLG

•

R|mkv`m

•

Rmcmin Kf|mj \fkmhm *RK\'

•

Rmt|acg @fmkmimi _fàcmj *R@_'

•

@m|wm Gckgmj \fkmhm *@G\'

•

Acwkrgmdf _mgis Imsgaimc *A_I'

•

_kmism Owlf| N|avr *_ON'

•

Kmhmcmj Dgidgin

•

Hmrmi Ocvl

•

Rmdvmi _vm|m

•

Tm|g t|mdgsgaimc dmi Kadf|i!LDD

•

Tfmtf|*Dftm`'

•

Lmid

•

@m|m~gtmi *Nmcg|'

•

Tm|g t|mdgsgaimc*Nmidfs'

•

Lacm Uaccw

•

Lms`ft


Rmnf =?

•

_frm` Lacm

•

Evtsmc

•

@m|mtf

6) Rfigcmgmi

Rfigcmgmi dgcm`v`mi sfom|m kfiwfcv|vj kfcgrvtg `fkmkrvmi ànigtge# rsgàkata|g` kvrvi kvrv i mef`tge) @fngmtmi rfigcmgmi dgcm`v`mi acfj nv|v# smtvmi rfidgdg`mi dmi rfkf|gitmj) Rfigcmgmi acfj nv|v kfcgrvtg rfigcmgmi tvnms# vcminmi jm|gmi# vcminmi tfinmj sfkfstf|# vcminmi m`jg| sfkfstf|# tfs rfihv|vsmi `fcms Z# gihf`sg `fcms ZGG# t|w avt kmidg|g sfàcmj dmi t|w avt `f|hmsmkm dfinmi kgt|m sfàcmj

vitv` `cms `cms ZGG) ZGG) Rfigcmgmi acfj smtvmi smtvmi

rfidgdg`mi kfcgrvtg vhgmi r|m`tg` dmi vhgmi sfàcmj `fcms ZGG# sfdmin`mi rfigcmgmi wmin dgsfcfinnm|m`mi acfj rfkf|gitmj mdmcmj cmtgjmi vhgmi imsgaimc *rfkf|gitmj dmf|mj' dmi vhgmi imsgaimc)

m) Vcminmi Vcminmi mdmcmj r|asfs wmin dgcm`v`mi vitv` kfinv`v| rfiomrmgmi àkrftfisg

rfsf|tm

dgdg`

sfom|m

lf|`fcmihvtmi

dmcmk

r|asfs

rfklfcmhm|mi# vitv` kfkmitmv `fkmhvmi# kfcm`v`mi rf|lmg`mi rfklfcmhm|mi dmi kfifitv`mi `flf|jmsgcmi lf cmhm| rfsf|tm dgdg`) Vcminmi wmin dgkm`svd dmcmk rmidvmi m`mdfkg`

gig mdmcmj

vcminmi jm|gmi *VJ'# vcminmi tfinmj sfkfstf| *VT_'# vcminmi m`jg| sfkfstf| *VM_' ) •

Vcminmi Jm|gmi *VJ' Dgcm`smim`mi sfom|m rf|gadg` vitv` kfinv`v| rfiomrmgmi àkrftfisg rfsf|tm dgdg` sftfcmj kfiwfcfsmg`mi smtv @D mtmv cflgj) Vcminmi jm|gmi dgcm`smim`mi acfj nv|v kmsgin+kmsgin dmi jmsgciwm

~mhgl

dglmng`mi

`frmdm

rfsf|tm

dgdg`)

Hvkcmj vcminmi jm|gmi dmcmk smtv sfkfstf| dgtfitv`mi acfj nv|v


Rmnf =4

kmtm rfcmhm|mi dfinmi kfkrf|jmtg`mi hvkcmj @D dmi hmk rfcmhm|mi tmtmr kv`m sftgmr kginnv) •

Vcminmi Tfinmj _fkfstf| *VT_') Mdmcmj `fngmtmi wmin dgcm`smim`mi rfidgdg` vitv` kfinv`v| rfiomrmgmi àkrftfisg rfsf|tm dgdg` sftfcmj kfcm`smim`mi :+7 kginnv `fngmtmi rfklfcmhm|mi *Rf|kfidgìms Ia) <2 tmjvi <22>') Om`vrmi vcminmi kfcgrvtg sfcv|vj gidg`mta| wmin kfkr|fsfitmsg`mi sfcv|vj `fkmkrvmi dmsm| rmdm rf|gadf tf|sflvt) Lfitv` dmi kmtf|g samc vcminmi tfinmj sfkfstf| dgsf|mj`mi rmdm nv|v kfcmcvg ea|vk KNKR sfàcmj)

•

Vcminmi M`jg| _fkfstf| *VM_' )Mdmcmj `fngmtmi wmin dgcm`v`mi rfidgdg` vitv` kfinv`v| rfiomrmgmi àkrftfisg rfsf|tm dgdg` dg m`jg| sfkfstf| dfinmi om`vrmi

kmtf|g

kfcgrvtg

sfcv|vj

gidg`mta|

kfkr|fsfitmsg`mi sfcv|vj àkrftfisg dmsm| tf|sflvt

*Rf|kfidgìms

Ia)<2

tmjvi

wmin

rmdm sfkfstf| <22>')

)

Vcminmj m`jg| sfkfstf| vitv` kfkmitmv `fkmhvmi lfcmhm| rfsf|tm dgdg` sftfcmj r|asfs rfklfcmhm|mi smtv sfkfstf|) Vcminmi m`jg| sfkfstf| vitv` kfifitv`mi igcmg jmsgc lfcmhm| sftfcmj

r|asfs

rfklfcmhm|mi

smtv

sfkfstf|)

Vcminmi m`jg| sfkfstf| kfinnvim`mi lfitv` samc rgcgjmi nmidm wmin dgà|f`sg somif| sfàcmj dmi samc v|mgmi wmin dgà|f`sg nv|v kmsgin+kmsgin) •

Tfs Rfihv|vsmi @fcms Z Tfs rfihv|vsmi dgcm`smim`mi rmdm sfkfstf| nfimr# dmi dgg`vtg rfsf|tm dgdg` `fcms Z) Tfs

gig kf|vrm`mi smcmj smtv lmngmi

vitv` kfinv`v| `fkmkrvmi rfsf|tm dgdg` rmdm kmtm rfcmhm|mi lf|og|g hv|vsmi *GRM!GR_') _amc dglvmt acfj tgk `jvsvs wmin dgtvnms`mi vitv` kfiwvsvi samc tfs rfihv|vsmi) Jmsgc dm|g tfs


Rmnf =6

rfihv|vsmi

gig

kfihmdg

smcmj

smtv

rf|tgklminmi

r|asfs

rfihv|vsmi rfsf|tm dgdg`) l) Rfigcmgmi sftgmr kmtm rfcmhm|mi kfinnvim`mi s`mcm 2+=2 dfinmi lf|rfdakmi rmdm Rf|mtv|mi Kfitf|g Rfidgdg`mi Imsgaimc Iaka| <2 tmjvi <22> ) o) R|gisgr rfigcmgmi mdmcmj smjgj# alwf`tge# mdgc# tf|rmdv# tf|lv`m# kfiwfcv|vj#dmi lf|`fsgimklvinmi# sgstfkmtgs# dmi m`vitmlfc) d) Rfiftvmi @|gtf|gm @ftvitmsmi Kgigkmc dgrf|tgklmin`mi lf|dmsm|`mi àkrcf`sgtms# dmwm dv`vin dmi gitm`f) @|gtf|gm @ftvitmsmi Kgigkmc *@@K' rmdm sftgmr kmtm rfcmhm|mi mdmcmj >: *tvhvrvcvj dfcmrmi') Rfsf|tm dgdg` wmin lfcvk kfiomrmg tm|nft @@K ~mhgl kfing`vtg r|an|mk |fkgdgmc tfmojgin dmi |fkgdgmc tfst) f) Cmra|mi Jmsgc Lfcmhm|!\mra|t# kfkvmt jmsgc rfigcmgmi rfsf|tm dgdg` sfcmkm smtv sfkfstf| wmin kfiom`vr rfigmcmgi ànigtge# rsgàkata|g`# dmi mef`tge sf|tm dgsf|tmg dgs`|grsgiwm) CJL hvnm kfkvmt

cmra|mi

rfinfklminmi dg|g dmi m`jcm` kvcgm!`fr|glmdgmi rfsf|tm dgdg`) e) Igcmg M`jg| *IM' rmdm m`jg| sfkfstf|

dm|g svmtv kmtm rfcmhm|mi

dgjgtvin kfcmcvg rf|lmidginmi sll8

IM;\mtm Tvnms *=2&'\mtmVJ *<2&' VT_ *?2&'  VM_*42&'

