Ui`rmtkry Pkhhnr BB9??
Rpmrn _mrts Bmtmhkaun RBB9??-2NF< Umhil erkg rkhhnr snrimh fug`nr3 =????2?= x?M?????= - ?M?=01??
Linsnh nfaifns3 _nrjifs 2L-== _u`hisdnl bmtmhkaun issuns vmhil ekr tdnsn rkhhnrs3 Bmtmhkaun Issun lmtn Umhil ekr snrimh fug`nrs RBB9 RB B9? ??-2N ?-2NF= F= 0?=? 0? =?-? -?0 0 Pnph Pn phm mbnl bnl `y RBB BB9 9?? ??-2 -2N NF0 RBB9??-2NF0 0?==-?2 Pnphmbnl `y RBB9??-2NF2 RBB9??-2NF2 0?==-=? Pnphmbnl `y RBB9??-2NF< RBB9??-2NF< 0?=<-?2 Rnn m`kvn RBB50
0?=?-?0
x?M?????= =????20< x?M?????=
Qn rnsnrvn tdn riadt tk bdmfan spnbieibmtikfs witdkut fktibn. _riftnl if Rwnlnf.
-
II
PNRNPULNHR@NR\ÌHHFIFA
KPLNPIFA R_MPN _MP\R
Eõhcmfln uppaietnr sjm hìgfms vil `nstìhhfifa mv rnsnrvlnhmr eõr mtt uflvijm hnvnrmfsenh3 =. Gm Gmsj sjif ifty typ. p. 0. Uìht Uìhtnfs nfs snr snrinf infugg uggnr. nr. 2. Mftm Mftmhh mv õfsj õfsjml ml rnsn rnsnrvln rvlnh. h. <. Pns Pnsnrl nrlnhn nhnfs fs mrt mrtijn ijnhfu hfuggn ggnr. r. >. Pnsn Pnsnrvl rvlnhn nhnfs fs `nfì `nfìgfif gfifa. a. 5. Gîttup Gîttuppaietn paietnrr vil `nstìhhfif `nstìhhfifa a mv gntnrvmr gntnrvmrm. m.
\k mvkil nrrkrs if lnhivnry, phnmsn aivn tdn ekhhkwifa ifekrgmtikf wdnf krlnrifa spmrn pmrts3 =. \yp \ypn n ke ke gmbd gmbdifn ifn.. 0. Pkh Pkhhnr hnr snr snrimh imh fug fug`nr `nr.. 2. ]u ]umf mftit tity y rn rnqu quir irnl nl.. <. _m _mrt rt fu fug` g`nr nr.. >. _mr _mrts ts lnfkgi lnfkgifm fmtik tikf. f. 5. Lign Lignfsik fsikfs fs wdnf krlnri krlnrifa fa pnr hnfatd. hnfatd.
NPRM\S\NIH@NR\NHH^FA
KPLIFI LI PIBMG@I
Sur Unrgnilufa vkf Endhhinenrufanf sifl `ni lnr @nstnhhufa vkf Nrsmtztnihnf ekhanfln Mfam`nf zu gmbdnf3 =. Gm Gmsbd sbdif ifnf nftyp typ.. 0. Dnr Dnrstn stnhhu hhufa fasf sfug uggn gnr. r. 2. @nst @nstnhhg nhhgnfa nfan. n. (]u (]umft mftity) ity) <. Nrsm Nrsmtztni tztnihfug hfuggnr gnr.. (_mrt (_mrt F³) >. Nrsmt Nrsmtztnih ztnih`nfn `nfnffuf ffufa. a. (Lnfkgifmti (Lnfkgifmtikf) kf) 5. Gmssmfa Gmssmfam`nf m`nf `ni @nstnhhufa @nstnhhufa vkf Gntnrwmr Gntnrwmrn. n.
_nr nvitmrn nrrkri fnhhn bkfsnafn li ribmg`i, Ui prnadimgk li bkgufibmrbi hn snaunfti ifekrgmzikfi mh gkgnftk lnhh 'krlifmzikfn3 =. \ip \ipk k li li gmbb gmbbdif difm. m. 0. Fugn Fugnrk rk li snrin snrin lnhh lnhhm m gmbbdif gmbbdifm. m. 2. ]um ]umftitï ftitï lni lni pnzzi lnsilnr lnsilnrmti. mti. (]umfti (]umftity) ty) <. Fugn Fugnrk rk li bklib bklibn n lnh pnzzk pnzzk.. (_mrt (_mrt F³) >. Lnsbrizikfn lnh pnzzk pnzzk li ribmg`ik. (Lnfkgif (Lnfkgifmtikf) mtikf) 5. Gisu Gisurm, rm, if bmsk bmsk li li krlifn krlifn pnr pnr gntrk. gntrk.
_NLILK LN PNBMG@IKR
BKGGMFLN LN _INBNR LN PNBDMFAN
_mrm nvitmr nrrkrns nf hms nftrnams, ln`nríf iflibmrsn hks siauinftns lmtks lmt ks mh dmbnr uf pnlilk ln rnbmg`iks3 =. \i \ipk pk ln gí gíqu quifm ifm.. 0. Fóg Fógnrk nrk ln snr snrin. in. 2. Bmft Bmftilml ilml ln pinzm pinzms s lnsnmlms. lnsnmlms. (]umft (]umftity) ity) <. Fógn Fógnrk rk ln mrtçbuhk mrtçbuhk ln hm pinzm pinzm ln rnbmg` rnbmg`ik. ik. (_mrt (_mrt F³) >. Lnf Lnfkgif kgifmbiò mbiòf f ln hm pinzm. (Lnfkg (Lnfkgifmt ifmtikf) ikf) 5. Iflçqunsn hm gnlilm gnlilm mh skhibitmr uf mrtçbuhk qun qun sn nxpiln pkr gntrks.
Hns iflibmtikfs suivmftns lkivnft ãtrn e kurfins hkrs ln hm bkggmfln ln piébns ln rnbdmfan, meif l'évitnr tkutn nrrnur ln hivrmiskf3 =. \yp \ypn n ln ln gmbd gmbdifn ifn.. 0. Fug Fugérk érk ln sér sérin. in. 2. ]umftité lésirén ln piäbn piäbn ln rnbdmfan rnbdmfan.. (]umftity) (]umftity) <. Fugé Fugérk rk ln hm piébn piébn ln ln rnbdmfa rnbdmfan. n. (_mrt (_mrt F³) >. Léfkg Léfkgifmtik ifmtikf f ln hm piébn piébn ln rnbdmfa rnbdmfan. n. (Lnfkgifm (Lnfkgifmtikf) tikf) 5. Hkfa Hkfaunu unurr nf bms ln ln bkggmfl bkggmfln n mu gätrn. gätrn.
YK^P MANF\/LN MANF\/LNMHNP3 MHNP3
II I
\dn tnxt pmans is strubturnl ms ms tdn pibturn kf tdn riadt.
\nxt pmans
=. \dis is tdn rngmrjs ekr spnbieib spnbieib itngs mfl tdn lnsbriptikfs ke tdn rngmrjs is mt tdn `kttkg ke tdn pmrts hist. 0. _mrts iflibmtnl iflibmtnl `y m lkt mfl mfl gkvnl tk tdn riadt mrn ifbhulnl wdnf `uyifa tdn mssng`hnl ufit m`kvn. 2. Rpmrn pmrts pmrts Bhmss Bhmss bkln ekr m spnbieib pmrt. "M" 7 2 kr gkrn ufits/ynmr, "@" 7 0 kr gkrn ufits/ynmr, "B" 7 = kr gkrn ufits/ynmr, "L" 7 mt hnmst = ufit/ynmr.
_MP\R IFEK
RNPUIBN IFEK
APK^_
Bdmfans _MAN
Fktns
FK\NR
I U
Fktns
Lyfmpmb Bkgpmbtikf Nquipgnft M@
\M@HN KE BKF\NF\R
_man
BB9?? R/F =????2?=x ?M?????= - ?M?=01?? Rnrvibn jits
0 <
<1??90?4 Rnrvibn jit, _nrjifs >?d
5
<1??90?9 Rnrvibn jit, _nrjifs >??d
4
<1??90=? Rnrvibn jit, _nrjifs =???d
=?
Pnpmir jits
=0
<1??9<>>>0 Rdkbj m`skr`nr jit, lrug
=<
<1??951= Rbrmpnr jit BB9??/9??A/9??R
=5
<1??9<>904 Pnpmir jit, Rtnnrifa ditbd
=4
<1??9<>1=? Nbbnftrib sdmet jit
0?
<1??9<>1== Lrug rktmtikf jit
00
Ermgns
0<
Ermgns ^p tk ?M?=054? <1??21150= Ditbd
05 04
Ermgns Erkg ?M?=054= ^p tk ?M?=0540 <1??21150= Ditbd
2? 04
Ermgns Erkg ?M?=0542 ^p tk ?M?=0594 <1??21150= Ditbd
05 04
Ermgns Erkg ?M?=0599 <1??21150= Ditbd
2? 04
Rbrmpnrs
20
Nfaifn dkkl
2<
Rprifjhnr systng ^p tk ?M??<4>2
25
Rprifjhnr systng Erkg ?M??<4><
24
Lrug
Lrug
<0
Nfaifn
<<
Nfaifn _nrjifs 2L-==
<5
Bkkhifa systng
>?
Nxdmust systng
>0
Eunh systng
><
Mir iftmjn systng
>5
Dylrmuhib systng
>4
Dylrmuhib prkpuhsikf mfl `rmjn systng gktkr <1??24101? Dylrmuhib gktkr
5? 50
Dylrmuhib prkpuhsikf mfl `rmjn systng pugp ^p tk ?M?=0524 <1??241059 Dylrmuhib pugp Pktmry arkup _krt phmtn
5< 55 54 1?
\B =
Lyfmpmb Bkgpmbtikf Nquipgnft M@
\M@HN KE BKF\NF\R
_man
_rnssurn vmhvn <4=0=>515= _rnssurn vmhvn Anmr pugp Bkftrkh gnbdmfisg
10 1< 15 14
Dylrmuhib prkpuhsikf mfl `rmjn systng pugp Erkg ?M?=0529 ^p tk ?M?=054?
4?
Dylrmuhib prkpuhsikf mfl `rmjn systng pugp Erkg ?M?=054= ^p tk ?M?=054= <1??241059 Dylrmuhib pugp Pktmry arkup _krt phmtn _rnssurn vmhvn <4=0=>515= _rnssurn vmhvn Anmr pugp Bkftrkh gnbdmfisg
5< 55 54 1? 10 1< 15 14
Dylrmuhib prkpuhsikf mfl `rmjn systng pugp Erkg ?M?=0540 ^p tk ?M?=0544
4?
Dylrmuhib prkpuhsikf mfl `rmjn systng pugp Erkg ?M?=0549 ^p tk ?M?=0549 <1??241059 Dylrmuhib pugp Pktmry arkup _krt phmtn _rnssurn vmhvn <4=0=>515= _rnssurn vmhvn Anmr pugp Bkftrkh gnbdmfisg
5< 55 54 1? 10 1< 15 14
Dylrmuhib prkpuhsikf mfl `rmjn systng pugp Erkg ?M?=059?
4?
Dylrmuhib vi`rmtikf <1??29?2=5 Dylrmuhib gktkr <1??29>>0? Dylrmuhib pugp
40 4< 45
Dylrmuhib stnnrifa <1??24101< Rtnnrifa vmhvn <1??24101> Dylrmuhib byhiflnr ^p tk ?M?=0591
44 9? 90
Nhnbtribmh nquipgnft
9<
Nhnbtribmh nquipgnft
95
Nhnbtribmh nquipgnft Erkg ?M??291? ^p tk ?M??1=9=
94
Nhnbtribmh nquipgnft Erkg ?M??1=90
=??
Bkftrkh pmfnh, rnhmys
=?0
Lrivifa hiadts Kptikf
=?<
Qkrjifa hiadts Kptikf
=?5
Pktmtifa `nmbkf witd Pkps Kptikf
=?4
@mbj-up mhmrg
==?
Lrivnrs phmtekrg
==0
Lrivnrs snmt
==<
Lrivnrs snmt Erkg ?M?=?549
==5
E/P- mfl tdrktthn bkftrkh ^p tk ?M?==?22
==4
E/P- mfl tdrktthn bkftrkh Erkg ?M?==?2< ^p tk ?M?=0524
=0?
E/P- mfl tdrktthn bkftrkh Erkg ?M?=0529
=00
\B 0
Lyfmpmb Bkgpmbtikf Nquipgnft M@
\M@HN KE BKF\NF\R
_man
Ekrwmrl mfl rnvnrsn bkftrkh dmflhn ^p tk ?M?==?22 <4=0==4424 Ekrwmrl / Pnvnrsn Bkftrkh Erkg ?M?==?2<
2110>5
=0< =05
Lumh ekrwmrl/rnvnrsn bkftrkh Kptikf ^p tk ?M?===40
=04
Lumh ekrwmrl/rnvnrsn bkftrkh Kptikf Erkg ?M?===42
=2?
Pkps Kptikf
=20
Bup dkhlnr Kptikf
=2<
Lnbmhs mfl lkbugnftmtikf
=25
Lnbmhs mfl lkbugnftmtikf
=24
Rtmflmrl nquipgnft
=
Rtmflmrl nquipgnft
=<0
Kptikfmh nquipgnft
=<<
@mttnry lisbkffnbtkr
=<5
Qmtnr tmfj, kptikf
=<4
RGU-siaf
=>?
RGU-siaf Gkuftifa kf wmtnrtmfj
=>0
RGU-siaf kf diad wmtnr tmfj
=><
Pnaistrmtikfs - phmtn witd hiadt
=>5
Dylrmuhib vi`rmtikf, sdut kee erkft/rnmr lrug <1??241015 Bkg`ifmtikf vmhvn
=>4 =5?
Pnmr vinw girrkr
=50
\kkh nquipgnft
=5<
\B 2
Lyfmpmb Bkgpmbtikf Nquipgnft M@
BB9?? R/F =????2?=x ?M?????= - ?M?=01??