*ott 8 mrmlgcm mdm rf|vlmjmi tf|jmdmr |vkvs dgmtms# dgsflml`mi `m|fim mdmiwm |fugsg dmcmk sgstfk rfigcmgmi rfigcmgmi mtmv rf|cviwm rf|cviwm rfklalatmi rmdm rmdm kmtm rfcmhm|mi rfcmhm|mi tf|tfitv '

5) Rfklfcmhm|mi \fkgdgmc * \fkgdgmc Tfmojgin ' •

\fkgdgmc tfmojgin rmdm jm`g`mtiwm mdmcmj

rfklf|gmi lmitvmi lmng

rfsf|tm dgdg` wmin kfinmcmkg `fsvcgtmi mtmv `fcmklmtmi lfcmhm|) _fjvlvinmi dfinmi gtv# cmin`mj+cmin`mj wmin rf|cv dg`f|hm`mi dmcmk rfklf|gmi rfklfcmhm|mi |fkfdgmc kfcgrvtg dvm cmin`mj raà`# wmgtv rf|tmkm kfidgmniasgs `fsvcgtmi lfcmhm|# dmi `fdvm kfklf|g`mi


Rmnf =5

rf|cm`vmi

*t|fmtkfit '

rfklfcmhm|mi

|fkfdgmc)

Lfitv`+lfitv`

rfcm`smimmi rfklfcmhm|mi |fkfdgmc mitm|m cmgi8 •

Rfklf|gmi rfklfcmhm|mi vcmin dfinmi kftadf dmi kfdgm wmin lf|lfdm)

Rfklfcmhm|mi

rfiwfdf|jmimmi

vcmin

dmrmt

dgsmkrmg`mi

dfinmi

om|m

kmtf|g# um|gmsg om|m rfiwmhgmi# rfiwfdf|jmimmi

tfs!rf|tmiwmmi) Rfklfcmhm|mi vcmin dgcm`v`mi lgcmkmim sflmngmi lfsm| mtmv sfkvm rfsf|tm dgdg` lfcvk kfiomrmg `ftvitmsmi lfcmhm| mtmv kfinmcmkg `fsvcgtmi lfcmhm|) Rfidgdg` rf|cv kfklf|g`mi rfihfcmsmi `fklmcg dfinmi kfinnvim`mi kftadf dmi!mtmv kfdgm wmin cflgj tfrmt) •

Rfklf|gmi lgklginmi sfom|m `jvsvs# kgsmciwm lgklginmi rf|a|minmi) Dmcmk jmc rfklfcmhm|mi `cmsg`mc rfsf|tm dgdg` kfinmcmkg `fsvcgtmi# rf|cv dgrgcgj mctf|imtge tgidm` cmihvt lf|vrm rfklf|gmi lgklginmi sfom|m gidgugdvmc) Rfklf|gmi lgklginmi rf|a|minmi kf|vrm`mi gkrcg`msg rf|mi rfidgdg` sflmnmg tvta|) _gstfk tvta|gmc dgcm`smim`mi lgcmkmim tf|dmrmt smtv mtmv lflf|mrm lflf |mrm rfsf|tm dgdg` wmin lfcvk lf|jmsgc kfiomrmg `ftvitmsmi)

•

Rfklf|gmi kfif|mr`mi

tvnms+tvnms r|gisgr

cmtgjmi

sfom|m

rfinvcminmi#

`jvsvs)

tvnms+tvnms

Dmcmk cmtgjmi

|min`m rf|cv

dgrf|lmiwm` mnm| rfsf|tm dgdg` tgdm` kfinmcmkg `fsvcgtmi dmcmk kfinf|hm`mi tfs m`jg|) Rfsf|tm dgdg` rf|cv dglf|g cmtgjmi gitfisge *d|gcc' vitv` kfklmitv kfinvmsmg àkrftfisg wmin dgtftmr`mi) •

Rfifitvmi

rfsf|tm

dgdg`

dmcmk

|fkgdgmc

tfmojgin

dgdmsm|`m

|fàkfidmsg nv|v kmtm rfcmhm|mi rfcm`smimmiiwm dgcm`v`mi acfj nv|v kmrfc !`fcms rfsf|tm rfsf|tm dgdg` mtmv nv|v cmgi wmin dgtvihv` acfj sfàcmj# sfàcmj# ~m`tv rfcm`smimmi |fkgdgmc |fkgdgmc tfmojgin dgmtv| acfj sfàcmj

dmcmk

lfitv` @fngmtmi cmwmimi rfsf|tm dgdg` r|an|mk cmwmimi `cgigs) •

@fngmtmi |fkgdgmc tfmojgin dmi tfmojgin dmi |fkgdgmc tfs dgcm`v`mi sftfcmj vcminmi jm|gmi mtmv tf|hmd~mc `jvsvs acfj sfàcmj)

•

Rfinmwmmi


Rmnf =>

Rfinmwmmi dglf|g`mi rmdm rfsf|tm dgdg` wmin kfkgcg`g rfinvmsmmi cflgj ofrmt dglmidgin`mi rfsf|tm dgdg` cmgiiwm) Rfsf|tm dgdg` wmin lf|r|fstmsg gig rf|cv kfidmrmt cmwmimi rfinmwmmi vitv` dmrmt kfinfklmin`mi ratfisgiwm

sfom|m artgkmc) Rfcm`smimmi cmwmimi

rfsf|tm dgdg` r|an|mk rfinmwmmi dgmtv| acfj sfàcmj)

>) Ragit \f~m|d

_fàcmj kfklf|g ragit kfklf|g ragit |f~m|d *rfinjm|nmm' |f~m|d *rfinjm|nmm' `frmdm rfsf|tm dgdg` sll m) Kf|mgj hvm|m rf|tmkm rmdm `fngmtmi nfcm| r|fstmsg rfsf|tm dgdg` *NR_' l) Rfsf|tm dgdg` lf|r|fstmsg wmin kfklf|g àit|glvsg tf|jmdmr imkm lmg` sfàcmj o) Rfsf|tm dgdg` wmin kf|mgj `fhvm|mmi dmcmk caklm dgtgin`mt r|argisg# imsgaimc# dmi Gitf|imsgaimc mtms imkm sfàcmj d) Ragit |f~m|d lf|vrm rfimklmjmi igcmg rmdm kmtm rfcmhm|mi wmin sftm|m dfinmi r|fstmsg wmin dg|mgj# dg|mgj# dmi mtmv

vmin rfklgimmi *lfsm|mi vmin

rklgimmi dgsfsvmg`mi dfinmi \@M_' f) Mrmlgcm sftfcmj dglf|g ragit |f~m|d lf|vrm igcmg# imkvi rfsf|tm dgdg` wmin lf|smin`vtmi tftmr lfcvk kfiomrmg @@K# km`m rfsf|tm dgdg` tftmr jm|vs kfing`vtg |fkgdgmc tfmojgin mtmv |fkgdgmc tfs) e) Ragit |f~m|d lf|cm`v |f~m|d lf|cm`v rmdm sfkfstf| lf|hmcmi) n) Lfsm|mi ragit Lfsm|mi ragit |f~m|d dgtfitv`mi |f~m|d dgtfitv`mi sll


Rmnf =:

Tmlfc ?)6 @ftfitvmi Ragit \f~m|d RAGIT

RAGIT \F^M\D8

R\F_T

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DMIM

M_G

IGCMG

RFKLGIMMI

Hvm|m =

=#<6

 Vmin rfklgimmi

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 Vmin rfklgimmi

R|argisg

Hvm|m =

2#<6

 Vmin rfklgimmi

Nfcm| R|fstmsg

Hvm|m =

+

 Vmin rfklgimmi

TGIN@MT

Gitf|imsgaimc

Imsgaimc

:) @fimg`mi @fcms

@ftfitvmi `fimg`mi `fcms sflmnmg lf|g`vt m) @fimg`mi `fcms dgcm`smim`mi rmdm sftgmr m`jg| tmjvi rfcmhm|mi mtmv sftgmr m`jg| sfkfstf| nfimr) l) @fimg`mi `fcms dgdmsm|`mi rmdm rfigcmgmi jmsgc lfcmhm| rmdm sfkfstf| nmihgc dmi nfimr dfinmi rf|tgklminmi sfcv|vj _@!@D wmin lfcvk tvitms rmdm sfkfstf| nmihgc# jm|vs dgtvitms`mi smkrmg kfiomrmg @@K wmin dgtftmr`mi# sflfcvk m`jg| sfkfstf| nfimr) o) Rfsf|tm dgdg` dgiwmtm`mi tgdm` img` `f `fcms ZG mtmv ZGG mrmlgcm 8 =' Tgdm` kfiomrmg `ftvitmsmi lfcmhm| kgigkmc rmdm kmtm rfcmhm|mi mnmkm dmi `f~m|nmifnm|mmi) <' Tgdm` kfkrf|acfj igcmg kgigkmc lmg` rmdm rfigcmgmi m`jcm` kvcgm dmi `fr|glmdgmi) ?' Kfkgcg`g smtv mtmv cflgj kmtm rfcmhm|mi og|g `jms!hv|vsmi dfinmi igcmg `v|min dm|g @@K+iwm *`jvsvs `|gtf|gm `fimg`mi `fcms ZG kfivhv `fcms ZGG')


Rmnf =7

4' Tgdm` kfiomrmg `ftvitmsmi lfcmhm| kgigkmc cflgj dm|g < *dvm' kmtm rfcmhm|mi wmin lv`mi kmtm rfcmhm|mi og|g `jms r|an|mk!hv|vsmi) 6' Tgdm` kfcm`v`mi kfcm`v`mi rfcminnm|mi sfrf|tg

tf|tvcgs dmcmk rmsmc ?4 _v|mt

@frvtvsmi @frmcm _fàcmj tfitmin Tmtm Tf|tgl rfsf|tm dgdg` VRTD _KM Ifnf|g = Tfnmc) 5' @ftgdm`jmdg|mi rfsf|tm dgdg` tmirm `ftf|minmi km`sgkmc =2 & dm|g dm|g tatmc jm|g fef`tge)

7) Rfihv|vsmi

@ftfitvmi Rfihv|vsmi sflmnmg lf|g`vt m) Rfihv|vsmi dgcm`v`mi rmdm rmdm sfkfstf| nfimr `fcms Z l) @|gtf|gm rfihv|vsmi kfkrf|tgklmin`mi =) R|fstmsg M`mdfkg` kmtm rfcmhm|mi lf|og|g GRM *egsg`m# lgacang# `gkgm dmi kmtfkmtg`m' dmi GR_ *fàiakg# sasgacang# nfan|meg dmi kmtfkmtg`m' rmdm sfkfstf| =*nmihgc' dmi <*nfimr' `fcms Z <) Jmsgc tfs rfihv|vsmi ?) Jmsgc tfs lm`mt dmi kgimt *rsgàtfs' 4) Kgimt rfsf|tm dgdg` o) @|gtf|gm R|fstmsg M`mdfkg` rfsf|tm dgdg` dfinmi `ftfitvmi sll =) Rfifitvmi igcmg m`mdfkg` kfinmov rmdm igcmg ànigtge kmtm rfcmhm|mi lf|og|g GRM!GR_) <) R|an|mk _tvdg Gckv Rfinftmjvmi Mcmk *GRM' 8 •

_fkvm igcmg lf|og|g GRM GRM jm|vs tvitms)

•

@ftfitvmi Igcmg Kmtm Rfcmhm|mi GRM *egsg`m# `gkgm# lgacang' dmi kmtfkmtg`m m`mi dgmtv| kfcmcvg _@ @frmcm _fàcmj

?)

R|an|mk _tvdg Gckv Rfinftmjvmi Rfinftmjvmi _asgmc *GR_'

•

_fkvm igcmg lf|og|g GR_ jm|vs tvitms

•

@ftfitvmi tfitmin Igcmg Kmtm Rfcmhm|mi GR_ *fàiakg# nfan|meg#sasgacang' dmi kmtfkmtg`m m`mi dgmtv| kfcmcvg _@ @frmcm _fàcmj

4) Tfs Rfihv|vsmi


Rmnf <2

@ftfitvmi cflgj cmihvt tfitmin tfs rfihv|vsmi m`mi dgmtv| kfcmcvg _@ @frmcm _fàcmj 6)

Mrmlgcm `fdvm `ftfitvmi dgmtms tgdm` tf|rfivjg# km`m lf|dmsm| igcmg r|fstmsg m`mdfkg` dmi jmsgc tfst rsgàcang dgrf|tgklmin`mi rmdm r|an|mk hv|vsmi wmin cflgj df`mt)

d) Dmcmk |min`m rfiomrmgmi r|an|mk hv|vsmi wmin lf|kvtv km`m sfàcmj kfifitv`mi r|asfs rfihv|vsmi wmin lf|dmsm|`mi `|gtf|gm `fkvtvmi f) Kgigkmc @@K wmin tfcmj dgtftmr`mi mdmcmj >: * tvhvj rvcvj dfcmrmi'

=2)

Kvtmsg Rfsf|tm dgdg`

m) Rfif|gkmmi rfsf|tm dgdg` lm|v *RRDL' dgcm`smim`mi sfom|m ai cgif *swm|mt dmi `ftfitvmiiwm dgmtv| `fkvdgmi cf~mt _@ @frmcm _fàcmj' l) Rf|swm|mtmi Rfif|gkmmi rfsf|tm dgdg` rgidmjmi# dfinmi `ftfitvmi sll =') Rf|swm|mtmi Vkvk 8 

Lf|gkmi dmi lf|tm}~m `frmdm Tvjmi Wmin Kmjm Fsm

•

Tgdm` sfdmin dmcmk r|asfs rfinmdgcmi dmi mtmv sfdmin kfihmcmig jv`vkmi rgdmim lf|mt kmvrvi |ginmi

•

Lf|`fcm`vmi Lmg`

•

Kfkfivjg sfnmcm rf|swm|mtmi wmin dg~mhgl`mi acfj _KM Ifnf|g = Tfnmc

<') Rf|swm|mtmi @jvsvs •

Lmng `fcms Z# kfkgcg`g kf kgcg`g |mra|t kgigkmc |mra|t sfkfstf| =

•

Lmng `fcms ZG# kvtmsg rfsf|tm dgdg` sfsvmg dfinmi hv|vsmi rfsf|tm dgdg` sfàcmj msmc

•

Lmng `fcms ZGG# kvtmsg rfsf|tm dgdg` km`sgkmc rmdm sfkfstf| =

•

_fkvm igcmg tfcmj tvitms

•

Lf|msmc dm|g sfàcmj Ifnf|g dfinmi stmtvs kgigkmc smkm *\_KM+ LG' cgitms `mlvrmtfi!àtm dmi mtmv cgitms r|argisg

•

Tf|sfdgm ea|kmsg wmin dglvtvj`mi


Rmnf <=

•

Igcmg Vhgmi Imsgaimc _CTR rfsf|tm dgdg` rgidmjmi

≦

igcmg vhgmi

imsgaimc _CTR wmin dmrmt dgtf|gkm dgtf|gkm dg \_KM+LG _KM Ifnf|g = Tfnmc sfsvmg tmjvi kmsv` dmi tgin`mt `fcms rfsf|tm dgdg` wmin lf|smin`vtmi)

==)

Tmtm Tf|tgl Rfsf|tm dgdg`

Tmtm tf|tgl mdmcmj sfrf|min`mt rf|mtv|mi wmin ~mhgl dgtmmtg dmi dgcm`smim`mi acfj rfsf|tm dgdg` wmin dgrmitmv acfj `frmcm sfàcmj# ~m`gc `frmcm sfàcmj lfsf|t msgstfiiwm# tgk _TR<@# ~mcg `fcms# lgklginmi àisfcgin# nv|v dmi `m|wm~mi \_KM+LG _KM Ifnf|g = Tfnmc) @f~mhglmi rfkmitmv mdmcmj sflmnmg rfinm~ms tmtm tf|tgl dmi kfigidm`cmihvtg sfom|m àisgstfi# àitgiwv dmi lf|tminnvin hm~ml) Tmtm tf|tgl rfsf|tm dgdg` \_KM+LG _KM Ifnf|g = Tfnmc dgmtv| dmcmk _v|mt @frvtvsmi @frmcm _fàcmj) Mdmrvi `ftfitvmi tmtm tf|tgl rfsf|tm dgdg` tf|cmkrg|) =<)

Jm` Rfsf|tm dgdg`

_fkvm rfsf|tm dgdg` kfkrviwmg jm` wmin smkm vitv` kfinnvim`mi emsgcgtms lfcmhm| dg sfàcmj wmin tf|sfdgm dfinmi kfing`vtg `ftfitvmi wmin lf|cm`v dmi dgtftmr`mi acfj sfàcmj) m)