0
RBB9??-2NF<
Lyfmpmb Bkgpmbtikf Nquipgnft M@
BB9?? R/F =????2?=x ?M?????= - ?M?=01?? Itng _mrt Fk > 5 =? 0? 2? >? 5? 1? 4? 9? 9=
RBB9??-2NF<
Png ]ty Lnsbriptikf
Bkln
Rnrvibn jits ( _man < ) Pnpmir jits ( _man =0 ) Ermgns ( _man 0< ) Lrug ( _man ) Nfaifn ( _man << ) Dylrmuhib systng ( _man >4 ) Nhnbtribmh nquipgnft ( _man 9< ) Lrivnrs phmtekrg ( _man ==0 ) Lnbmhs mfl lkbugnftmtikf ( _man =25 ) Rtmflmrl nquipgnft ( _man = ) Kptikfmh nquipgnft ( _man =<< )
2
Lyfmpmb Bkgpmbtikf Nquipgnft M@
Rnrvibn jits
<
RBB9??-2NF<
Lyfmpmb Bkgpmbtikf Nquipgnft M@
Rnrvibn jits Itng _mrt Fk = 0 2
<1??90?4 <1??90?9 <1??90=?
RBB9??-2NF<
Png ]ty Lnsbriptikf
Bkln
Rnrvibn jit, _nrjifs >?d ( _man 5 ) Rnrvibn jit, _nrjifs >??d ( _man 4 ) Rnrvibn jit, _nrjifs =???d ( _man =? )
>
Lyfmpmb Bkgpmbtikf Nquipgnft M@
<1??90?4 Rnrvibn jit, _nrjifs >?d
5
RBB9??-2NF<
Lyfmpmb Bkgpmbtikf Nquipgnft M@
<1??90?4 <1??90?4 Rnrvibn jit, _nrjifs >?d Itng _mrt Fk = 0 2
<1??90?4 <1 ? ?2 1 5 > >< <1 ? ?2 1 5 > >> <1 ? ?2 1 5 5 21
RBB9??-2NF<
Png ]ty Lnsbriptikf = = =
Bkln
Rnrvibn jit, _nrjifs >?d ( _man 5 ) Kih eihtnr Eunh eihtnr Dylr Dylrmu muhi hib b eih eihtn tnrr nhn nhngn gnft ft
M M M
1
Lyfmpmb Bkgpmbtikf Nquipgnft M@
<1??90?9 Rnrvibn jit, _nrjifs >??d
4
RBB9??-2NF<
Lyfmpmb Bkgpmbtikf Nquipgnft M@
<1??90?9 Rnrvibn jit, _nrjifs >??d Itng _mrt Fk = 0 > 5 1
<1??90?9 <1 ? ?2 1 5 > >< <1 ? ?2 1 5 > >> <1 ? ?9 2 9 4 ?0 <1 ? ?9 2 9 4 ?2 <1 ? ?2 > 1 = 24
RBB9??-2NF<
Png ]ty Lnsbriptikf = = = = =
Bkln
Rnrvibn jit, _nrjifs >??d ( _man 4 ) Kih eihtnr Eunh eihtnr Mir Mir eih eihtn tnrr nhng nhngnf nftt Gmi Gmif f Mir Mir eeih ihtn tnrr nhn nhngn gnft ft Rment menty y Unftihmtifa eihtnr
M M M M
9
Lyfmpmb Bkgpmbtikf Nquipgnft M@
<1??90=? Rnrvibn jit, _nrjifs =???d
=?
RBB9??-2NF<
Lyfmpmb Bkgpmbtikf Nquipgnft M@
<1??90=? Rnrvibn jit, _nrjifs =???d Itng _mrt Fk = 0 2 > 5 1 4 9
<1??90=? <1??215>>< <1??215>>> <1??215521 <1??9294?0 <1??9294?2 <1??2>1=24 <1??929920 <1??90=0
RBB9??-2NF<
Png ]ty Lnsbriptikf = = = = = = = =
Rnrvibn jit, _nrjifs =???d ( _man =? ) Kih eihtnr Eunh eihtnr Dylrmuhib eihtnr nhngnft Mir eihtnr nhngnft Gmif Mir eihtnr nhngnft Rmenty Unftihmtifa eihtnr U-`nht Umhvn amsjnt
Bkln M M M M M M L
==
Lyfmpmb Bkgpmbtikf Nquipgnft M@
Pnpmir jits
=0
RBB9??-2NF<
Lyfmpmb Bkgpmbtikf Nquipgnft M@
Pnpmir jits Itng _mrt Fk = 0 2 < >
<1??9<>>>0 <1??951= <1??9<>904 <1??9<>1=? <1??9<>1==
RBB9??-2NF<
Png ]ty Lnsbriptikf 0 = = 0 0
Bkln
Rdkbj m`skr`nr jit, lrug ( _man =< ) Rbrmpnr jit BB9??/9??A/9??R ( _man =5 ) Pnpmir jit, Rtnnrifa ditbd ( _man =4 ) Nbbnftrib sdmet jit ( _man 0? ) Lrug rktmtikf jit ( _man 00 )
=2
Lyfmpmb Bkgpmbtikf Nquipgnft M@
<1??9<>>>0 Rdkbj m`skr`nr jit, lrug
=<
RBB9??-2NF<
Lyfmpmb Bkgpmbtikf Nquipgnft M@
<1??9<>>>0 Rdkbj m`skr`nr jit, lrug Itng _mrt Fk = 0 2
<1??9<>>>0 <1??29=94< <1??241<0< <4=0=>5=1?
RBB9??-2NF<
Png ]ty Lnsbriptikf 1 < =
Rdkbj m`skr`nr jit, lrug ( _man =< ) Rdkbj m`skr`nr Rdig Ifstrubtikfs
Bkln L L
=>
Lyfmpmb Bkgpmbtikf Nquipgnft M@
<1??951= Rbrmpnr jit BB9??/9??A/9??R
=5
RBB9??-2NF<
Lyfmpmb Bkgpmbtikf Nquipgnft M@
<1??951= Rbrmpnr jit BB9??/9??A/9??R Itng _mrt Fk =
<1??951= <1??2412<5
RBB9??-2NF<
Png ]ty Lnsbriptikf <
Rbrmpnr jit BB9??/9??A/9??R ( _man =5 ) Rbrmpnr `hmln _khyurntdmf
Bkln @
=1
Lyfmpmb Bkgpmbtikf Nquipgnft M@
<1??9<>904 <1??9<>904 Pnpmir jit, jit, Rtnnrifa ditbd
=4
RBB9??-2NF<
Lyfmpmb Bkgpmbtikf Nquipgnft M@
<1??9<>904 <1??9<>904 Pnpmir jit, jit, Rtnnrifa ditbd Itng _mrt Fk = 0 2 < > 5 1
<1??9<>904 <1 ? ?1 9 0 5 == <1 ? ?1 9 = 9 50 <1 ? ?> ? ? ? >? <1 ? ?2 4 4 = 1= <1 ? ?2 4 4 = 12 <1 ? ?2 4 4 = 10 <1 ? ?= 5 ? ? >4
RBB9??-2NF<
Png ]ty Lnsbriptikf 0 0 0 = 0 0 =
Pnpmir jit, Rtnnrifa ditbd ( _man =4 ) Pmli Pm limh mh spdn spdnri ribm bmhh phm phmif if `nmr `nmrif ifa a K-rifa Rbrnw Rnmhifa, v-rifa Rdnmr wipnr @usdifa K-rifa
Bkln L L L L L L B
=9
Lyfmpmb Bkgpmbtikf Nquipgnft M@
<1??9<>1=? <1??9<>1=? Nbbnftrib sdmet jit jit
0?
RBB9??-2NF<
Lyfmpmb Bkgpmbtikf Nquipgnft M@
<1??9<>1=? Nbbnftrib sdmet jit Itng _mrt Fk = 0 2 <
<1??9<>1=? <1??19=<22 <1??19=<0> <1??19=<05 <1??=5?=20
RBB9??-2NF<
Png ]ty Lnsbriptikf 0 0 = =
Nbbnftrib sdmet jit ( _man 0? ) Rpdnribmh rkhhnr `nmrifa K-rifa =1<, 0?x>, 1? Pmlimh hip snmh K-rifa =0<, >?x2, ??
Bkln @ L L
0=
Lyfmpmb Bkgpmbtikf Nquipgnft M@
<1??9<>1== Lrug rktmtikf jit
00
RBB9??-2NF<
Lyfmpmb Bkgpmbtikf Nquipgnft M@
<1??9<>1== Lrug rktmtikf jit Itng _mrt Fk = 0 2
<1??9<>1== <1??===?=4 <1??19=<05 <1??=5?=20
RBB9??-2NF<
Png ]ty Lnsbriptikf = = =
Lrug rktmtikf jit ( _man 00 ) @mhh `nmrifa Pmlimh hip snmh K-rifa =0<, >?x2, ??
Bkln L L
02
Lyfmpmb Bkgpmbtikf Nquipgnft M@
Ermgns
0<
RBB9??-2NF<
Lyfmpmb Bkgpmbtikf Nquipgnft M@
Ermgns Itng _mrt Fk =4 =9 0? 0= 2? <= <0
RBB9??-2NF<
Png ]ty Lnsbriptikf
Bkln
Ermgns ^p tk ?M?=054? ( _man 05 ) Ermgns Erkg ?M?=054= ^p tk ?M?=0540 ( _man 2? ) Ermgns Erkg ?M?=0542 ^p tk ?M?=0594 ( _man 05 ) Ermgns Erkg ?M?=0599 ( _man 2? ) Rbrmpnrs ( _man 20 ) Nfaifn dkkl ( _man 2< ) Rprifjhnr systng ^p tk ?M??<4>2 ( _man 25 ) Rprifjhnr systng Erkg ?M??<4>< ( _man 24 )
0>
Lyfmpmb Bkgpmbtikf Nquipgnft M@
Ermgns
05
RBB9??-2NF<
Lyfmpmb Bkgpmbtikf Nquipgnft M@
Ermgns Itng _mrt Fk = 0 < > 5 1 9 =? == =0 =2 =< => =5 =9 0? 0= 00 02 0< 0> 05 2? 2= 20 22 2< 2> 25 21 24 29 <= <0 <2 M) @)
Png ]ty Lnsbriptikf
<1 ? ?2 4 1 ? >> <1 ? ?2 4 1 ? >5 <1 ? ?2 4 1 2 15 <1 ? ?2 4 1 4 45 <1 ? ?9 ? < 0 =< <1 ? ?> ? ? = 15 <1 ? ?2 4 1 1 19 <1 ? ? 9 09 = 9 = <1 ? ? > 45 ? ? 2 <1 ? ? 9 ?< 5 < ? <1 ? ? > ?? ? > 2 <1 ? ? 2 41 9 < 9 <1 ? ? 9 ?< 0 0 4 <1 ? ? 1 90 = < 9 M <1 ? ? 2 44 4 > ? <1 ? ? 2 44 4 < 9 <1 ? ? 2 44 = > 2 <1 ? ? 2 41 < 0 > <1 ? ? 2 41 < 0 < <1 ? ? 1 9= 9 1 0 <1 ? ? 9 ?< 0 2 = <1 ? ? 2 11 5 0 = <1 ? ? 2 11 5 = ? <1 ? ? > 2? ? 0 1 <1 ? ? 5 2> ? 5 = <1 ? ? > ?? 0 ? 4 <1 ? ? 2 <9 2 2 0 <1 ? ? 9 ?< 0 2 2 <1 ? ? > 45 ? 0 0 <1 ? ? > ?? ? 5 1 <1 ? ? 9 ?< 0 0 9 <1 ? ? 2 41 5 1 1 @ @ @
= = = = 4 4 0 0 0 < 0 4 4 4 = 0 0 < F F =5 =5 = = = = = = = = = = = = 2 2
Ermgn, erkft Ermgn, rnmr Bkvnr, ermgn Bkvnr, ermgn Qmsdnr =>x2?x< 2?? DU Rbrnw G= G= Rbrnw G5x2> 4.4 Pnehnbtkr Ekrj krj, vi vi`rm `rmtikf si siln Ekrj, lrivn siln Rpmbnr Rdig Rdig Rbrnw G=0x=?? Qmsdnr =2x0x>> 4,4 Rtnnh phmif wmsdnr 4, Rpmbnr sh shnnvn @mttnry sdnhe Erkg ?M??291? Rbrnw Qm Qmsdnr
Bkln L L L L L L
L L L L L L L L
L L L L B
B
Rnn snbtikf "Lnbmhs" Rnn snbtikf "Nhnbtrib nquipgnft"
RBB9??-2NF<
01
Lyfmpmb Bkgpmbtikf Nquipgnft M@
<1??21150= Ditbd
04
RBB9??-2NF<
Lyfmpmb Bkgpmbtikf Nquipgnft M@
<1??21150= Ditbd Itng _mrt Fk = 0 2 < > 5 1 4 9 =? == =0 =2
<1??1905== <1??19=950 <1??>???>? <1??244=1= <1??244=12 <1??244=10 <1??=5??>4 <1??9<>904
RBB9??-2NF<
Png ]ty Lnsbriptikf 0 0 0 = 0 0 = =
Pmlimh spdnribmh phmif `nmrifa K-rifa Rbrnw Rnmhifa, v-rifa Rdnmr wipnr @usdifa K-rifa Pnpmir jit, Rtnnrifa ditbd ( _man =4 ) Fkt usnl kf tdis gklnh Fkt usnl kf tdis gklnh Fkt usnl kf tdis gklnh Fkt usnl kf tdis gklnh Fkt usnl kf tdis gklnh
Bkln L L L L L L B
09
Lyfmpmb Bkgpmbtikf Nquipgnft M@
Ermgns
2?