Cmla|mta|gvk _fkvm rfsf|tm dgdg` kfkrviwmg jm` wmin smkm kfinnvim`mi cmla|mta|gvk sfàcmj dfinmi tgdm` kfcminnm| hmd~mc wmin tfcmj dglvmt acfj sfàcmj) Dgcvm| hmk fef`tge rfklfcmhm|mi# cmla|mta|gvk sfàcmj dmrmt dgnvim`mi sflmnmg sm|mim rfinfklminmi dmi rfklfcmhm|mi rfsf|tm dgdg` smkrmg dfinmi rv`vc r v`vc =6)22 ^GL dfinmi dgdmkrging acfj cmla|mi mtmv nv|v rfklgklgin mtmv rfimnnvin hm~ml cmla|mta|gvk)

l)

Rf|rvstm`mmi •

_fkvm rfsf|tm dgdg` lf|jm` kfkgihmk lv`v+lv`v dg rf|rvstm`mmi sfàcmj dfinmi kfkmtvjg `ftfitvmi wmin lf|cm`v) Rmdm hmk+hmk


Rmnf <<

gstg|mjmt#

rfsf|tm

dgdg`

dmrmt

kfklmom!lfcmhm|

!l|a~sgin

dg

rf|rvstm`mmi sfàcmj) •

Rfinnvimmi lv`v rfcmhm|mi Lv`v vtmkm rfnminmi rfsf|tm dgdg` dgsfdgm`mi dg rf|rvstm`mmi sfàcmj# imkvi mrmlgcm hvkcmjiwm lfcvk kfkmdmg km`m àrf|msg sfàcmj kfiwfdgm`mi lv`v lv`v rfnminmi rfsf|tm dgdg`) )

•

Lv`v |fef|fisg Lv`v |fef|fisg wmin kfivihmin rfklfcmhm|mi sminmt dgmihv|`mi imkvi tgdm` dg~mhgl`mi dmi tf|sfdgm dg rf|rvstm`mmi rf|rvstm`mmi sfàcmj dmrmt dgrgihmk rfsf|tm dgdg` dfinmi kfkmtvjg `ftfitvmi wmin lf|cm`v)

o) Cmwmimi @aisvctmsg •

Cmwmimi àisvctmsg `frmdm nv|v nv|v kmtm rfcmhm|mi rfcmhm|mi kf|vrm`mi lmngmi dm|g r|an|mk rfinfklminmi dg|g wmin sfom|m `jvsvs dgkm`svd`mi vitv` kfklf|g`mi lgklginmi `frmdm rfsf|tm dgdg` mnm| sgmr dmi kmkrv lfcmhm| sfom|m fef`tge# kmkrv kfinmtmsg jmklmtmi dmi `fsvcgtmi sfsvmg tvitvtmi àkrftfisg wmin jm|vs dgomrmg rmdm sftgmr kmtm rfcmhm|mi)

•

Cmwmimi dmrmt dgcm`smim`mi rmdm hmk rfklfcmhm|mi kmvrvi dg cvm| hmk rfklfcmhm|mi sfrmihmin nv|v tgdm` sfdmin kfinmhm|)

•

Cmwmimi dmrmt dg cvm| hmk sfàcmj sfsvmg `fsfrm`mtmi nv|v dfinmi rfsf|tm dgdg` dmi tftmr dg cgin`vinmi sfàcmj)

•

Cmwmimi àisvctmsg rfsf|tm dgdg` dfinmi ~mcg `fcms dmrmt dgcm`smim`mi sftgmr smmt dg dmcmk hmk rfcmhm|mi dmi dg cvm| hmk rfcmhmm|mi)

•

_fàcmj kfiftmr`mi hmk ~mcg `fcms rmdm ~m`tv tf|tfitv# mnm| sfom|m gitfisge r|an|mk cmwmimi dmrmt dmrmt dgcm`smim`mi dfinmi artgkmc) artgkmc)

•

Cmwmimi Lgklginmi @aisfcgin _fcv|vj rfsf|tm dgdg` m`mi kfidmrmt`mi cmwmimi lgklginmi rfivj dm|g

lgklginmi

àisfcgin)

Rfsf|tm

dgdg`

wmin

kfkrviwmg

`frfitginmi+`frfitginmi `jvsvs dmi kfidfsm`# dfinmi sfghgi nv|v dmrmt kfiginnmc`mi rfcmhm|mi vtiv` kfidmrmt cmwmimi lgklginmi dm|g RMIDVMI M@MDFKG@ \_KM+LG _KM IFNF\G = TFNMC

Rmnf
lgklginmi àisfcgin)

Lgklginmi àisfcgin

kfiwgmr`mi hmk+hmk

`jvsvs vitv` rfsf|tm dgdg` wmin m`mi lf|àisvctmsg dmi kfkf|cv`mi lmitvmi àisfca|) Lgklginmi @aisfcgin

dmi ~mcg `fcms kfkmitmv

rfsf|tm dgdg` wmin rf|cv dglgklgin

d) Jatsrat M|fm Jatsrat m|fm kf|vrm`mi smcmj smtv emsgcgtms wmin dgsfdgm`mi acfj \_KM+ LG _KM ifnf|g = Tfnmc vitv` kfkrf|kvdmj àif`sg gitf|ift) Emsgcgtms gig

dgsfdgm`mi vitv` kfkrf|kvdmj rfsf|tm dgdg` kmvrvi nv|v dmcmk

r|asfs lfcmhm| kfinmhm|# `jvsviwm dmcmk kfinm`sfs kmtf|g `mhgmi rfklfcmhm|mi kmvrvi r|an|mk rfivnmsmi dmi rfigcmgmi)


Rmnf <4

LML GU @MCFIDF\ DMI R\AN\MK R\AN\MK RFIDGDG@MI =) @mcfidf| rfidgdg`mi mdmcmj rfinmtv|mi ~m`tv vitv` `fngmtmi rfklfcmhm|mi rfklfcmhm|mi rfsf|tm dgdg` sfcmkm smtv tmjvi rfcmhm|mi wmin kfiom`vr rf|kvcmmi tmjvi rfcmhm|mi# kginnv fef`tge lfcmhm|# ~m`tv rfklfcmhm|mi fef`tge dmi jm|g cglv| <) Kginnv fef`tge lfcmhm| mdmcmj hvkcmj kginnv `fngmtmi rfklfcmhm|mi vitv` sftgmr tmjvi rfcmhm|mi rmdm sftgmr smtvmi rfidgdg`mi0 ?) ^m`tv rfklfcmhm|mi fef`tge mdmcmj hvkcmj hmk rfklfcmhm|mi sftgmr sftgmr kginnv kfcgrvtg hvkcmj hmk rfklfcmhm|mi vitv` sfcv|vj kmtm rfcmhm|mi tf|kmsv` kvmtmi ca`mc# dgtmklmj hvkcmj hmk vitv` `fngmtmi rfinfklminmi dg|g) 4) ^m`tv cglv| mdmcmj ~m`tv wmin dgtftmr`mi vitv` tgdm` dgmdm`mi `fngmtmi rfklfcmhm|mi tf|hmd~mc rmdm smtvmi rfidgdg`mi wmin lf|lfitv` hfdm mitm| sfkfstf|# cglv| m`jg| tmjvi rfcmhm|mi# jm|g cglv| `fmnmkmmi# jm|g cglv| vkvk tf|kmsv` jm|g+jm|g lfsm| imsgaimc dmi jm|g cglv| `jvsvs) 6) Cglv| hfdm sfkfstf| mdmcmj cglv| wmin dgmdm`mi rmdm m`jg| r|asfs rfklfcmhm|mi Dmcmk m`jg| sfkfstf| nmsmc0 5) Cglv| m`jg| tmjvi rfcmhm|mi mdmcmj cglv| wmin dgmdm`mi sftfcmj r|asfs rfklfcmhm|mi dg m`jg| tmjvi rfcmhm|mi mtmv sfkfstf| nfimr0 >) Cglv| vkvk mdmcmj cglv| vitv` kfkrf|ginmtg jm|g lfsm| imsgaimc dmi!mtmv @fmnmkmmi wmin dgtftmr`mi acfj Kfitf|g Rfidgdg`mi Imsgaimc dmi!mtmv Kfitf|g Mnmkm0 :) Cglv| \mkmdjmi mdmcmj cglv| lvcmi \mkmdjmi sfsvmg dfinmi `ftftmrmi Kfitf|g Mnmkm0 7) Cglv| `jvsvs mdmcmj cglv| wmin dgmdm`mi sfjvlvinmi dfinmi àidgsg `jvsvs dmi mtmv mdm `frf|cvmi cmgiiwm dg cvm| `ftfitvmi cglv| vkvk0 =2) @fngmtmi tfinmj _fkfstf| mdmcmj `fngmtmi acmj|mnm# sfig# dmi `|fmtgugtms dfinmi tvhvmi vitv` kfinfklmin`mi lm`mt# `fr|glmdgmi# r|fstmsg# dmi `|fmtgugtms rfsf|tm dgdg` dmcmk |min`m rfinfklminmi rfidgdg`mi sfvtvjiwm0


Rmnf <6

==) Cmra|mi Jmsgc Lfcmhm| *CJL' mdmcmj lv`v wmin lf|gsg cmra|mi tgin`mt `fkmkrvmi *àkrftfisg' wmin dgrf|acfj rfsf|tm dgdg` dmcmk smtvmi ~m`tv tf|tfitv) =<) Tmjvi Rfcmhm|mi <2=) Rmdm ~m`tv rfsf|tm dgdg` lm|v kfcm`smim`mi `fngmtmi m~mc kmsv` smtvmi rfidgdg`mi# rfsf|tm dgdg` rmdm `fcms dg mtmsiwm tftmr kfcm`smim`mi r|asfs rfklfcmhm|mi) =:) @fngmtmi tfinmj sfkfstf| wmin lf|tvhvmi vitv` kfinfklmin`mi lm`mt# `fr|glmdgmi# r|fstmsg dmi `|fmtgugtms rfsf|tm dgdg` dmcmk |min`m rfinfklminmi ratfisg rfsf|tm dgdg` sfvtvjiwm dgcm`smim`mi km`sgkvk 4 *fkrmt' jm|g dmcmk smtv sfkfstf|) =7) Rfklmngmi Cmra|mi Jmsgc Lfcmhm| *CJL' sfkfstf| nmihgc dgcm`smim`mi rmdm jm|g _mltv tminnmc =6 Dfsfklf| <2=< <2) Rfklmngmi Cmra|mi Jmsgc Lfcmhm| *CJL' sfkfstf| nfimr dgcm`smim`mi rmdm jm|g _mltv tminnmc << Hvig <2=?) <=) Vcminmi m`jg| sfkfstf| nmihgc dgcm`smim`mi rmcgin cmklmt rmdm kginnv `ffkrmt lvcmi Iarfklf| ) <<) Vcminmi m`jg| sfkfstf| nfimr!`fimg`mi `fcms dgcm`smim`mi rmcgin cmklmt rmdm kginnv rf|tmkm lvcmi Hvig <2=<)

Rmnf <5

<5) Cglv| \mkmdjmi sfcmkm > *tvhvj' jm|g# wmgtv wmgtv = *smtv' jm|g sflfcvk \mkmdjmi# jm|g rf|tmkm \mkmdjmi# dmi 6 *cgkm' jm|g dg m`jg| lvcmi \mkmdjmi# =? ‟ =: Mnvstvs <2=<) <>) Cglv| dmcmk |min`m Gdvc Egt|g sfcmkm 5 *fimk' jm|g sftfcmj tminnmc =7 Mnvstvs <2=<) <:) Rfifitvmi rf|kvcmmi \mkmdjmi dmi Gdvc Egt|g kfivinnv rfiftmrmi rfif tmrmi Kfitf|g Mnmkm) <7) Rmdm jm|g jm |g cglv|# nv|v dmi tfimnm `frfidgdg`mi ` frfidgdg`mi cmgiiwm dgjm|mr`mi dmrmt dmr mt kfkmiemmt`mi ~m`tv vitv` kfigin`mt`mi rfinftmjvmi dmi `fkmkrvmi r|aefsgaimciwm# dg smkrgin kfcm`v`mi `fngmtmi |f`|fmsg vitv` rfiwfnm|mi 0 ?2) _fcmkm cglv| sfkfstf| rfsf|tm dgdg` dgsf|mj`mi sfrfivjiwm `frmdm a|mintvm! ~mcg dfinmi rfivnmsmi dm|g sfàcmj) Jmc+jmc cmgi wmin lfcvk dgmtv| dmcmk `frvtvsmi gig m`mi dgmtv| cflgj cmihvt kfcmcvg |mrmt df~mi nv|v)

R\AN\MK @FNGMTMI RFIDGDG@MI _KMI = TFNMC TMJVI <2=<+<2=? _fkfstf| = dmi < Ia)

Tminnmc

@fngmtmi

@ftf|minmi

= =5+=: Hvcg

KA_

`frfsf|tm dgdg`mi

< =2+=6 _frtfklf|

Rf|`g|mmi Vcminmi jm|gmi

Nv|v Kmrfc

? =>+<<_frtfklf|

Tfs Gihf`sg @cms ZGG Kmtf|g Vhgmi Imsgaimc @cms ZGG

Tmklmjmi rfcmhm|mi `cms ZGG kmtf|g Vhgmi 4 <6+<> _frtfklf| Imsgaimc Nv|v Kmrfc 6 :+=5 A`talf|

Tfs Tfinmj _fkfstf|

Nv|v!KNKR

5 =>+<2 A`talf|

@fngmtmi tfinmj _fkfstf|

Rfsf|tm dgdg`


Rmnf <>

Ia)

Tminnmc

> 6+=2 Iarfklf|

@fngmtmi

@ftf|minmi

Rfklfcmhm|mi dg cvm| `fcms ZG GR_

Rfsf|tm dgdg`

Rf|`g|mmi Vcminmi Jm|gmi

Nv|v

Tmklmjmi Rfcmhm|mi `cms ZGG kmtf|g Vhgmi : =<+=4 Iarfklf| Imsgaimc Nv|v Kmrfc 7 ?2 Iar+: Dfs

Vcminmi m`jg| sfk Nmihgc

Nv|v!KNKR

Rfif|gkmmi \mra|t!jmsgc lfcmhm| rfsf|tm =2 =6 Dfsfklf| <2=< dgdg` sfk Nmihgc

_mt dg`

< ‟ =< Hmivm|g =2 <2=?

_mt dg`

Vhgmi R|m`tg` @cms ZGG

== 4+7 Efl|vm|g <2=? Rf|`g|mmi Vcminmi Jm|gmi

Nv|v

==+=7 Efl|vm|g =< <2=?

Vhgmi _fàcmj

_mtdg`

=? 4+> Km|ft <2=?

Cmt VI =

_mt dg`

=4 7+=7 Km|ft <2=?

Vcminmi tfinmj sfkfstf| nfimr

Nv|v!KNKR

=6 <2 Kf|ft <2=?

Nfcm| R|fstmsg @cms ZGG

Nv|v

=5 <=+
rfsf|tm dgdg`

=> <6+<: Km|ft <2=? Rf|`g|mmi Cmt VI <

Rfk dm

=: =+4 Mr|gc <2=?

Cmt Vi ?

_mtdg`

=7 =6+=: Mr|gc <2=?

Vhgmi Imsgaimc Vtmkm

Rfkf|gitmj

<2 <<+<6 Mr|gc <2=?

Vhgmi Imsgaimc svsvcmi

Rfkf|gitmj

<= <7+?2 Mr|gc <2=?

Nfcm| R|fstmsg `cms Z dmi ZG

Nv|v

<< 5+== Kfg <2=?

Rf|`g|mmi Vcminmi Jm|gmi

Nv|v Kmrfc

Tfs Rfihv|vsmi

Nv|v!KNKR


Rmnf <:

Ia)

Tminnmc

@fngmtmi

@ftf|minmi

<4 = ‟ == Hvig <2=?

Tfs M`jg| _fkfstf| Nfimr!`fimg`mi `fcms Nv|v!KNKR

<6 << Hvig <2=?

Rfif|gkmmi |mra|t!jmsgc lfcmhm| rfsf|tm dgdg` sfk nfimr


_mtdg`

Rmnf <7

LML U RFIVTVR M)

@fsgkrvcmi

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L)

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lfcmhm| `f|ms mnm| kmkrv


kfifkrvj rfidgdg`mi rmdm

Rmnf ?2

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Rmnf ?=

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=

<

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TFKRMT DMI TMINNMC

HMLMTMI!

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5

4

=

D|s) \gskaia# K)Rd) =75>=<24 =77<2? = 226

\G

Tfnmc# 4 Mr|gc =75>

@frmcm _fàcmj Kmtfkmtg`m

<

D|s) J) _v|aia =76525
_I

_|mnfi#
Nfan|meg

?

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IA

Tfnmc# <= Hvig =767

Lmjmsm Ginn|gs

4

D|m) |m) _|g _|g Fidm Fidmin in Cfstm fstm|g |gig igin insg sgj j =76<=225 =7>72? < 22?