RBB9??-2NF<
Lyfmpmb Bkgpmbtikf Nquipgnft M@
Ermgns Itng _mrt Fk = 0 < > 5 1 9 =? == =0 =2 =< => =5 =9 0? 0= 00 02 0< 0> 05 2? 2= 20 22 2< 2> 25 21 24 29 <= <0 <2 << M) @)
Png ]ty Lnsbriptikf
<4=0==994= <4=0==9940 <1??241215 <1??241445 <1??9?<0=< <1??>??=15 <4=0=0?>59 <1??909=9= <1??>45??2 <1??9?<5 <1??>???0= <1??2419<9 <1??9?<004 <1??190=<9 M <4=0=0?>1> <4=0=0?>15 <1??244=>2 <1??241<0> <1??241<0< <1??19=910 <1??9?<02= <1??21150= <1??2115=? <1??>2??01 <1??52>?5= <1??>??0?4 <1??2<9220 <1??9?<022 <1??>45?00 <1??>???05 <1??9?<009 <1??241511 @ @ @ <1??904<51
= = = = 4 4 0 0 0 < > 4 4 4 = 0 0 < F F =5 =5 = = = = = = = = = = = = 2 2 4
Ermgn, erkft Ermgn, rnmr Bkvnr, ermgn Bkvnr, ermgn Qmsdnr =>x2?x< 2?? DU Rbrnw G=x0> 4.4 Pu``nr fut Qmsdnr 5, Rbrnw G5x2> 4.4 Pnehnbtkr Ekrj, vi`rmtikf siln Ekrj, lrivn siln Rpmbnr Rdig Rdig Rbrnw G=0x=?? Qmsdnr =2x0x5? 4,4 Rtnnh phmif wmsdnr 4, Rpmbnr shnnvn @mttnry sdnhe Rbrnw Qmsdnr Qmsdnr
Bkln L L L L L L
L L L L L L L L
L L L L B
B
Rnn snbtikf "Lnbmhs" Rnn snbtikf "Nhnbtrib nquipgnft"
RBB9??-2NF<
2=
Lyfmpmb Bkgpmbtikf Nquipgnft M@
Rbrmpnrs
20
RBB9??-2NF<
Lyfmpmb Bkgpmbtikf Nquipgnft M@
Rbrmpnrs Itng _mrt Fk 2 < > 5 1 4 9 =? == =0 =2 =< => =5 =1 =4 =9 0? 0= 0> 05 01 04 09 2? 2= 20 22 2< 2> 25 21 24 M) @) B) L) N)
Png ]ty Lnsbriptikf
<1??2412<< <1??2412<> <1??2412<5 <1??190?10 <1??9?<009 M <1??9?<5 <1??>45??2 <1??>???51 <1??>???0< @ <1??241?29 <1??>??=?> <1??19=924 <1??19=929 <1??19=11> <1??9?<009 <1??>45??2 <1??>45?=4 <1??241?<2 <1??19=924 B,N <1??214=14 N <1??2>9?<2 N <1??190=49 N <1??>1???> N <1??9?<009 N <1??190=4? N L,N <1??214=14 N <1??190=44 N <1??190=49 N <1??>1???> N <1??9?<009 N <1??190=4? N
0 0 < < =5 4 =0 4 < < 4 4 =5 4 4 4 4 < 4 0 < 0 < 4 < =0 0 < 0 < 4 < =0
Rprifjhnr pipn Rbrmpnr `rmbjnt Rbrmpnr `hmln _khyurntdmf Nfl phua Rtnnh phmif wmsdnr 4, Qmsdnr 4,x>> 4,4 Rbrnw G4x<> ^ppnr dkhl Dnxmakf sbrnw G=?x>? Qmsdnr @usdifa @kht Rtnnh phmif wmsdnr 4, Hkbj fut G4 Dnxmakf hkbj fut G=? Hkwnr dkhl Qmsdnr Rprifa hkmlnl sbrmpnr @rmbjnt Rprifa Nyn `kht Fut G4 Rtnnh phmif wmsdnr 4, @hifl rivnt Rprifa hkmlnl sbrmpnr @rmbjnt Nxtnfsikf sprifa Nyn `kht Fut G4 Rtnnh phmif wmsdnr 4, @hifl rivnt
Bkln B L @
L B L B
L B L L
L L L L
L
Rnn snbtikf "Rprifjhnr" Umhil ekr mhh sbrmpnrs ^snl kf erkft mfl rnmr lrug tkantdnr witd Rprifjhnr pipn _F <1??2412<< ^snl kf erkft mfl rnmr lrug tkantdnr witd dkhlnr _F <1??2412<> Kptikf
RBB9??-2NF<
22
Lyfmpmb Bkgpmbtikf Nquipgnft M@
Nfaifn dkkl
2<
RBB9??-2NF<
Lyfmpmb Bkgpmbtikf Nquipgnft M@
Nfaifn dkkl Itng _mrt Fk = 0 2 < > 5 1 4 9 =? == =0 =2 =< => =5 =1 =4 =9 0? 0= 00 02 0< 0> 05 01 04 09 2? 2= 20 22 2< 2> 25 21 24 M) @) B) L) N) E)
Png ]ty Lnsbriptikf
<1??211?<0 <1??211?<2 <1??211?<< <1??9?=0 <1??241=<4 <1??241=>= <1??241=>< <1??2444<5 <1??211?5= <1??2419<1 <1??2419<4 <1??2419<9 <1??244122 <1??2419>5 <1??2444>0 <1??19=5<2 <1??9?0=55 <1??9?24>5 <1??>45??0 <1??9?<004 <1??>???54 <1??19=>>9 <1??>???>2 <1??>45??2 <1??9?<>>5 <1??>?4?00 <1??9?<009 <1??19=1>< <1??190=4? <1??90424= <1??091?=4 <1??19=>91 <1??19=>91 <1??19=>91 <1??9?049?
M
@ B L N
<1??19=004 E
= = = = 0< 0 0 = 0 = = = 5 0 = = < = 4 4 4 0 5 2 5 < < 1 1 0 5 0 < 0 0 0 = =
Nfaifn dkkl . Nfaifn dkkl . Aril, hnet . Aril, riadt . Pivnt Difan Difan Bkvnr, rmlimtkr Hmtbd Hkbj phmtn Gntmh strmppifa Dmflhn Pu``nr fut Bkftrkhhifa phmtn Rtkp phmtn Hkbj phmtn Rbrnw Nlan trig @kht G?5x2? Hkbj fut G5 -4 Qmsdnr 5, Rbrnw G?4x5> Rbrnw G?5x2> Rbrnw G4x0?D 4.4 Hkbj fut G4 Qmsdnr 4, @hifl rivnt @hifl rivnt Qmsdnr 5,
Bkln L L L L L L L L L L L L B B
B L
L
L
H 7 =50? gg H 7 <>? gg H 7 =0> gg H 7 <0? gg H 7 =1? gg Khl vnrsikf, H 7 1?? gg
RBB9??-2NF<
2>
Lyfmpmb Bkgpmbtikf Nquipgnft M@
Rprifjhnr systng
25
RBB9??-2NF<
Lyfmpmb Bkgpmbtikf Nquipgnft M@
Rprifjhnr systng Itng _mrt Fk = 0 2
> 5 1 4 9 =? == =0 =2 =< => =5 =1 =4 =9 0? 0= 00 02 0< 0> 05 01 09 2= 20 22 2< 2> 25 21 24 29 <= M) @) B) L) N) E) A)
<1??2490=4 <1??244?41 <1??290?== <1??290>?4 <1??290>?9 <1??215415 <1??24192> <1??0411=2 <1??242591 <4=0==0?1< <4=0==0?1< <4=0==0?1< <4=0==0?1< <4=0==0?1< <1??90<><< <1??9?2445 <1??90<995 <1??90212> <1??2115== <1??9?=<20 <1??90212< <1??90<945 <1??>???9? <1??>?4??< <1??>???09 <1??9?<5 <1??9?<009 <1??9?<>51 <1??2=2??0 <1??19=911 <1??249=>> <1??2>444= <1??9?<04= <1??9?25>4 <1??19=9>? <1??19=9>9 <1??19=9<9 <1??19=>54 <1??219??9 <1??2>44<5
Png ]ty Lnsbriptikf
M @ B L N
E A A A A
= = < = = = = = = = = = = = 0 0 = = = = = = 0 < 0 0 < 0 =? 0 0 = = 0 0 = = = = = =
Qmtnr tmfj, bph \mfj bmp Rprmyifa fkzzhn, bph . Dkusifa . Pntmifnr, fkzzhn, strmifnr, ynhhkw ?.4 . Amsjnt @rmbjnt Rkhnfkil vmhvn Qmtnr pugp _hmstib dksn _hmstib dksn _hmstib dksn _hmstib dksn _hmstib dksn Dksn bkffnbtikf Mlmptnr Dksn bkffnbtikf Dksn bkffnbtikf Rtrmiadt bkffnbtkr Dksn bkffnbtikf Dksn bkffnbtikf Umhvn Rbrnw Rkbjnt dnml bmp sbrnw G4-=,0>x=0D 4.4 Dnxmakf dnml sbrnw Qmsdnr 4, Qmsdnr =?,>x04x5 D@2?> Dksn bhmgp =2-0? gg Dksn bkffnbtikf Rprifjhnr pipn Hkbj `rmbjnt _ml hkbj Qmsdnr >,2x=?x= 2??DU Rbrnw G>x=? Qmtnr strmifnr, bph . K-rifa . Eihtnr nhngnft . Amsjnt . Umhvn Rtrmifnr
Bkln L L L L L @ B
B B L B @ B L
L
B B M
M
H 7 =>5> gg H 7 42> gg H 7 >0? gg H 7 =5? gg H 7 =2? gg Rnn snbtikf "Rbrmpnr" Kptikf
RBB9??-2NF<
21
Lyfmpmb Bkgpmbtikf Nquipgnft M@
Rprifjhnr systng
24
RBB9??-2NF<
Lyfmpmb Bkgpmbtikf Nquipgnft M@
Rprifjhnr systng Itng _mrt Fk = 0 2
> 5 1 4 9 =? == =0 =2 =< => =5 =1 =4 =9 0? 0= 00 02 0< 0> 05 01 09 2= 20 22 2< 2> 25 21 24 29 <= <0 <2 << <> <5 <1 M) @) B) L) N) E) A)
<1??2490=4 <1??244?41 <1??290?== <1??290>?4 <1??290>?9 <1??215415 <1??24192> <1??0411=2 <1??242591 <4=0==2400 <4=0==0?1< <4=0==0?1< <4=0==0?1< <4=0==0?1< <4=0==0?1< <1??90<><< <1??190119 <4=0===22? <1??90212> <1??2115== <4=0==05<> <1??90212< <1??90>>99 <1??>???9? <1??>?4??< <1??>???09 <1??9?<5 <1??9?<>>5 <1??9?<>51 <1??2=2??0 <1??19=911 <1??249=>> <1??2>444= <1??9?<04= <1??9?25>4 <4=0===20> <1??19=9>9 <1??19=9<9 <1??19=>54 <1??219??9 <1??<4?4>0 <4=0===22= <1??2191>2 <1??=5?2=2 <1??9?=094 <1??9?=091 <1??2>44<5
Png ]ty Lnsbriptikf
M @ B L N
E A A A A
= = < = = = = = = = = = = = = 0 = = = = = = = 0 < 0 0 < 0 =? 0 0 = = 0 0 = = = = = = = < = = = =
Qmtnr tmfj, bph \mfj bmp Rprmyifa fkzzhn, bph . Dkusifa . Pntmifnr, fkzzhn, strmifnr, ynhhkw ?.4 . Amsjnt @rmbjnt Rkhnfkil vmhvn Qmtnr pugp ^p tk M??1=9= Qmtnr pugp Erkg M??1=90 _hmstib dksn _hmstib dksn _hmstib dksn _hmstib dksn _hmstib dksn Dksn bkffnbtikf Rwivnh fut Dksn bkffnbtikf swivnh Dksn bkffnbtikf Rtrmiadt bkffnbtkr Dksn bkffnbtikf Dksn bkffnbtikf @mhh vmhvn Rbrnw Rkbjnt dnml bmp sbrnw G4-=,0>x=0D 4.4 Dnxmakf dnml sbrnw Qmsdnr 4,x04x5 D@2?> Dksn bhmgp =2-0? gg Dksn bkffnbtikf Rprifjhnr pipn Hkbj `rmbjnt _ml hkbj Qmsdnr >,2x=?x= 2??DU Rbrnw G>x=? Qmtnr strmifnr, bph . K-rifa . Eihtnr nhngnft . Amsjnt . Umhvn K-rifa 1? Pnlubnr fipphn Amsjnt K-rifa 1? Bkffnbtkr Dksn bkffnbtikf Rtrmifnr
Bkln L L L L L @ B B
B B B @
L
L
B B M
B B M
H 7 =>5> gg H 7 42> gg H 7 >0? gg H 7 <=? gg H 7 < gg Rnn snbtikf "Rbrmpnr" Kptikf
RBB9??-2NF<
29
Lyfmpmb Bkgpmbtikf Nquipgnft M@
Lrug
RBB9??-2NF<
Lyfmpmb Bkgpmbtikf Nquipgnft M@
Lrug Itng _mrt Fk =?
RBB9??-2NF<
Png ]ty Lnsbriptikf
Bkln
Lrug ( _man <0 )
<=
Lyfmpmb Bkgpmbtikf Nquipgnft M@
Lrug
<0
RBB9??-2NF<
Lyfmpmb Bkgpmbtikf Nquipgnft M@
Lrug Itng _mrt Fk = 0 2 < > 5 1 4 9 =? == =0 =2 =< => =5 =1 =4 =9 0? 0= 00 02 0< 0> 05 01 04 09 2? 2= 22 2< 2> 25 21 24 29 <> <1 <9 >? >= >0 >2 >< >> >5 >1 >4 M) @) B) L)
Png ]ty Lnsbriptikf
<1??245504 <1??2455=9 <1??24550? <1??19=<22 <1??24550< <1??2>??09 <1??29=94< <1??245500 M <1??2450<= <1??===?=4 <1??2>4555 <1??2<90?0 <1??2>4549 <1??9?2=>< M <1??9?<5 <1??>???00 <1??9?<004 <1??>???=0 <4=0==?>95 <1??9?<>>1 <1??>???09 <1??2<2<9? <1??=5?=20 <1??9?<>>4 <1??9<159< <1??19=<0> <1??19=<05 <1??>01??0 <1??=50?=1 <1??2<21<< <1??>?4?09 <4=0==?552 <1??9?<1?2 <1??90>>=9 <1??241=21 <1??9?<02= <4=0==?>9> <1??9?221<
<1??249<2< <1??90>004 <1??9?<1?2 <1??>1???1 <1??249<20 <1??904=94 <4=0==?2<5
@ B L L L L L L
= = = 0 = = 1 = = = = = = = = = =0 =0 2 2 5 00 5 = = > > 0 = = < = = 0 4 == 1 = 2 1 5 = = = 2 =? 2 = < 1
Lrug @nmrifa dkusifa @nmrifa dkusifa Rpdnribmh rkhhnr `nmrifa Nbbnftrib sdmet Jny Rdkbj m`skr`nr Lrivn lisb Ekrj, vi`rmtikf siln @nmrifa dkusifa @mhh `nmrifa Mlmptnr Bkuphifa Rpmbnr rifa Pntmififa rifa Ekrj, lrivn siln Qmsdnr 4, Rbrnw G5x=0 Dnxmakf dnml sbrnw G=?x =?,9 M2J Rtnnh phmif wmsdnr Dnxmakf dnml sbrnw Mir `rnmtdnr K-rifa =0<, >?x2, ?? Qmsdnr =1T2?T5 2??DU Rbrnw K-rifa =1<, 0?x>, 1? Pmlimh hip snmh Riaf phmtn Lrivn sbrnw Rnmh rifa Gmafntib phua Rbrnw G=?-=,>x2?D 4,4 Dnxmakf dnml sbrnw G=?x0>D =?,9 M2J Rtnnh phmif wmsdnr Rbrnw G=0x>> =?.9 ANKGN\ \drnml rifa Qmsdnr =2x0D =?,9 M2J _rktnbtivn phua Dylrmuhib gktkr Dylrmuhib gktkr @mhhmst Dnxmakf dnml sbrnw Rtnnh phmif wmsdnr Dnxmakf fut G=0 @mhhmst Rbrnw Rpmbnr
Bkln L L L @ L L L L L B L B
L
L
L L L B
L
L L
L L
L B
Rnn snbtikf " Ermgn" Rnn snbtikf "Dylrmuhib prkpuhsikf mfl `rmjn" Rnn snbtikf "Dylrmuhib vi`rmtikf" Kptikf
RBB9??-2NF<
<2
Lyfmpmb Bkgpmbtikf Nquipgnft M@
Nfaifn
<<
RBB9??-2NF<
Lyfmpmb Bkgpmbtikf Nquipgnft M@
Nfaifn Itng _mrt Fk =? 0? 2? >?
RBB9??-2NF<
Png ]ty Lnsbriptikf
Bkln
Nfaifn _nrjifs 2L-== ( _man <5 ) Bkkhifa systng ( _man >? ) Nxdmust systng ( _man >0 ) Eunh systng ( _man >< ) Mir iftmjn systng ( _man >5 )
<>
Lyfmpmb Bkgpmbtikf Nquipgnft M@
Nfaifn _nrjifs 2L-==
<5
RBB9??-2NF<
Lyfmpmb Bkgpmbtikf Nquipgnft M@
Nfaifn _nrjifs 2L-== Itng _mrt Fk =
0 2 < > 1 4 9 =? == =0 =2 =< => 0= 02 0< 0> 05 04 09 2? 2= 20 22 2< 2> 25 21 29 <= <0 <2 << <> >? >= >0 >2 >< >> >5 B) L) N)
<1??29<><= <4=0==5>10 <1??9001 <1??9<>=02 <1??9<>04< <1??9004 <1??9915 <4=0=>>444 <1??902= <1??215>>< <1??929911 <1??929920 <1??9<>12> <1??9?<02? <1??>??=5= <1??>1???5 <1??9009 <1??9<<1 <1??9<>045 <1??9<><12 <1??9<>509 <4=0=>9551 <1??249??2 <1??2459<9 <4=0=0?559 <1??21511? <1??21511= <1??215110 <1??2>1??0 <4=0=0?51? <1??190?05 <1??>?0?=9 <1??>?0?=5 <1??1900>? <1??19=>2> <1??<4254< <1??>???00 <1??>???09 <1??>???22 <1??>??=?9 <1??>?4?<4 <1??>?4?<4 <1??>1???> <1??>45?=4 <1??9?<009 <1??9?<02? <1??9?<>>1 <1??9?<02= <1??19=<92 <1??>???<1 <1??9?<5 <1??>??>?5 <1??>?4?=9 <1??9?<009 <1??>1???5 <1??9?<02?
Png ]ty Lnsbriptikf
B L N
L N
= = = = = = = 2 = = = = = 0 0 0 = = = = = = = = = = = 0 = = < 5 5 =5 = = < 4 < < 0 1 > 4 =0 < 4 =5 = = = = 2 2 0 0
Nfaifn, _nrjifs 2L-== Nfaifn _nrjifs 2L-== . Qmtnr pugp . . Amsjnt . Qmtnr tngpnrmturn snfskr . \dnrgkstmt . Amsjnt, kih sugp . Ahkw phua . Rtmrtnr . Kih eihtnr . Mhtnrfmtkr . U-`nht . Emf bkuphifa . Rtnnh phmif wmsdnr . Dnxmakf dnml sbrnw . Fut . Kih lipstibj . Eunh skhnfkil . Qmsdnr . Hiet pugp . K-rifa, hiet pugp . Kih prnssurn switbd Dkhlnr, mir bhnmfnr @nhh dkusifa ^p tk ?M?=0524 @rmbjnt Erkg ?M?=0529 Nfaifn ekkt Nfaifn ekkt Nfaifn ekkt Bkuphifa ^p tk ?M?=0524 Bkuphifa Erkg ?M?=0529 Pu``nr gkufts Rbrnw ^p tk ?M?=0524 Rbrnw Erkg ?M?=0529 Rbrnw Bkffnbtkr Dylrmuhib dksn Rbrnw G4x2?D 4.4 Dnxmakf dnml sbrnw Rbrnw G=?-=,>x5? 4,4 ^p tk ?M?=0524 Rbrnw G=?-=,>x5> 4,4 Erkg ?M?=0529 Dnxmakf skbjnt dnml bmp sbrnw ^p tk ?M?=0524 Dnxmakf skbjnt dnml bmp sbrnw Erkg ?M?=0529 Fut G4 Dnxmakf hkbj fut G=? Rtnnh phmif wmsdnr 4, Rtnnh phmif wmsdnr Rtnnh phmif wmsdnr Qmsdnr =2x0 4.4 Rtnnh phmif wmsdnr 4, Fut Rtnnh phmif wmsdnr
Bkln L B B @ L L B M B M
L @ L B L L L L L L L L B L L L L
L
Fkt sdkwf if ihhustrmtikf. Rnn ihhustrmtikf M Rnn ihhustrmtikf @
RBB9??-2NF<
<1
Lyfmpmb Bkgpmbtikf Nquipgnft M@
Nfaifn _nrjifs 2L-==
<4
RBB9??-2NF<
Lyfmpmb Bkgpmbtikf Nquipgnft M@
Nfaifn _nrjifs 2L-== Itng _mrt Fk
Png ]ty Lnsbriptikf
>1 >4 >9 5? 5< 5>
@
@)
<1??9?<521 <1??9?<>>5 <1??211>0? <1??9?<004 <1??>???=2
0 0 < = < <
Bkln
Rbrnw Qmsdnr Qmsdnr 4, Rbrnw G5-=x=5 4,4
Nxist kf nfaifn
RBB9??-2NF<
<9
Lyfmpmb Bkgpmbtikf Nquipgnft M@
Bkkhifa systng
>?
RBB9??-2NF<
Lyfmpmb Bkgpmbtikf Nquipgnft M@
Bkkhifa systng Itng _mrt Fk = 0 2 < > 5 1 4 9 =? == =0 =2 =< => =5 =1 =4 =9 0? 0= 00 02 0< 0> 05 01 M) @) L)
Png ]ty Lnsbriptikf
<4=0==?91< L <1??241041 <1??245952 <1??2410?> <1??19=14? <1??245492 <1??29>001 @ <1??241?99 <1??241=?? <1??241<04 <1??21=14> M <1??9?21=< <1??249=<0 <1??>??? <1??>???0= <1??>???0= <1??>??? <1??9?=420 <1??9?<004 <1??9?<>>5 <1??9?<5 <1??9?<5 <1??9?0045 <1??19=<92 <1??2=2?1> <1??2=2?2> <1??2=2?2> <1??2=2??= <1??>?0?=5
= = = = = = = = = 0 = = = 0 == > < < 5 5 5 > > = 0 < = = 5
Bkkhnr bkfskhn Bkkhnr `rmbjnt Emf aumrl Emf aumrl Lrmifman dksn Nxpmfsikf rnsnrvkir Pmlimtkr Bkkhmft dksn Bkkhmft dksn _hmtn Pu``nr dksn Bmp Emf Rbrnw G5-=x0? 4,4 Rbrnw G4-=,0>x0> 4.4 ^p tk ?M?=0524 Rbrnw G4-=,0>x0> 4.4 Erkg ?M?=0529 Rbrnw G5-=x0? 4,4 Rbrnw G?4x=5 4,4 Qmsdnr 5, Qmsdnr 4,
Bkln L L L L B L L L L L L
B
L
L
H 7 0 gg Pnphmbns nmrhinr usnl <1??2459>? Ihhustrmtikf @
RBB9??-2NF<
>=
Lyfmpmb Bkgpmbtikf Nquipgnft M@
Nxdmust systng
>0
RBB9??-2NF<
Lyfmpmb Bkgpmbtikf Nquipgnft M@
Nxdmust systng Itng _mrt Fk = 0 2 < > 5 1 4 9 =)
Png ]ty Lnsbriptikf
<1??2410?= <1??241?91 <1??19=<42 <1??>???0= <1??9?<009 <1??9?<5 <1??9?<1?2 <1??901>54 <1??9<>414 =
= = 0 < < 0 0 = =
@rmbjnt Gueehnr Rbrnw G=0-=,0>x0>D 4.4 Rbrnw G4-=,0>x0> 4.4 Rtnnh phmif wmsdnr 4, Qmsdnr 4,
Bkln L L L
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Lyfmpmb Bkgpmbtikf Nquipgnft M@
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5 1 4 9 =? == =0 =< =5 =4 =9 0? 0= 00 02 0> 01
04 09 2? M) @) B) N) J)
<1??241019 <1??241>>0 <1??9<>111 <1??241540 <1??24159> <1??29<0>2 <1??9<>1>2 <4=0==4<>9 <4=0==444> <1??19=11< <1??9?2025 <1??190=4? <1??9?<94< <1??9?<94< <1??9?<94< <1??19=<00 <1??9?<94< <1??>???09 <1??9?<594 <1??9?<009 <1??9?<>>1 <1??2=2=?4 <1??2=2?1> <1??2=2=?4 <1??2=2?02 <1??215>>> <1??9<><=4 <1??949< <1??9900 <1??90?2 <1??9?<94< <1??>???54
H7 H7 H7 H7 H7
Png ]ty Lnsbriptikf
M @ @ B N
J
= = = = = = = = = = > < = = = = = 0 > = 0 0 0 =? 0 = = = = = = = F
Eunh tmfj Hnvnh amuan . Amsjnt Eihhnr fnbj Eunh dksn Eunh bmp ^p tk ?M?==0<> . Jny 0_BR "90=" ^p tk ?M?==0<> Eunh bmp Erkg ?M?==0<5 . Jny 0 pbs "?<<" Erkg ?M?==0<5 Dksn bkffnbtikf Rbrnw, \drnml rkhhifa J Rtnnh phmif wmsdnr Dksn bhmgp Dksn bhmgp Dksn bhmgp Dksn bhmgp Eunh eihtnr Eihtnr dnml Qmtnr snpmrmtkr, bph . Eihtnr nhngnft . K-rifa Eunh dksn Rbrnw G?4x5> Nxistifa kf nfaifn
Bkln L L L L L L L B B L
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Lyfmpmb Bkgpmbtikf Nquipgnft M@
Mir iftmjn systng
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Lyfmpmb Bkgpmbtikf Nquipgnft M@
Mir iftmjn systng Itng _mrt Fk
Png ]ty Lnsbriptikf
= 0 2 < > 5 1 4 9 == =0 =2 =< => =5 =1 =4 =9 0? 0=
<1??249?=9 <1??2459>= <1??9294?0 <1??9294?2 <1??9294?< <1??9294?> <1??9294?5 <1??9294?1 <1??241==4 <1??249??> <1??2410?? <1??249?25 <1??>???=2 <1??>???>2 <1??>?4?90 <1??9?<004 <1??9?<009 <1??2=2?=? <1??2=2?=? <1??044=09 M
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Mir ifhnt dksn Mir eihtnr . Mir eihtnr nhngnft Gmif . Mir eihtnr nhngnft Rmenty . Lust bmp . Umbumtkr bmp . _hmstib gkuftifa `mfl . K-rifa @kx @rmbjnt Dksn Gnbdmfibmh iflibmtkr Rbrnw G5-=x=5 4,4 Rbrnw G4x0?D 4.4 Rbrnw Qmsdnr 5, Rtnnh phmif wmsdnr 4, Dksn bhmgp Dksn bhmgp Nlan strip
Bkln L B M M L @ L B L L L L
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Lyfmpmb Bkgpmbtikf Nquipgnft M@
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Lyfmpmb Bkgpmbtikf Nquipgnft M@
Dylrmuhib systng Itng _mrt Fk =? 0?
2? >?