FC

@flv @flvk kfi# fi# 25 25 A`t A`tal alf| f| =76< =76<

@frmcm Rf|rvstm`mmi R@I

6

_vwmita# _)Rd) =76<2:26 =7>72? = 2=<

_T

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_agacang# Lmjmsm hm~m

5

D|s) J) Mldvccmj Xmgig =76?=<2= =7:<=< = 22=

MX

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>

D|s) J) \a`jkmi Feefidg =76724=? =7:52? = 2=5

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R@I

:

D|s) Dm|waia =75<2524 =7:72? = 2<4

DW

Tfnmc# 24 Hvig =75<

Lgacang

7

Jh) Fdjg ^gdwmstvtg# _)Rd) =76527<= =7>72? < 22=

F^

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=2

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L\

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==

Jh) Mcge Cmfcm IFX# _)Rd) =75=262? =7:62< < 22=

ME

Rfkmcmin# 2? Kfg =75=

Kmtfkmtg`m

=<

D|s) Vitvin _frtgaia =766272= =7:52? = 225

VI

Tfnmc# 2= _frtfklf| =766

_fig

=?

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_G

Lca|m# =? Aàtlf| =76?

Lmjmsm Gidaifsgm

=4

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KT

Tfnmc# 25 Kfg =765

R@I

=6

D|m) Jh) Fidmin _v|wmig =765252? =7:?2? < 22?

FG

@cmtfi# 2? Hvig =765

LR!L@

=5

T|g _vsgcm Jgdmwmtg# K)_g =75<27<5 =7:52= < 22<

T_

_fkm|min# <5 <5 _f _frtfklf| =7 =75<

Lgacang

=>

Kvcwmim# _)Rd) =75=2?2> =7:52= = 22<

KM

@cmtfi# 2> Km|ft =75=

@gkgm

=:

D|m) Mcgemj =7542<<7 =7:72? < 226

MC

L|flfs# <7 Efl|vm|g =754

Lmjmsm Ginn|gs

=7

D|s) J) ^m`jgdgi =76:2725 =7:52? = 2=<

^D

Rfkmcmin# 25 _frtfklf| =76:

Rfihmkgi Kvtv \_KM+LG Lmjmsm Ginn|gs

<2

D|s) @vstgwaia K)Rd) =75<2=<4 =7:?2= = 224

@V

Rv|~admdg# <4 Hmivm|g =75<

^m`msf` _m|mim R|msm|mim Kmtfkmtg`m

<=

Lfttw Cgsdgwmim# _)Rd) =754242: =7::2? < 2=<

LG

Wanwm`m|tm# 2? Mr|gc =754

Nfan|meg

<<

D|m) Kv`tg ^gnmtg =7552<2< =7722? < 2=2

D|s) Lf|fstai _g|mgt =75?=<27 =7:72? = 225

L_

_gkmcvinvi# 27 Dfsfklf| =75? Rfidgdg`mi Mnmkm @|gstfi

<4

_v|aia# _)Rd) K)Rd) =75<2=<> =7:62? = 224

_V

Tfnmc# <> Hmivm|g =75<

RHR \_KM +LG Lmjmsm Ginn|gs

<6

Mnvin D~g Jm|taia# _)Rd) =75?2<=: =7:52= = 22=

MD

Dfkm`# =: Eflvm|g =75?

Kmtfkmtg`m

<5

_vlmnga# _)Rd) =75<2=2? =7:>2? = 22>

LW

Rf`mcainmi# 2? Hmivm|g =75<

^m`msf` Jvkms LR!L@

<>

D|s) Kvcwmim# K)K =75>2<=7 =77?2? = 22>

KV

Nalanmi# =7 Efl|vm|g =75>

Acmj |mnm `fsfjmtmi

<:

D|m) Wvstgim Km|gm L) =76>=<=6 =77?2< < 22=

W_

Wanwm`m|tm# =6 Efl|vm|g =76>

Lmjmsm Gidaifsgm

<7

_vog \mjmwv# _)Rd) K)Rd) =7>2242< =7742? < 2==

__

Tfnmc# 2< Mr|gc =7>2

Mst) ^m`m)@v|)V| Fumcvmsg _fhm|mj

?2

_|g Vtm`m|g Mkmimj# K)_g =7552=25 =7742? < 224

VT

_|mnfi# 25 Hmivm|g =755

Lgacang

?=

Xvcwmig# _)Rd) =7>22><< =776=< < 22<

XG

Tfnmc# << Hvcg =7>2

Egsg`m

?<

Tm|aia# _)Rd) K)Rd) =75>=<=6 =77<2= = 22<

T\

Tfnmc# =6 Dfsfklf| =75>

Egsg`m

??

Raia _vjm|ta# _)Rd) =75526<5 =77=2= = 22=

RI

@f|tasaia# <5 Kfg =755

@gkgm

<4

J) @m @msg|vi Jmdg _m _mrvt rvt|a# _Rd =755262> =77:2< = 224

J_

Tfnmc# 2> 2> Kf Kfg =7 =755

Fàiakg !M`t

?6

D|m) Fccw Hmkgcmj

FH

Tfnmc# =7 Kfg =75=

Lmjmsm hfrmin

K^ Rf`mcainmi# 2< Efl|vm|g =755

^m`msf` @v|g`vcvk _fhm|mj

=75=26=7 =7:72? < 22< ?5

Fidmin _vrmdkg# _)Rd) =7542>24 =7:>2? < 2=5

F_

@m|minmiwm|# 24 Hvcg =754

_fig Lvdmwm

?>

Fdw _vtata# _)Rd) =76525<2 =7:<2< = 22?

FD

Tfnmc# <2 Hvig =765

Egsg`m

?:

Mcg M|gegi# _)Rd) =75<=<=< =7:>2? = 2=:

MM

Tfnmc# =< Dfsfklf| =75<

Rfidgdg`mi Mnmkm Gscmk

?7

Jh) _và~mtg# _Rd =7562<27 =77=2? < 227

_^

Tfnmc# 27 Efl|vm|g =756

@frmcm CML @gkgm

42

Mnvs Lvdg _vlf`tg# _)Rd =75:2:<> =77:2< = 22<

M_

Tfnmc# <> Mnvstvs =75:

^m`msf` `fsgs~mmi Lmjmsm Ginn|gs

4=

\adgwmita# _)Rd) =7>22<
\D

Km|nmsm|g# <6 Efl|vm|g =75:

_asgacang

4<

Dhaig @|gstgmita# _)Rd) =75>25=? =77:2< = 22=

HA

Tfnmc# =? Hvig =75>

Lmjmsm Gidaifsgm

4?

Gid|g M|egwmig# _Rd =7:22625 <22524 < 2==

GI

Tfnmc# 5 Kfg =7:2

Fàiakg!M`t

44

D|s) _|gwaia =75?27<> <22>2= = 22>

_W

_v|m`m|tm# <> _frtfklf| =75?

Mst)^m`m)@v|)V|)Rfinmhm|mi @gkgm

46

Mig _vrm|tg# _)Rd) =7>>2425 <2272? < 22?

MI

L|flfs# 5 Mr|gc =7>>

LR!L@

45

Mcg Megeg# _)Rd)G =7>:=<=> <2272? = 22<

MG

Tfnmc# => Dfsfklf| =7>:

Rfidgdg`mi Mnmkm Gscmk

4>

Gkmk _vhmg# _)@ak) =7>72426 <2272? = 22<

G_

_cm~g Tfnmc# 6 Mr|gc =7>7

TG@

4:

Km|~mi ^g ^ghmwm Me Memidg# __ __ =7:<26<6 <2=22= = 2=:

K\

_v|m`m|tm# <6 <6 Kf Kfg =7 =7:<

Lmjmsm hm~m

47

Mldvc Jmdg Jm}}g# _)Rd =7:?27<: <2=22= = 2=<

J]

Tfnmc# <: _frtfklf| =7:?

Lmjmsm hfrmin

62

K Mdf F|g`# _)Rd =7:>27== <2=22= = 225

F\

Gid|mkmwv# == _frtfklf| =7:> TG@

6=

Rfrw G|m~mi R|glmdg# _)Rd =7:62<=7 <2==2= = 22:

G\

@m|minmiwm|# =7 Efl|vm|g =7:6 Acmj |mnm dmi `fsfjmtmi

Miim sm|g# _Rd

IM

Lmin`m#> Hvcg =7>7

Kmtfkmtg`m

M\

Tfnmc# >Mnvstvs=7>:

TG@

6<

=7>72>2> <2262= < 2=5 6?

M|gfe _vsgwmitg#_F

DMETM\ R\F_TM_G _G_^M VRTD _KM IFNF\G = TFNMC

IA

=

<

?

4

6

HFIG_ R\F_TM_G

Caklm _fig _gs~m _KM Kmtm Caklm 8 tm|g @|fmsg Lf|rmsminmi Caklm _fig _gs~m _KM Kmtm Caklm 8 Ogrtm dmi Lmom Rvgsg Rf`mi Acmj \mnm Rfcmhm| Dmf|mj *RARDM' _KM!_K@!KM sfdf|mhmt Kmtm caklm 8 \fimin 62 k nmwm rvinnvin rvt|m Rf`mi Acmj \mnm Rfcmhm| Dmf|mj *RARDM' _KM!_K@!KM sfdf|mhmt Kmtm caklm 8 \fimin =22 k nmwm rvinnvin rvt|m Rf`mi Acmj \mnm Rfcmhm| Dmf|mj *RARDM' _KM!_K@!KM sfdf|mhmt Kmtm caklm 8 \fimin <22 k nmwm rvinnvin rvt|m

TMJVI

TGIN@MT R\AUGI_G ! IM_GAIMC

@FTF\MINMI * IMKM ! @FCAKRA@ ! CA@M_G DCC ' Mimidm ^mjwv _vngaia dmi Iv| G`m Jmidmwmiginsgj Lf|tfkrmt dg Ms|mkm Jmhg Gscmkgo Ofitf| _fkm|min _gtm Jgedgmj Kmvcgdgig Lf|tfkrmt dg Ms|mkm Jmhg Gscmkgo Ofitf| _fkm|min

<227

Tgin`mt R|au) Hmtfin ! Hvm|m GG

<227

Tgin`mt R|au) Hmtfin ! Hvm|m G

<227


Mid|fms M|gf Ivn|aja dgsfcfinnm|m`mi dg @atm _fkm|min

<227



<227



>

Rf`mi Acmj \mnm Rfcmhm| Dmf|mj *RARDM' _KM!_K@!KM sfdf|mhmt Kmtm caklm 8 \fimin nmwm nmitg rf|a|minmi rvt|m Fdv \fra|tf| Efstgumc tgin`mt _KM

:

Kmtjfkmtgos Oakrftgtgai Ea| _figa|

5

==

Jgnj _ojaac ^gcmwmj G * Tfnmc' Caklm @m|wm Gckgmj \fkmhm Caklm @m|wm Gckgmj \fkmhm Caklm Rf|rvstm`mmi T`) R|augisg

=<

Caklm Kmrfc T`) _KM!_K@ sf+ @atm Tfnmc

7 =2

=?

Caklm _gia` _gtain @atm Tfnmc T`) _CTM

<227


<227


<227

Ea|vk Gckgmj Kmtfkmtg`m sf Hm~m ! Hvm|m GG

<227 <227

<227

<227

<227

Tgin`mt R|augisg ! Hvm|m GGG Tgin`mt R|augisg ! Hvm|m G


Nmidm Egt|mig Gscmkg Lf|tfkrmt dg Rvstf`àk _fkm|min @m|gmi Mklm| _mtt~g`m Dgsfcfinnm|m`mi acfj Jgkmtg`m EKGRM VIIF_ \fxm Emidw Km|sftwm ^ghmwm Ngcmin _mt|gm Rf|dmim

Tgin`mt R|augisg Hm~m Tfinmj ! Hvm|m Jm|mrmi GGG Tgin`mt @atm ! Hvm|m G Egsg`m ! Hvm|m G @gkgm ! Hvm|m G Lgacang ! Hvm|m G Mst|aiakg ! Hvm|m G @akrvtf| ! Hvm|m G Fàiakg ! Hvm|m G

Dgsfcfinnm|m`mi dg @atm Tfnmc Uf|aig`m Vtm|g Afkm|dg Mimidm ^mjwv

Hvm|m G *Rvt|m' Hvm|m G *Rvt|g'

Emhm| Mvcgm

Mcge Jgdmwmtvccmj Nmidm E Gscmkg Miigsm Mwv Wvigtm

dgsfcfinnm|m`mi dg @atm Tfnmc =4

Rfkgcgjmi _gs~m _KM Lf|r|fstmsg

<227

Tgin`mt @atm ! Hvm|m G *Rvt|m' Tgin`mt @atm ! Hvm|m GG *Rvt|g' Tgin`mt @atm ! Hvm|m G *Rvt|g' Tgin`mt @atm ! Hvm|m G *Rvt|m' Tgin`mt @atm ! Hvm|m G *Rvt|g' Tgin`mt @atm ! Hvm|m G

<2=2

Tgin`mt Imsgaimc

Mojkmd _wmv}g

<2=2

Tgin`mt Imsgaimc ! _fkgegimcgs Tvinnmc

G|m~mi Lmnvs ^glgsaia

<227

=6

Caklm @m|mtf

<227

=5

Caklm Tfigs Kfhm Caklm Kfiwmiwg @f|aioain Caklm Tmtm Vrmom|m @fhvm|mmi Tfigs If~ M|kmdm Ovr ZGU @fhvm|mmi Tfigs Gidaifsgm Gitf|imsgaimc Hviga| Tfiigs Ojmkrgaisjgr <2=2 @fhvm|mmi Imsgaimc Tfiigs Hviga| Rfkmcmin Arfi UG Caklm @G\ _KM!_K@ T`) @atm Tfnmc

<227

=> =:

=7

<2

<=

<<

<4

<6

Caklm Rfivcgsmi _fhm|mj T`) _KM!_K@ @atm Tfnmc Tmjvi <2=2 Caklm Omtv| Rfcmhm| _CTM Rvt|g Caklm Omtv| Rfcmhm| _CTM Rvt|m

<227

Hvjigxm| R Lvkgimtm \gm @vsvkm Df~g Km|gm Mnifs Wvigsm| Wvmiigsm

Rvt|m

<2=2

Tgin`mt Imsgaimc ! Hvm|m GGG

<2=2

Tgin`mt @atm Tfnmc ! Hvm|m G

<2=2


Kvjmkkmd Nvstgmsm

<2=2

Tgin`mt @atm Tfnmc ! Hvm|m GG

Ocmvdgm

<2=2

Tgin`mt @atm Tfnmc ! Hvm|m GGG

Mcefa Imtmfc

Mojkmd _wmv}g

F|cgidm A`tmugmim _wmksvc Emcmj \mwkvidvs Cfaim|da

<5

<>

<: <7

?2

?= ?<

Caklm D|mkm Lf|dgmcf` Tfnmc T`) _KM Tfmtf| Dftm` _KM I = Tfnmc Tjf Lfst _ojaac Mklmsmda| Gidasmt Caklm @m|g`mtv| Tmz Nafs ta _ojaac Caklm Lmid Tgin`mt @atm Caklm Dvtm ^gsmtm T` @atm Tfnmc

Caklm RLL Dmicmimc Tfnmc Ovr Jm|g M|kmdm \G @f+56 Caklm A_I T` @atm Tfnmc + A_I Kmtfkmtg`m

+ A_I Egsg`m

+ A_I @gkgm

+ A_I Lgacang

+ A_I @akrvtf|

<2=2


<2=2

Tgin`mt Hm~m Tfinmj % DGW ! Hvm|m GU

Tgk Tfmtf| _KM I = Tfnmc

<2=2

Tgin`mt @atm Tfnmc ! Hvm|m G Tgin`mt @atm Tfnmc ! Hvm|m G

<2=2


Hvm|m G Rvt|m 8 Lmj|g Gcjmk Hvm|m G Rvt|g 8 \mtgj \gx`g D

<2=2

Tgin`mt @atm Tfnmc ! Hvm|m GGG

Tgk Rms`gl|m _KM I = Tfnmc

<2=2

<2=2

<2=2

<2=2

<2=2

<2=2

Tgin`mt @atm Tfnmc ! Hvm|m G Tgin`mt @atm Tfnmc ! Hvm|m GG Tgin`mt @atm Tfnmc ! Hvm|m G Tgin`mt @atm Tfnmc ! Hvm|m GGG Tgin`mt @atm Tfnmc ! Hvm|m G Tgin`mt @atm Tfnmc ! Hvm|m GG Tgin`mt @atm Tfnmc ! Hvm|m G Tgin`mt @atm Tfnmc ! Hvm|m GG Tgin`mt @atm Tfnmc ! Hvm|m G Tgin`mt @atm Tfnmc ! Hvm|m GGG

Gitmi Rvsrm ^ M~mi Rvtgj Lmid

@m|gim Mklm| _ Cgitmin @fsvkmstvtg _~mstg`m Kmjm|dg`m Emtg`jmtvc @jv|gwmtg Mjkmd Jf|g _ \gm @vsvkm Df~g Dgim _wmemmtg Mxdm Mvcgm Nmidm E Gscmkg T|g Jfidm|ta Emhm| I

+ A_I Mst|aiakg

+ A_I Fàiakg

??