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Png ]ty Lnsbriptikf Dylrmuhib prkpuhsikf mfl `rmjn Dylrmuhib prkpuhsikf mfl `rmjn Dylrmuhib prkpuhsikf mfl `rmjn Dylrmuhib prkpuhsikf mfl `rmjn Dylrmuhib prkpuhsikf mfl `rmjn Dylrmuhib prkpuhsikf mfl `rmjn Dylrmuhib prkpuhsikf mfl `rmjn Dylrmuhib vi`rmtikf ( _man 40 ) Dylrmuhib stnnrifa ( _man 44 )
Bkln systng systng systng systng systng systng systng
gktkr ( _man 5? ) pugp ^p tk ?M?=0524 ( _man 5< ) pugp Erkg ?M?=0529 ^p tk ?M?=054? ( _man pugp Erkg ?M?=054= ^p tk ?M?=054= ( _man pugp Erkg ?M?=0540 ^p tk ?M?=0544 ( _man pugp Erkg ?M?=0549 ^p tk ?M?=0549 ( _man pugp Erkg ?M?=059? ( _man 4? )
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Lyfmpmb Bkgpmbtikf Nquipgnft M@
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RBB9??-2NF<
Lyfmpmb Bkgpmbtikf Nquipgnft M@
Dylrmuhib prkpuhsikf mfl `rmjn systng gktkr Itng _mrt Fk = 0 2 == =< => =5 =1 =4 =9 0? 0= 00 02 0< 0> 05 01 04 2> 25 21 24 29 M)
Png ]ty Lnsbriptikf
<1??24101? <1??9?<5<= <1??19=>2> <1??19=>21 <1??241>91 <1??241>94 M M M M <1??241514 <1??241511 <1??241515 <1??249>>5 <1??9?<009 <1??>???54 M <1??<425<5 M <1??24495? <1??>???>2 <1??>???=9 <1??9?<5 <1??9??9
0 < 0 0 0 0 = = = = 0 0 = = 5 0 = = = 0 < < < <
Dylrmuhib gktkr ( _man 50 ) Rtrmiadt bkffnbtkr kres Bkffnbtkr Rtrmiadt bkffnbtkr _ipn _ipn Dylrmuhib dksn Dylrmuhib dksn Dylrmuhib dksn Dylrmuhib dksn Pu``nr pmrt Rpmbnr shnnvn Dksn `rmbjnt Pu``nr pmrt Rtnnh phmif wmsdnr 4, Rbrnw G?4x5> Dylrmuhib dksn Dylrmuhib dksn Dylrmuhib dksn Dksn bhmgp Rbrnw G4x0?D 4.4 Rbrnw G4x=5D 4.4 M0J Qmsdnr 4,
Bkln
L L L
L B L L B L L
Rnn snbtikf " _rkpuhsikf systng, pugp"
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<1??24101? Dylrmuhib gktkr
50
RBB9??-2NF<
Lyfmpmb Bkgpmbtikf Nquipgnft M@
<1??24101? Dylrmuhib gktkr Itng _mrt Fk = 0 2 < >
<1??24101? <1??9<>>20 <1??9<>5>4 <1??9<>>2= <4=0=>5194
RBB9??-2NF<
Png ]ty Lnsbriptikf = = = = =
Dylrmuhib gktkr ( _man 50 ) . Rnmhifa jit Ln`rmjifa systng . Rnmhifa jit . Rnmh jit Pktmtifa pmrts . Rnmh jit
Bkln L B
52
Lyfmpmb Bkgpmbtikf Nquipgnft M@
Dylrmuhib prkpuhsikf mfl `rmjn systng pugp
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RBB9??-2NF<
Lyfmpmb Bkgpmbtikf Nquipgnft M@
Dylrmuhib prkpuhsikf mfl `rmjn systng pugp Itng _mrt Fk < > 5 1 4 9 =? == =0 =2 =5 =1 =4 =9 05 04 09 2? 2= 20 22 2< 29 <= <0 <2 << @) B) L)
Png ]ty Lnsbriptikf
<1??2=2=?0 <1??241059 <1??95=2 <1??9?<1?2 <1??>???21 <1??9?==>1 <1??19=<=0 <1??19=>99 <1??19=>21 <1??19=><9 <1??19=>29 <1??<42549 <1??<4259? <1??2492 <1??249< <1??<4255> <1??<425<1 <1??249? <1??<425>0 <1??<42419 <1??<4255= <1??2=2??= <1??2=2=?4 <1??9??9 <1??19=>24 @ B @ <1??19=><2 L
= = = 0 0 = = 0 = = = = = = = = = = = = = 0 = = = = = = =
Bm`hn tins Dylrmuhib pugp ( _man 55 ) . Rnmh jit Rtnnh phmif wmsdnr Rbrnw Gnmsurifa fipphn Rtrmiadt k-rifa bkffnbtkr Nh`kw 9?¿ Rtrmiadt bkffnbtkr Nh`kw mlmptnr 9? Rtrmiadt bkffnbtkr Dylrmuhib dksn Dylrmuhib dksn Dylrmuhib dksn Dylrmuhib dksn Dylrmuhib dksn Dylrmuhib dksn Dylrmuhib dksn Dylrmuhib dksn Dylrmuhib dksn Dylrmuhib dksn Dksn bhmgp Dksn bhmgp K-rifa Rtrmiadt bkffnbtkr Dylrmuhib tmfj Pmlimtkr Bkg`ifmtikf vmhvn Nh`kw <>¿
Bkln B @
L L L L L L L L L L L L
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L
Rnn snbtikf " Dylrmuhib vi`rmtikf" Rnn snbtikf " Bkkhifa systng" Pnphmbn kfn _F <1??19=>24
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Lyfmpmb Bkgpmbtikf Nquipgnft M@
<1??241059 Dylrmuhib pugp Itng _mrt Fk = 2 < 9 =? =2 =< => 0? 00 0< 05 2= <= <0 <2 << <> >? >=
<1??929=5>
<4=0=>1<40 <1??9<>452 <4=0=>1<42 <1??929=55 <1??929=52
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Png ]ty Lnsbriptikf = = = = = 0 = = = = 0 = = = = = = = 0 =
Bkln
Pktmry arkup ( _man 54 ) _krt phmtn ( _man 1? ) Anmr pugp ( _man 15 ) Bkftrkh gnbdmfisg ( _man 14 ) Dkusifa _if _if Rnmh rifa Hkbjifa sbrnw Hkbjifa sbrnw Hkbjifa sbrnw Hkbjifa sbrnw _if K-rifa Rdmet snmh rifa Pntmififa rifa K-rifa Qipnr _if Fut
51
Lyfmpmb Bkgpmbtikf Nquipgnft M@
Pktmry arkup
54
RBB9??-2NF<
Lyfmpmb Bkgpmbtikf Nquipgnft M@
Pktmry arkup Itng _mrt Fk = =0 =< =1 05 2= 20 25 21 24
<4=0=>1<4< <1??9290?5 <4=0=>1<4>
<1??9290=?
RBB9??-2NF<
Png ]ty Lnsbriptikf = = = 0 = = = = 0 =
Bkln
Pktmry arkup Brmlhn Rdmet Qirn @nmrifa _hmif rkhhnr `nmrifa Brmlhn @nmrifa Pntmififa rifa Pntmififa rifa Rnmh rifa
59
Lyfmpmb Bkgpmbtikf Nquipgnft M@
_krt phmtn
1?
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Lyfmpmb Bkgpmbtikf Nquipgnft M@
_krt phmtn Itng _mrt Fk = 0 > 5 1 4 == =0 00 2>
<4=0=>515=
<1??9290=2
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Png ]ty Lnsbriptikf 0 = = = < 0 = = = 0
Bkln
_rnssurn vmhvn ( _man 10 ) _rnssurn vmhvn ( _man 1< ) _krt phmtn @nmrifa `usdifa Rbrnw _if _if Hkbjifa sbrnw _hmif rkhhnr `nmrifa Hkbjifa sbrnw
1=
Lyfmpmb Bkgpmbtikf Nquipgnft M@
_rnssurn vmhvn
10
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_rnssurn vmhvn Itng _mrt Fk = 0 2 < > 5 1 9
<4=0=>1<45
RBB9??-2NF<
Png ]ty Lnsbriptikf = = = = = = = =
Bkln
Hkbjifa sbrnw Umhvn bkhhmr Umhvn spiflhn Fut _rnssurn sprifa Rprifa _if K-rifa
12
Lyfmpmb Bkgpmbtikf Nquipgnft M@
<4=0=>515= _rnssurn vmhvn
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<4=0=>515= _rnssurn vmhvn Itng _mrt Fk = 0 2 < > 5
<1??901014
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Png ]ty Lnsbriptikf = = = = = =
Bkln
Hkbjifa sbrnw Umhvn pistkf Rprifa bkhhmr _rnssurn sprifa Rnmhifa rifa K-rifa
1>
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15
RBB9??-2NF<
Lyfmpmb Bkgpmbtikf Nquipgnft M@
Anmr pugp Itng _mrt Fk = 0 2 < > 9 =? ==
<4=0=>1<41
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RBB9??-2NF<
Png ]ty Lnsbriptikf = = = = = = < =
Bkln
Qdnnh Bkvnr Rdmet @nmrifa _mssenlnr Rfmp rifa Rbrnw K-rifa
11
Lyfmpmb Bkgpmbtikf Nquipgnft M@
Bkftrkh gnbdmfisg
14
RBB9??-2NF<
Lyfmpmb Bkgpmbtikf Nquipgnft M@
Bkftrkh gnbdmfisg Itng _mrt Fk = 0 2 5 1 4 =? == =0 =< =>
<4=0=>>>9? <4=0=>9255 <4=0=>9251 <4=0=>9254 <1??9291=2 <4=0=>9259 <4=0=>921? <4=0=>921= <4=0=>9210 <4=0=>9212 <4=0=>921<
RBB9??-2NF<
Png ]ty Lnsbriptikf = = 0 0 = = = 0 0 0 = =
Bkln
Bkftrkh hnvnr Lkwnh pif Nbbnftrib pif Nbbnftrib pif Rprifa bup Rbrnw Qmsdnr Dnxmakf fut Rdig Ehmfan `usdifa Rdig Rbrnw
19
Lyfmpmb Bkgpmbtikf Nquipgnft M@
Dylrmuhib prkpuhsikf mfl `rmjn systng pugp
4?
RBB9??-2NF<
Lyfmpmb Bkgpmbtikf Nquipgnft M@
Dylrmuhib prkpuhsikf mfl `rmjn systng pugp Itng _mrt Fk < > 5 1 4 9 =? =0 =2 =5 =1 =4 =9 05 09 2? 2= 20 22 2< 29 <= <0 <2 << <> <5 <1 @) B) L) N) E) A) D) J) H) G) F) K) _)
<1??2=2=?0 <4=0==995? <1??9?<1?2 <1??>???21 <4=0=0?52> <1??9?<101 <1??19=599 <1??190220 <1??19=1<2 <1??<42549 <1??<4259? <1??2492 <1??249< <1??<4255> <1??249? <1??<425>0 <4=0=0?525 <1??<421=< <1??2=2??= <1??2=2=?4 <1??9??9 <1??19=>24
Png ]ty Lnsbriptikf
N E A D _ J H G F
@ B @ <1??19=><2 L <1??19=1<> <1??19=><= <1??<425<1 K
= = 0 0 = = 0 = = = = = = = = = = = 0 = = = = = = = = = =
Bm`hn tins Dylrmuhib pugp Rtnnh phmif wmsdnr Rbrnw Gnmsurifa fipphn Mlmptnr Nh`kw 9?¿ Nh`kw 9? kres Rtrmiadt bkffnbtkr kres Dylrmuhib dksn Dylrmuhib dksn Dylrmuhib dksn Dylrmuhib dksn Dylrmuhib dksn Dylrmuhib dksn Dylrmuhib dksn Dylrmuhib dksn Dylrmuhib dksn Dksn bhmgp Dksn bhmgp K-rifa Rtrmiadt bkffnbtkr Dylrmuhib tmfj Pmlimtkr Bkg`ifmtikf vmhvn Nh`kw <>¿ Nh`kw 9?, K-rifa witd swivnh Rtrmiadt bkffnbtkr Dylrmuhib dksn
Bkln B
B
L L L L L L L L L
B
L
L
Rnn snbtikf " Dylrmuhib vi`rmtikf" Rnn snbtikf " Bkkhifa systng" Pnphmbn kfn mlmptnr <1??19=>24 H 7 0,=> g H 7 =,== g H 7 =,1? g H 7 =,0> g H 7 ?,<5 g H 7 ?,<= g H 7 ?,4= g H 7 ?,4> g H 7 ?,10 g H 7 =,4? g
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Lyfmpmb Bkgpmbtikf Nquipgnft M@
Dylrmuhib vi`rmtikf
40
RBB9??-2NF<
Lyfmpmb Bkgpmbtikf Nquipgnft M@
Dylrmuhib vi`rmtikf Itng _mrt Fk = 0 2 < > 5 1 4 9 =? == =0 =2 =< => =5 =1 =4 =9 0< 0> 05 01 04 09 2? 2= 20 22 2< 2> 25 21 24 29 <= <0 <2 << <> <1 <4 >0 >2 >< >5 >1 >4 >9 M) @) B)
Png ]ty Lnsbriptikf
<1??29?2=5 <1??9<>2 <1??19=599 <1??19=><= <1??241014 <1??19=29> <1??19=19< <1??2411>4 <1??9?<004 <1??>?4??0 <1??190?1? <1??2411=2 <1??0?>?51 M <1??2>1=29 <1??2>1=24 <1??2=2??4 <4=0=>9>>9 <1??29>>0? <1??29><91 <1??1901?1 <1??244=9< <1??>?4?9< <1??9?==>1 @ <1??19=1?? <1??19=>24 <1??=50?=> <1??020=5? <1??19=9<= <1??<425<9 <1??<4255< <1??<4<0>1 <1??249= <1??2490 <1??<4259= <1??2=2?2> <1??2445>2 <1??9?<009 <1??>???>2 <1??0421== <1??>?4?90 <1??2=2=?4 <1??9?<12> <1??=5??20 <1??9?<>>5 <1??24?2<2 <1??190112 <1??90>4?0 <1??944> B <1??9445 B <1??9444 B <1??9441 B
0 = > 0 = = = = 5 =5 = = F = = 0 = = = = = 0 = = = < = = = = = = = = = 0 0 < < 2 2 0 =? 0 2 = = 0 = = = =
Dylrmuhib gktkr ( _man 4< ) Rnmh jit Nh`kw 9?¿ Rtrmiadt bkffnbtkr Dylrmuhib kih tmfj Riadt phua K-rifa Rubtikf pipn Qmsdnr 5, Rbrnw G5x=5 K-rifa Pnturf eihhnr pipn Pu``nr dksn Bkffnbtkr Unftihmtifa eihtnr Dksn bhmgp K-rifa Dylrmuhib pugp ( _man 45 ) Rubtikf pipn Nh`kw <>¿ Bkg`ifmtikf vmhvn Rbrnw Gnmsurifa fipphn Rtrmiadt k-rifa bkffnbtkr \nn-bkffnbtkr kres Rtrmiadt bkffnbtkr Rnmh rifa _hua Dylrmuhib dksn Dylrmuhib dksn Dylrmuhib dksn Dylrmuhib dksn Dylrmuhib dksn Dylrmuhib dksn Dylrmuhib dksn Dksn bhmgp Dksn bhmgp Rtnnh phmif wmsdnr 4, Rbrnw G4x0?D 4.4 Dksn bhmgp Rbrnw Dksn bhmgp Qmsdnr K-rifa Qmsdnr 4,
Bkln @
L L L
L L L B
L L L B
L B
L L L L L L L L
L L L B B B B @
H 7 ?,00g Rnn snbtikf "Dylrmuhib stnnrifa" Bkgphntn witd _ks. 0<.
RBB9??-2NF<
42
Lyfmpmb Bkgpmbtikf Nquipgnft M@
<1??29?2=5 Dylrmuhib gktkr
4<
RBB9??-2NF<
Lyfmpmb Bkgpmbtikf Nquipgnft M@
<1??29?2=5 Dylrmuhib gktkr Itng _mrt Fk = 0 2 < > 5 1 4 9 =? == =0 =2 =<
<4=0=>1>>>
RBB9??-2NF<
Png ]ty Lnsbriptikf = = = 0 0 0 < = = = = < < =
Bkln
. Rtmr rifa . Rdmet snmh . Gkuftifa ehmfan . Rnmh . @nmrifa `hkbj . K-rifa . Lkwnh pif . Anmr dkusifa . Lrivn anmr . Ilhn anmr . Nfl bkvnr . @kht . Qmsdnr . Rnmh jit
4>
Lyfmpmb Bkgpmbtikf Nquipgnft M@
<1??29>>0? Dylrmuhib pugp
45
RBB9??-2NF<
Lyfmpmb Bkgpmbtikf Nquipgnft M@
<1??29>>0? Dylrmuhib pugp Itng _mrt Fk
Png ]ty Lnsbriptikf
= 0 2 < > 5 1 4 9 =? == =0 =2
=
=)
=
=
=
<4=0=>1>5?
= = 0 0 0 0 = 0 = = < < =
Bkln
. Hip snmh rifa . Rdmet nfl bkvnr . Bdmffnh snmh . @mbj-up snmh . \drust `hkbj . Rnbtikf snmh . Mhugifug dkusifa . Lkwnh pif . Anmr sdmet snt . _krt nfl bkvnr . Bmp sbrnw . Qmsdnr . Rnmh jit
_mrt ke snmh jit
RBB9??-2NF<
41
Lyfmpmb Bkgpmbtikf Nquipgnft M@
Dylrmuhib stnnrifa
44
RBB9??-2NF<
Lyfmpmb Bkgpmbtikf Nquipgnft M@
Dylrmuhib stnnrifa Itng _mrt Fk = 0 2 < > 5 1
4
9 =? == =0
=2 =< => =5 =1 =4 =9 0? 0= 00 02 0< 0> 05 01 04 09 2= 20 22 2< M) @) B)
Png ]ty Lnsbriptikf
<1??9?0=02 <1??9?<02? <1??>???2= <1??>???<4 <1??24101< <1??90442? <1??21095< <1??92>5=< <1??92>5=2 <1??24101> <1??9<>>05 <4=0=0?124 <1??19=>5> <1??21545= <1??19=><0 <1??241011 <1??215525 <1??215521 B <1??9?<009 <1??>???>2 <1??19=4 <1??19=1?= <1??19=> <1??19=<=? <1??<425>2 <1??<425>< <1??<425>> <1??<425>5 <1??<425>1 <1??<42595 <1??<42550 <1??2>>459 <1??9<154< <1??2=2=?0 <1??9??9 <1??19=<=0 M M @
= 5 0 0 = = = = = = 0 = 0 0 0 = = = 0 0 0 = = = = = = = = = = 0 0 = = = = = =
Rtnnrifa bkhugf Rtnnh phmif wmsdnr Rbrnw G=?x? 4.4 Rbrnw G=?-=,>x0? 4,4 Rtnnrifa vmhvn ( _man 9? ) Pu``nr wmsdnr Rtnnrifa wdnnh, bph . \urfifa jfk` . Bkvnr Dylrmuhib byhiflnr ^p tk ?M?=0591 ( _man 90 ) . @nmrifa Dylrmuhib byhiflnr Erkg ?M?=0594 Rnmhifa Qmsdnr Rtrmiadt bkffnbtkr Dylrmuhib kih eihtnr, bph . Bhnmfifa eihtnr nhngnft Gmxigug >? dkurs usn Dylrmuhib eihtnr nhngnft Rtnnh phmif wmsdnr 4, Rbrnw G4x0?D 4.4 Rtrmiadt k-rifa bkffnbtkr \nn-bkffnbtkr Rtrmiadt bkffnbtkr Rtrmiadt k-rifa bkffnbtkr Dylrmuhib dksn Dylrmuhib dksn Dylrmuhib dksn Dylrmuhib dksn Dylrmuhib dksn Dylrmuhib dksn Dylrmuhib dksn Rpmbnr shnnvn Rbrnw Bm`hn tins K-rifa Rtrmiadt k-rifa bkffnbtkr Dylrmuhib tmfj Bkg`ifmtikf vmhvn Pmlimtkr
Bkln B
L L L
L M M M
L
L L L L L L L L
Rnn snbtikf " Dylrmuhib vi`rmtikf" Rnn snbtikf " Bkkhifa systng " Rpmrn pmrt ekr krlifmry snrvibn
RBB9??-2NF<
49
Lyfmpmb Bkgpmbtikf Nquipgnft M@
<1??24101< Rtnnrifa vmhvn
9?
RBB9??-2NF<
Lyfmpmb Bkgpmbtikf Nquipgnft M@
<1??24101< Rtnnrifa vmhvn Itng _mrt Fk = 0 2 < > 5 1 4 9 =? == =0 =2 =< => =5 =1 =4 =9 0? 0= 00 02 0< 0> 05 01 04 09 2? M) @) B)
Png ]ty Lnsbriptikf M M
M
M M M
<4=0=>9=>9 @ <4=0=>9=5? B
<1??92><09
= = = = = = = = = = = = 0 = < 2 = = = 0 0 = = 0 0 0 0 0 0 =
Bkln
Rtnnrifa vmhvn, bph . Rnmh rifa . Dkusifa, spkkh mfl shnnvn . K-rifa . @nmrifa . Pifa . Brkss pif . Bmrlmf sdmet . Rnt ke sprifas . K-rifa . Listri`utkr phmtn . Anmr wdnnh snt . K-rifa . Nfl bkvnr . K-rifa . Qmsdnr . Rbrnw witd pif . Fmgn phmtn . Pnhine vmhvn . Rdkbj vmhvns . Rbrnw . @mhh . @mhh . _krt . _krt . @mhh . @mhh stkp . K-rifa . K-rifa . Rnmh jit
Ifbhulnl if snmhjit, itng 2? _ mfl \ H mfl P
RBB9??-2NF<
9=
Lyfmpmb Bkgpmbtikf Nquipgnft M@
<1??24101> Dylrmuhib byhiflnr
90
RBB9??-2NF<
Lyfmpmb Bkgpmbtikf Nquipgnft M@
<1??24101> Dylrmuhib byhiflnr Itng _mrt Fk = 0 2 < > 5 1 4 9 =? == =0 =2 =< => =5 =1 =4 =9 0? M)
Png ]ty Lnsbriptikf
<1??24101> <1??9<>554
<1??9<>>05 <4=0=>911= M
= = = 0 = 0 = = = = = = = = = = = = = =
Bkln
Dylrmuhib byhiflnr ( _man 90 ) . Rnmh jit . . Rnmh . . Rnmh . . @mbj-up rifa . . K-rifa . . Rnmh . . K-rifa . . Rnmh . . Rnmh . Pntmififa rifa . Rtnnrifa . Pntmififa rifa . _istkf rkl . Byhiflnr . _istkf `hkbj . Byhiflnr fut . @nmrifa . Pntmififa rifa . Rpmbnr
Fkt vmhil ekr tdis gklnh
RBB9??-2NF<
92
Lyfmpmb Bkgpmbtikf Nquipgnft M@
Nhnbtribmh nquipgnft
9<
RBB9??-2NF<
Lyfmpmb Bkgpmbtikf Nquipgnft M@
Nhnbtribmh nquipgnft Itng _mrt Fk => 0? 0= 0> 2= >? 5?
RBB9??-2NF<
Png ]ty Lnsbriptikf
Bkln
Nhnbtribmh nquipgnft ( _man 95 ) Nhnbtribmh nquipgnft Erkg ?M??291? ^p tk ?M??1=9= ( _man 94 ) Nhnbtribmh nquipgnft Erkg ?M??1=90 ( _man =?? ) Bkftrkh pmfnh, rnhmys ( _man =?0 ) Lrivifa hiadts Kptikf ( _man =?< ) Qkrjifa hiadts Kptikf ( _man =?5 ) Pktmtifa `nmbkf witd Pkps Kptikf ( _man =?4 ) @mbj-up mhmrg ( _man ==? )
9>
Lyfmpmb Bkgpmbtikf Nquipgnft M@
Nhnbtribmh nquipgnft
95
RBB9??-2NF<
Lyfmpmb Bkgpmbtikf Nquipgnft M@
Nhnbtribmh nquipgnft Itng _mrt Fk = 2 < > 5 1 4 =? == =0 =2 =< => =5 =4 =9 0= 00 02 0< 0> 05 01 09 2? 2= 20 22 2< 2> M)
Png ]ty Lnsbriptikf
<1??999?01 <1??211?>4 M <4=0==?10> <1??9?29>5 <4=0==?10< <1??291?92 <1??190?=9 <1??190?0? <1??211?52 <1??19=529 <1??90=?>? <1??>?4?90 <4=0==?1>9 <1??>???00 <1??>????5 <1??>45??= <1??>???>2 <1??>???0= <1??>???0< <1??9?<009 <1??>45??2 <1??>1???> <1??2>>1?< <1??9?<004 <1??>1???< <1??9?<02= <1??19=<42 <1??9?2154 <1??9?<>>5
= = = = 0 0 = = = = = = = 0 0 0 0 2 < = 4 5 = = = = = = = 5
Bkftrkh pmfnh Dkrf Bkffnbtikf `hkbj @rmbjnt Pnhmy 2?M @mttnry dkhlnr Bm`hn dmrfnss @mttnry bm`hn @mttnry bm`hn Bkffnbtikf bm`hn bkmrsn @mttnry bm`hn Bhmgp Rbrnw Pu``nr bhktd Rbrnw G4x2?D 4.4 Rbrnw G>x=5 Hkbj fut Rbrnw G4x0?D 4.4 Rbrnw G4-=,0>x0> 4.4 Rbrnw G4x<> Rtnnh phmif wmsdnr 4, Hkbj fut G4 Fut G4 Rpmbnr shnnvn Qmsdnr 5, Fut G5T=,?? -4 M0J Qmsdnr =2x0x0>D 4.4 \drnmlnl stul Qmsdnr 4,
Bkln @ L
L L L L
L
Nxsist if gmbdifns witdkut `mttnry lisbkffnbtkr.
RBB9??-2NF<
91
Lyfmpmb Bkgpmbtikf Nquipgnft M@
Nhnbtribmh nquipgnft
94
RBB9??-2NF<
Lyfmpmb Bkgpmbtikf Nquipgnft M@
Nhnbtribmh nquipgnft Itng _mrt Fk = 2 < > 5 1 4 =? == =0 =2 =< => =5 =9 0= 00 02 0< 0> 05 01 09 2? 2= 20 22 2< 2> M)
Png ]ty Lnsbriptikf
<1??999?01 <1??211?>4 M <4=0==0??1 <1??9?29>5 <4=0==?10< <1??291?92 <1??190?=9 <1??190?0? <1??211?52 <1??19=529 <1??90=?>? <1??>?4?90 <4=0==?1>9 <1??>????5 <1??>45??= <1??>???>2 <1??>???0= <1??>???0< <1??9?<009 <1??>45??2 <1??>1???> <1??2>>1?< <1??9?<004 <1??>1???< <1??9?<02= <1??19=<42 <1??9?2154 <1??9?<>>5
= = = = 0 = = = = = = = = 0 0 0 2 < = 4 < = = = = = = = 0
Bkftrkh pmfnh Dkrf Bkffnbtikf `hkbj @mttnry sdnhe Pnhmy 2?M @mttnry dkhlnr Bm`hn dmrfnss @mttnry bm`hn @mttnry bm`hn Bkffnbtikf bm`hn bkmrsn @mttnry bm`hn Bhmgp Rbrnw Pu``nr bhktd Rbrnw G>x=5 Hkbj fut Rbrnw G4x0?D 4.4 Rbrnw G4-=,0>x0> 4.4 Rbrnw G4x<> Rtnnh phmif wmsdnr 4, Hkbj fut G4 Fut G4 Rpmbnr shnnvn Qmsdnr 5, Fut G5T=,?? -4 M0J Qmsdnr =2x0x0>D 4.4 \drnmlnl stul Qmsdnr 4,
Bkln @ L L
L L L L
L
Nxsist if gmbdifns witdkut `mttnry lisbkffnbtkr.