+ A_I @flvkgmi RARDM T`) @atm Tfnmc + @akgtf Lflms *@m|mtf' + @akgtf Lflms *@m|mtf'

<2=2

<2=2

<2=2

Tgin`mt @atm Tfnmc ! Hvm|m G Tgin`mt @atm Tfnmc ! Hvm|m GG Tgin`mt @atm Tfnmc ! Hvm|m GGG Tgin`mt @atm Tfnmc ! Hvm|m G Tgin`mt @atm Tfnmc ! Hvm|m GG Tgin`mt @atm Tfnmc ! Hvm|m G

Ka|gs Jmlgl Dfogwmita K) Mnvin R|mwana Rvt|g R|gjmtgigin|vk Em|gdm Em`j|vigsm M|gs _ftgm~mi \gs`m Gsimfig

+ Tfigs kfhm rvt|g

<2==

+ Tfigs kfhm rvt|m

<2==

+ Lvcvtmin`gs rvt|m

<2==

+ Lacm uaccfw

<2==

+ Lacm lms`ft + \fimin <22k# 422k Nmwm lflms dmi dmdm + \fimin =22k# <22k Nmwm rvinnvin dmi @vrv<

<2==

Tgin`mt @atm Tfnmc ! Hvm|m GGG Tgin`mt @atm Tfnmc ! Hvm|m G Tgin`mt @atm Tfnmc ! Hvm|m GG Tgin`mt @atm Tfnmc ! Hvm|m GGG Tgin`mt @atm Tfnmc ! Hvm|m G Tgin`mt @atm Tfnmc ! Hvm|m GG Tgin`mt @atm Tfnmc ! Hvm|m GG Tgin`mt @atm Tfnmc ! Hvm|m G Tgin`mt @atm Tfnmc ! Hvm|m G Tgin`mt @atm Tfnmc ! Hvm|m G Tgin`mt @atm Tfnmc ! Hvm|m GG Tgin`mt @atm Tfnmc ! Hvm|m G

<2==


_gmitg Df~g

<2==


_gmitg Df~g

+ @akgtf *@m|mtf' + @akgtf Lflms *@m|mtf' + Cakrmt hmvj rvt|g + Cfkrm| om`|mk rvt|g + Cfkrm| cfklgin rvt|g

<2== <2== <2== <2== <2== <2== <2==

^m~mi Dgdg Nml|gfc Cgim ^gidm Ia|km _vog Ia|km _vog Igim Lgitmin Ifcsai Tfmk _KMI_M Rvt|g Tfmk _KMI_M Rvt|m

?4

?6 ?5

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?:

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42 4=

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4?

44

@fhvm|mmi Imsgaimc Tfiigs Hviga| Rfkmcmin Arfi UGG @fhvm|mmi Tfigs Wviga| Imsgaimc Tfcàk Eg`s <2=2 Caklm Kadfccgin T` Imsgaimc

Caklm @G\ TGA_ <2== Vigu Mtkmhmwm Wanwm`m|tm Caklm ]vgo`w Kmo`w VR_ Tfnmc Caklm Rmdvmi _vm|m T`)_CTM @atm Tfnmc Dgfs Imtmcgs VR_ Tfnmc

Caklm @G\ Em`) Fàiakg VGG Wanwm`m|tm Caklm A<_I @atm Tfnmc

Caklm @G\ Gistgtvt _mgis dmi Tfìacang M`r|gid Wanwm`m|tm Caklm _fimk _fjmt Lminsm`v Caklm Of|dms Of|kmt _fkmnmt Imsgaimcgskf _KM!_K@ T`)

Hvmm G Tvinnmc Rvt|m

G|m~mi Lmnvs ^glgsaia

<2==

Hvm|m GGG Nmidm Rvt|m Hvm|m GGG T`) Imsgaimc

G|m~mi Lmnvs ^glgsaia Ogidw D~g R|gkmsmitg Tfmk @G\ _KMI_M *Nml|gfc Minngmt J_# Kaj) Gumi Mvcgm _mig# D~g Migs

<2==

Tgin`mt Hmtfin ! Hvm|m G

@vsvkm~m|dmig'

<2==

T`) @atm Tfnmc ! Hvm|m GGG

Tfmk ]vgo`w _KMI_M

<2==

T`) @atm Tfnmc ! Hvm|m G

Rmdvmi _vm|m _KMI_M

<2==

<2==

<2== <2==

T`) Hm~m Tfinmj ! Hvm|m G T`) @atm Tfnmc ! Hvm|m G

Tfmk @G\ _KMI_M *Dgmi Minn|mfig# Kaj) Nvstgmsm# Gidmj Gckgwmtg'

<2==

T`) Hm~m Tfinmj ! Hvm|m GG

Tfmk @G\ _KMI_M *Kaj)Kvtm~mcg# Jmim _wgem# Gskg \mjkm~mtg'

<2==

T`) @atm Tfnmc ! Hvm|m GG

Tfkm Acmj|mnm _KMI_M

<2==

T`) Hm~m Tfinmj ! Hvm|m GG

@jmg|g Mldgccmj Wmjwm Dgnda _vdgnwa

R|au Hm~m Tfinmj _mksvdgmt Mkmidm Cgstgwmig M|efa Imtmimfc Dgmi Minn|mfig ^ Imdgwm R|migidgtm Gskg Iv|vc @jvsim Hajmiswmj \medgimc G`jsmi T|g Wang \mitg`m _m|g

62

Caklm Kmrfc TG@ Caklm Kmrfc Lgacang

<2==

6=

Caklm @G\ VNK _f+Hm~m Lmcg

<2==

T`) @atm Tfnmc ! Hvm|m GGG T`) @atm Tfnmc ! Hvm|m G T`) @atm Tfnmc ! Hvm|m G T`) @atm Tfnmc ! Hvm|m G T`) @atm Tfnmc ! Hvm|m GG T`) @atm Tfnmc ! Hvm|m GG _f+Hmm~m Lmcg!Hvm|m Jm|mrmi G

6<

Caklm Dflmt Lmjmsm Ginn|gs

<2==

T`) R|augisg Hmtfin ! Hvm|m G

6?

Caklm Fssmg VNK _f Hmtfin DGW

<2==

T`) Hmtfin+DGW ! Hvm|m GG

64

Caklm Fssmg VNK _f Hmtfin DGW

<2==

T`) Hmtfin+DGW ! Hvm|m GGG

46 45 4> 4: 47

66 65

Caklm Kmrfc Fàiakg Caklm Kmrfc @gkgm Caklm Kmrfc Egsg`m Caklm Kmrfc Kmtfkmtg`m

Caklm @G\ _tmtgstg` VIDGR Caklm @G\ Dgims @CJ

<2== <2== <2== <2== <2==

<2== <2==

T`) Hmtfin ! Hvm|m GG T` @atm Tfnmc ! Hvm|m GG

Gidmj Gckgwmtg Hajmiswmj \medgimc G`jsmi _mksvdgmt Igkms Rvt|g @jgcdm Kmgcgcjm} Dgnda _vdglwa Mxgs Mldvc Kmhgd# ^mjwv Egt|gmim# \mtgj Gid|gmig _|g R|mkfstjg ^gsiv LI# Kaj) Emxm Minngta ^# K) \gx`g Mdg R|mdmim Ia|km M|gidm @fsvkm# Kgccmà D~g`g Mc`m|gkm# Fum \mjkmidmig ^mjwv Egt|gmig# _mvsmi Emimim# _jaegmtg `jmf|vc Vkmj Kaj) Kvtm~mccg K# Kaj) M|ge Gklmin# Iv| _aegmita \asgmiginsgj# Gskgmtg Iv| Gstg}akmj# Wf`tg

Emhm| Jf|cgim

5=

Caklm Dflmt Lmjmsm Ginn|gs Hvm|m VKVK A_I <2=< COO Lmjmwm dmkrm` igàtgi Dmiof @akrftgtgai

5<

?ai? Lms`ft Lmcc

<2=<

5?

Efstgemc Lmid

<2=<

6> 6: 52

<2=< <2=< <2=< <2=<

Iakgimsg T` Imsgaimc Tgin`mt @atm Hvm|m = Tgin`mt @atm Hvm|m = Tgin`mt @atm Hvm|m = Xaim Tfnmc Hvm|m =# rgmcm lf|ngcg|

\gx`g Mdg R|mdmim TGK A_I Tgk COO TGK Dmiof TGK Lms`ft Dg) Ractf` Jm|mrmi lminsm

Buku Panduan Akademik SMAN 1 Tegal 2012-2013

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