RBB9??-2NF<
99
Lyfmpmb Bkgpmbtikf Nquipgnft M@
Nhnbtribmh nquipgnft
=??
RBB9??-2NF<
Lyfmpmb Bkgpmbtikf Nquipgnft M@
Nhnbtribmh nquipgnft Itng _mrt Fk = 2 < > 5 1 4 =? == =0 =2 =< => =5 =9 00 02 0< 0> 05 01 09 2? 2= 20 22 2< 2> 25 M)
Png ]ty Lnsbriptikf
<1??999?01 <1??211?>4 M <4=0==0??1 <1??9?29>5 <4=0==?10< <4=0==<5>1 <1??190?=9 <1??190?0? <1??211?52 <1??19=529 <1??90=?>? <1??>?4?90 <4=0==?1>9 <1??>???<= <1??>???>2 <1??>???0= <1??>???0< <1??9?<009 <1??>45??2 <1??>1???> <1??2>>1?< <1??9?<004 <1??>1???< <1??9?<02= <1??19=<42 <1??9?2154 <1??9?<>>5 <1??9?<04=
= = = = 0 = = = = = = = = 0 0 2 < = > < = = = = = = = 0 0
Bkftrkh pmfnh Dkrf Bkffnbtikf `hkbj @mttnry sdnhe Pnhmy 2?M @mttnry dkhlnr Bm`hn dmrfnss @mttnry bm`hn @mttnry bm`hn Bkffnbtikf bm`hn bkmrsn @mttnry bm`hn Bhmgp Rbrnw Pu``nr bhktd Rbrnw Rbrnw G4x0?D 4.4 Rbrnw G4-=,0>x0> 4.4 Rbrnw G4x<> Rtnnh phmif wmsdnr 4, Hkbj fut G4 Fut G4 Rpmbnr shnnvn Qmsdnr 5, Fut G5T=,?? -4 M0J Qmsdnr =2x0x0>D 4.4 \drnmlnl stul Qmsdnr 4,,2x=?x= 2??DU
Bkln @ L L
L L L
B
L
Nxsist if gmbdifns witdkut `mttnry lisbkffnbtkr.
RBB9??-2NF<
=?=
Lyfmpmb Bkgpmbtikf Nquipgnft M@
Bkftrkh pmfnh, rnhmys
=?0
RBB9??-2NF<
Lyfmpmb Bkgpmbtikf Nquipgnft M@
Bkftrkh pmfnh, rnhmys Itng _mrt Fk =
Png ]ty Lnsbriptikf
<4=0==<245 N N
2 < > 5 1 4 9 =? == =0 =2 =< => =5 =1 =4 =9 0? 0= 00 02 0< 0> 05 01 04 22 2< 2>
21 24 29 M) L) N) E) A)
<1??214920 <1??024=>4 <1??9<>= <1??29591= <1??19==4> <1??19=11> <1??19=129 <1??29>29< <1??>???1> <1??19=>14 <1??19=>19 <1??19=>4? <1??>1???< <1??24>>99 <1??19=>44 <1??19=0== <1??9?=004 <1??9?21<= <1??9?=151 <4=0==1454 <1??>45??0 <1??9?<>>5 <1??>45??2 <1??9?<004 <1??190?42 <1??0?0?<0 <1??19020? <1??19=>40 <1??244121 <1??211=29 <1??19=>4= <4=0==999? <4=0==4591 <4=0==9949 <1??241542 <1??2494 <1??19=102
L
M
E E E,A
= = = = = = = = 0 = = = = = = = = 1 0 = = 0 < = 0 0 = = = < = = = = = = = = = =
Bkftrkh ufit, NB^ . Lnbmh . Rketwmrn . Ifstrubtikf Iafitikf switbd . Jny Bm`hn dmrfnss Eusn `kx @kht Ngnranfby stkp Bkftrkh pmfnh Rbrnw G5-=,?x0> 4.4 Rwitbd, dkrf Rwitbd, sprifjhnr Rwitbd, vi`rmtikf Fut G5T=,?? -4 M0J @uzznr _mfnh phua Bkftmbt `rilan Eusn =>M Eusn 0?M Ynhhkw Gnliug Rbrnw R\2,>x9,> @hmbj Rbrnw G?>x=5 Hkbj fut G5 -4 Qmsdnr 4, _hua Pu``nr strip _hua Rwitbd, pmrjifa `rmjn _ktnftikgntnr Lnbmh Rwitbd ^p tk ?M?=0524 _mrjifa `rmjn jit Erkg ?M?=0529 . Rwitbd, pmrjifa `rmjn Erkg ?M?=0529 . Bm`hn dmrfnss Erkg ?M?=0529 Listri`utikf bkftrkh phmtn Bkffnbtkr Bkffnbtkr F/B
Bkln
L @ L L B L
@ @
L
L L
H 7 1? gg Ekr Kptikf switbd, snn mfktdnr snbtikf ke Nhnbtribmh systng kr Kptikfmh nquipgnft Gmbdifn RF rnquirnl wdnf phmbifa krlnr Kptikf Rnn snbtikf "Ui`rmtikf sdkt-kee kfn lrug"
RBB9??-2NF<
=?2
Lyfmpmb Bkgpmbtikf Nquipgnft M@
Lrivifa hiadts Kptikf
=?<
RBB9??-2NF<
Lyfmpmb Bkgpmbtikf Nquipgnft M@
Lrivifa hiadts Kptikf Itng _mrt Fk = 0 2
< > 5 1 =? == =0 =2 =< => =5 =1 =4 =9 0? 0= 0< 2? 2= 20 22 2> 25 M) @)
Png ]ty Lnsbriptikf
<1??241211 <1??241214 <4=0==?0=5 <1??>??02? <1??9?<02? <1??>45?=4 <1??19=9>= M <1??190?>9 @ <1??19=9>2 <1??19=9>< <1??19=9>> <1??244525 <1??9?<949 <1??9?29>5 <1??9?=00> <1??9?=001 <1??19=>41 <1??19=>4< <1??19=>42 <1??19=>45 <1??19=9=5 <1??19=91? <1??19=91= <1??211= <1??19=1?< <1??9?<449 <1??244240 <1??19=5<2 <1??9?24=? <1??95??19
= = = = = = 0 0 0 0 0 = = = 0 = = = = = 0 < =0 = = 0 0 0 < < <
Ermgn bkvnr Ermgn bkvnr Qkrj hmgp . Rbrnw G4-=.0>x2> . Rtnnh phmif wmsdnr . Dnxmakf hkbj fut G=? Dnmlhiadt w pmrjifa hiadt Piadt dmfl msyg Dnmlhiadt w pmrjifa hiadt Hnet dmfl msyg Lirnbtikf iflibmtkr Lirnbtikf iflibmtkr @rmjn/pksitikf hiadt Bm`hn dmrfnss Ehmsd rnhmy Pnhmy 2?M Eusn >M Eusn =?M Rwitbd, wkrjifa hiadt Rwitbd, dmzmrl ehmsdnrs Rwitbd, lrivifa hiadt Rwitbd, lrivn lirnbtikf Rbrnw Rpnnl fut ]uibj hkbj fut Bm`hn dmrfnss Riln lirnbtikf hiadts . Riln lirnbtikf hiadt . @uh` . Dkhlnr siln hiadt . Rbrnw . Bm`hn tin dkhlnr . Bkffnbtkr
Bkln L L B
@ @ L L
@
L B L B L L L L B L
Piadt msyg Hnet msyg.
RBB9??-2NF<
=?>
Lyfmpmb Bkgpmbtikf Nquipgnft M@
Qkrjifa hiadts Kptikf
=?5
RBB9??-2NF<
Lyfmpmb Bkgpmbtikf Nquipgnft M@
Qkrjifa hiadts Kptikf Itng _mrt Fk =
<1??9?0001
0
<4=0==?0=5 <1??>??02? <1??9?<02? <1??>45?=4 <1??241211 <1??19=>41 <1??19=91? <1??19=1>< <1??19=9>1
2 < 1 4 9 =? == =0 =2 M) @)
Png ]ty Lnsbriptikf
M M <1??9?=259 @ <1??9?=004
0 0 = = = = = = < F F = = 0 0
Qkrj hiadt . Rbrnw Qkrj hmgp . Rbrnw G4-=.0>x2> . Rtnnh phmif wmsdnr . Dnxmakf hkbj fut G=? Ermgn bkvnr Rwitbd, wkrjifa hiadt Rpnnl fut @hifl rivnt Pnehnbtkr, wditn Bm`hn dmrfnss Bm`hn dmrfnss @uh` >>w D2 Eusn =>M
Bkln @ B
L @ L @
@
Rnn snbtikf "Lrivifa hiadts" Ifbhulnl if wkrj hiadt (p/f <1??9?0001)
RBB9??-2NF<
=?1
Lyfmpmb Bkgpmbtikf Nquipgnft M@
Pktmtifa `nmbkf witd Pkps Kptikf
=?4
RBB9??-2NF<
Lyfmpmb Bkgpmbtikf Nquipgnft M@
Pktmtifa `nmbkf witd Pkps Kptikf Itng _mrt Fk = 0 2 < > 5 1
<1??249>5= <1??244110 <1??244112 <1??509=?= <1??>???0= <1??9?<009 <1??249>11
4 9 =? == =0 =2 =< => =5 =1 0?
<1??249152 <1??19=>4> <1??19=94= <1??19=94? <1??>??=4? <1??9?<009 <1??>45??2 <1??90=?29 <1??><=1?0
M) @)
Png ]ty Lnsbriptikf
@ M
= = = = = = = = = = = = = 0 < 0 0 0 = =
@rmbjnt . @rmbjnt . @rmbjnt . Rpirkh pif . Rbrnw G4-=,0>x0> 4.4 . Rtnnh phmif wmsdnr 4, Pktmtifa `nmbkf =0U . Rbrnw . Fut Bm`hn dmrfnss Rwitbd, rktmtifa `nmbkf Bkffnbtkr phua Pu``nr prktnbtikf Dnxmakf sbrnw g Rtnnh phmif wmsdnr 4, Hkbj fut G4 _ipn bhmgp Rbrnw G5x=0 Eusn @mbj-up mhmrg
Bkln L L L L
@
L @ B L
B
Rnn snbtikf "@mbj up mhmrg" Rnn snbtikf "Bkftrkh pmfnh, rnhmy"
RBB9??-2NF<
=?9
Lyfmpmb Bkgpmbtikf Nquipgnft M@
@mbj-up mhmrg
==?
RBB9??-2NF<
Lyfmpmb Bkgpmbtikf Nquipgnft M@
@mbj-up mhmrg Itng _mrt Fk = 0 2
<1??190?94 <1??><=1?0 <1??244??9
RBB9??-2NF<
Png ]ty Lnsbriptikf = 0 =
@mbj-up mhmrg Rbrnw G5x=0 Bm`hn dmrfnss
Bkln L B L
===
Lyfmpmb Bkgpmbtikf Nquipgnft M@
Lrivnrs phmtekrg
==0
RBB9??-2NF<
Lyfmpmb Bkgpmbtikf Nquipgnft M@
Lrivnrs phmtekrg Itng _mrt Fk => =5 0?
01 04 09 2? >?
<4=0==4424
2110>5
RBB9??-2NF<
Png ]ty Lnsbriptikf
Bkln
Lrivnrs snmt ( _man ==< ) Lrivnrs snmt Erkg ?M?=?549 ( _man ==5 ) E/P- mfl tdrktthn bkftrkh ^p tk ?M?==?22 ( _man ==4 ) E/P- mfl tdrktthn bkftrkh Erkg ?M?==?2< ^p tk ?M?=0524 ( _man =0? ) E/P- mfl tdrktthn bkftrkh Erkg ?M?=0529 ( _man =00 ) Ekrwmrl mfl rnvnrsn bkftrkh dmflhn ^p tk ?M?==?22 ( _man =0< ) Ekrwmrl / Pnvnrsn Bkftrkh Erkg ?M?==?2< ( _man =05 ) Lumh ekrwmrl/rnvnrsn bkftrkh Kptikf ^p tk ?M?===40 ( _man =04 ) Lumh ekrwmrl/rnvnrsn bkftrkh Kptikf Erkg ?M?===42 ( _man =2? ) Pkps Kptikf ( _man =20 ) Bup dkhlnr Kptikf ( _man =2< )
==2
Lyfmpmb Bkgpmbtikf Nquipgnft M@
Lrivnrs snmt
==<
RBB9??-2NF<
Lyfmpmb Bkgpmbtikf Nquipgnft M@
Lrivnrs snmt Itng _mrt Fk = 2
< > 5 1 4 9 =? == =0 =2 =< => =5 =1 =4 =9 0? 0= 00 02 0< 0> 05 04 09 2? >= >0 >2 >< >> >5 >1 >4 >9 5? 5= M) B) L)
Png ]ty Lnsbriptikf
<1??291=>1 <1??211>>5 <1??2<422= <4=0==<<55 <1??211>=4 <1??241025 <1??241<>2 <1??241005 <1??24154> <1??2>4020 <1??2421?> <1??9?0=55 M <1??2>15<2 <1??9?<>>5 <1??9?<>>5 <1??9?<009 <1??9?<02? <1??9?<>>1 <4=0==?15= <1??>???=4 <1??>45??2 <1??>??>?9 <1??>???2? <1??244<<1 <1??>??>?> <1??190025 <1??>45?=4 <1??19=005 <1??19=5=5 <1??2>14>> <1??29<2?= <1??>???>2 <1??24110? <1??29=14< <1??24100> <1??241001 <1??241><> <1??2>14>> <1??9?<04= <1??9?25>4 <1??>=2?=1 <1??>????1 <1??19=<15 <1??219525 B <1??9<>500 L
= = = = = = = = < < = = = 4 =? < < =? = 4 < < 5 = < 0 < < 0 0 < 0 = = = = = 0 < 2 0 = = = =
_hmtekrg Lrivnrs snmt, bph ^p tk ?M??1=?9 Rnmt bkvnr Lrivnrs snmt, bph Erkg ?M??1==? Lrivnrs snmt, bph _hmtekrg `rmbjnt Dmfl rmih Bkhugf bkvnr Rdkbj m`skr`nr Qmsdnr Ifstrubtikf `kkj dkhlnr Nlan trig Qirn Qmsdnr 4, Rtnnh phmif wmsdnr Rtnnh phmif wmsdnr Dmflrmih Erkg ?M??2951 Rbrnw G4-=,0>x=0 4,4 Hkbj fut G4 Dnxmakf sbrnw witd ehmfan Rbrnw G=?x?2>D 4.4 M2J Bkvnr Rbrnw G4x0? 4.4 Rbrnw G=?x=?? Dnxmakf hkbj fut G=? Rbrnw @kht @usdifa Rpmbnr shnnvn Rbrnw G4x0?D 4.4 Erkg ?M??2951 Bkftrkh pmfnh dkhlnr Bkftrkh pmfnh Ifstrugnft pmfnh Bkftrkh pmfnh bkvnr Hmtbd @usdifa Qmsdnr >,2x=?x= 2??DU Rbrnw G>x=? Rbrnw G5x2?D =?,9 Rbrnw G>-?,4x00D 4,4 Fut G> -4 Rnmt switbd Rnmt switbd
Bkln
L B L B
L L L
L B
L L L B B B B B
H 7 =4> gg Rnmt switbd tk snmt <1??211>>5 Rnmt switbd tk snmt <1??211>=4
RBB9??-2NF<
==>
Lyfmpmb Bkgpmbtikf Nquipgnft M@
Lrivnrs snmt
==5
RBB9??-2NF<
Lyfmpmb Bkgpmbtikf Nquipgnft M@
Lrivnrs snmt Itng _mrt Fk = 2
< > 5 1 4 9 =? == =0 =2 =< => =5 =1 =4 =9 0? 0= 00 02 0< 0> 05 04 09 2? >= >0 >2 >< >> >5 >1 >4 >9 5? 5= 50 M) B) L) N) E)
<1??291=>1 <1??29?>4> <1??211>=4 <1??2<422= <4=0==<<55 <1??241025 <1??241<>2 <1??241005 <1??24154> <1??2>4020 <1??2421?> <1??9?0=55 <1??2>15<2 <1??9?<>>5 <1??9?<009 <1??9?<02? <1??9?<>>1 <4=0==?15= <1??>???=4 <1??>45??2 <1??>??>?9 <1??>???2? <1??244<<1 <1??>??>?> <1??190025 <1??>45?=4 <1??19=005 <1??19=5=5 <1??2>14>> <1??29<2?= <1??>???>2 <4=0==4545 <1??29=14< <1??24100> <1??241001 <1??241><> <1??2>14>> <1??9?<04= <1??9?25>4 <1??>=2?=1 <1??>????1 <1??19=<15 <1??219525 <1??9<>500 <1??>???2=
Png ]ty Lnsbriptikf N E
M B
L
= = = = = = = = < < = = = =? < < =? = 4 < < 5 = < 0 < < 0 0 < 0 = = = = = 0 < 2 0 = = = = <
_hmtekrg Lrivnrs snmt, bph Lrivnrs snmt, bph Rnmt bkvnr Lrivnrs snmt, bph _hmtekrg `rmbjnt Dmfl rmih Bkhugf bkvnr Rdkbj m`skr`nr Qmsdnr Ifstrubtikf `kkj dkhlnr Nlan trig Qirn Qmsdnr 4, Rtnnh phmif wmsdnr Rtnnh phmif wmsdnr Dmflrmih Rbrnw G4-=,0>x=0 4,4 Hkbj fut G4 Dnxmakf sbrnw witd ehmfan Rbrnw G=?x?2>D 4.4 M2J Bkvnr Rbrnw G4x0? 4.4 Rbrnw G=?x=?? Dnxmakf hkbj fut G=? Rbrnw @kht @usdifa Rpmbnr shnnvn Rbrnw G4x0?D 4.4 Bkftrkh pmfnh Bkftrkh pmfnh Ifstrugnft pmfnh Bkftrkh pmfnh bkvnr Hmtbd @usdifa Qmsdnr >,2x=?x= 2??DU Rbrnw G>x=? Rbrnw G5x2?D =?,9 Rbrnw G>-?,4x00D 4,4 Fut G> -4 Rnmt switbd Rnmt switbd Rbrnw G=?x? 4.4
Bkln
L B L B
L L L
L B
L L B B B B B
H 7 =4> gg Fkt sdkwf if ihhustrmtikf Rnmt switbd tk snmt <1??211>=4 '_hus' vnrsikf kfhy. 'BB' vnrsikf kfhy.
RBB9??-2NF<
==1
Lyfmpmb Bkgpmbtikf Nquipgnft M@
E/P- mfl tdrktthn bkftrkh
==4
RBB9??-2NF<
Lyfmpmb Bkgpmbtikf Nquipgnft M@
E/P- mfl tdrktthn bkftrkh Itng _mrt Fk = 0 2 < > 5 1 4 =? == =0 =2 =< => =5 =1 =4 =9 0? 0= @) B)
Png ]ty Lnsbriptikf
<1??241009 <1??995? <1??244<15 <1??29>0>1 B <1??241094 <1??9?<004 <1??9?<009 <1??>???=2 <1??9?<1>> <1??>?4?90 <1??>45??2 <1??9?<>>5 @ @ <1??211?=9 <1??9>?240 <1??<=5?2< <1??211?0< <1??211?0? <1??211?0= <1??905>21 <1??>45??=
= = = = = 2 0 0 0 2 = = 0 0 = = = = = = 0 0
Ekrwmrl mfl rnvnrsn bkftrkh dmflhn ( _man =0< ) \drktthn bkftrkh . Jfk` Bkftrkh bkvnr Bkftrkh `rmbjnt Bkftrkh `rmbjnt Qmsdnr 5, Rtnnh phmif wmsdnr 4, Rbrnw G5-=x=5 4,4 Rbrnw G4x=0 4,4 ES@ Rbrnw Hkbj fut G4 Qmsdnr 4,-?,4x=5D 4,4 Hkbj fut
Bkln @ L L L L
B L B @ L L
Rnn snbtikf " Nfaifn " _ibturn fkt uplmtnl ynt witd tdn fnw lnsiaf ke tdis itng
RBB9??-2NF<
==9
Lyfmpmb Bkgpmbtikf Nquipgnft M@
E/P- mfl tdrktthn bkftrkh
=0?
RBB9??-2NF<
Lyfmpmb Bkgpmbtikf Nquipgnft M@
E/P- mfl tdrktthn bkftrkh Itng _mrt Fk = 0 2 < > 5 1 4 9 =? == =0 =2 =< => =5 =1 =4 =9 0? 0= 00 @) B)
Png ]ty Lnsbriptikf
<4=0==4424 <1??241009 <1??995? <1??244<15 <1??29>0>1 B <1??241094 <1??9?<004 <1??9?<009 <1??>???=2 <4=0==199? <1??9?<1>> <1??>???0= <1??9?<>>5 <1??>???>2 @ @ <1??211?=9 <1??9>?240 <1??<=5?2< <1??211?0< <1??211?0? <1??211?0= <1??905>21 <1??>45??= B <1??>45??2 B
= = = = = = 2 0 0 = 0 0 = = 0 0 = = = = = = 0 0 =
Ekrwmrl / Pnvnrsn Bkftrkh ( _man =05 ) \drktthn bkftrkh . Jfk` Bkftrkh bkvnr Bkftrkh `rmbjnt Bkftrkh `rmbjnt Qmsdnr 5, Rtnnh phmif wmsdnr 4, Rbrnw G5-=x=5 4,4 @rmbjnt Rbrnw G4x=0 4,4 ES@ Rbrnw G4-=,0>x0> 4.4 Qmsdnr 4,-?,4x=5D 4,4 Hkbj fut Hkbj fut G4
Bkln @ L L L L
B L B @ L L
Rnn snbtikf " Nfaifn " Fkt sdkwf if pibturn
RBB9??-2NF<
=0=
Lyfmpmb Bkgpmbtikf Nquipgnft M@
E/P- mfl tdrktthn bkftrkh
=00
RBB9??-2NF<
Lyfmpmb Bkgpmbtikf Nquipgnft M@
E/P- mfl tdrktthn bkftrkh Itng _mrt Fk 0 2 < > 5 1 4 9 =? == =0 =2 =< => =5 =1 =4 =9 0? 0= 00 02 0< @) B)
Png ]ty Lnsbriptikf
<1??241009 <1??995? <1??244<15 <1??29>0>1 B <4=0=0?5>? <1??9?<004 <1??9?<009 <1??>???=2 <4=0==199? <1??9?<1>> <1??>???0= <1??9?<>>5 <1??>???>2 @ @ <1??211?=9 <1??9>?240 <1??<=5?2< <1??211?0< <1??211?0? <1??211?0= <1??905>21 <1??>45??= B <1??>45??2 B <4=0=0?5<2 <1??>???<0
= = = = = 2 0 0 = 0 0 2 = 0 0 = = = = = = 0 0 = = 0
\drktthn bkftrkh . Jfk` Bkftrkh bkvnr Bkftrkh `rmbjnt @rmbjnt Qmsdnr 5, Rtnnh phmif wmsdnr 4, Rbrnw G5-=x=5 4,4 @rmbjnt Rbrnw G4x=0 4,4 ES@ Rbrnw G4-=,0>x0> 4.4 Qmsdnr 4,-?,4x=5D 4,4 Hkbj fut Hkbj fut G4 @rmbjnt Rbrnw
Bkln @ L L L L
B L B @ L L
Rnn snbtikf " Nfaifn " Fkt sdkwf if pibturn
RBB9??-2NF<
=02
Lyfmpmb Bkgpmbtikf Nquipgnft M@
Ekrwmrl mfl rnvnrsn bkftrkh dmflhn
=0<
RBB9??-2NF<
Lyfmpmb Bkgpmbtikf Nquipgnft M@
Ekrwmrl mfl rnvnrsn bkftrkh dmflhn Itng _mrt Fk = 0
Png ]ty Lnsbriptikf
<1??9<>1 <1??921< <1??9<>109
2 < > 5 1 4 9 =? == =0 =2 =< => =5 =1 =4 0? 0= 00 02 0< 0> 05 01 04 09 2? 2= 22 2< 25 21 @)
<1??211?=4 <1??2141>9 <1??29=219 <1??211??9 <1??>1???< <1??211?=> <1??29=24= <1??29=240 <1??211?=5 <1??211?=? <1??9?29<> <1??9?29<5 <1??>?4?54 <1??9?<>52 <1??901022 <1??29=242 <1??9?29<1 @ <1??211?== <1??211?=0 <1??29=24? <1??211?=< <1??>45?=9 <1??29=245 <4=0=>914?
= = = = = = = = 0 = = 0 = = = = = = 0 0 = = = = = = = = = = 2 = = = = = = = =
Hnvnr, bph . Dmflhn jit, bph . . Dmflhn . . . _usd-`uttkf switbd . . . Bm`hn . . Hkbj ehuil . . Rnrvibn ifekrgmtikf . . Qmsdnr . . Qmsdnr . . Bkffnbtkr, rnbnptm`hn . . Hkbj wnlan . . _if . . Pkl . . Fut . . _rktnbtikf phua . . Dmflhn tkp . Hnvnr . @nhhkws . Fut G5T=,?? -4 M0J . Rnt sbrnw @usdifa _ktnftikgntnr witd bm`hn Rprifa hkmlnl pif @rmbjnt Bkffnbtkr, phua Hkbj wnlan Rbrnw Hkbj fut G5 Fut Rbrnw _if Bm`hn Rpmbnr Eribtikf wmsdnr Bmg wmsdnr Rprifa wmsdnr Hkbj fut Rpirkh pif Rwitbd
Bkln L M @
L L L B L L L L
L B L
L L L L L
Ifbhulnl if pktnftikgntnr _ks =1
RBB9??-2NF<
=0>
Lyfmpmb Bkgpmbtikf Nquipgnft M@
<4=0==4424 Ekrwmrl / Pnvnrsn Bkftrkh
=05
RBB9??-2NF<
Lyfmpmb Bkgpmbtikf Nquipgnft M@
<4=0==4424 Ekrwmrl / Pnvnrsn Bkftrkh Itng _mrt Fk = 0 2 < > 5 1 4 9 =? == =0 =2 =< => =5 =1 =4 =9 0? 0= 00 02 0< 0> 05 01 04 09 2? 2= 20 22 2< 2> 25
<4=0=>5>>4 <4=0=>5>>9 <4=0=>5>5? <4=0=>5>5= <4=0=>5>50 <4=0=>909? <4=0=>909= <4=0=>5>52 <4=0=>5>5< <4=0=>40>4 <4=0=>5>5> <4=0=>5>55 <4=0=5??40 <4=0=>5>51 <4=0=5??42 <4=0=5??4< <4=0=>5>54 <4=0=>5>59 <4=0=>5>1? <4=0=5??4> <4=0=>5>1= <4=0=>5>10 <4=0=>9=91 <4=0=>5<9? <4=0=>9=94 <4=0=>9=99 <4=0=>90>= <4=0=>5>12 <4=0=>405? <4=0=>5>1< <4=0=5??41 <4=0=>40>9 <4=0=>9090 <4=0=>95>< <4=0=>5>15 <4=0=5??45
RBB9??-2NF<
Png ]ty Lnsbriptikf = = = 0 = 0 0 = = = = = 0 = < = = = = = = = = = 0 0 = 0 0 = = = < = = =
Dmflhn tkp Dmflhn _usd `uttkf switbd witd bm`hn _rktnbtikf phua Rhnnvn (jfk`) Fut G> Rbrnw G> Bnftrmh sdmet Anmr @usdifa Rpdnrn Rprifa Rbrnw G> Rprifa dkusn Fut G2 Fut G5 Rpmbnr Anmr Iftnrfmh spmbnr Bm`hn bkffnbtikf jit Rdmet Nxtnrfmh spmbnr Rbrnw G5 _ktnftikgntnr Rbrnw G2 Rbrnw G2 Hkbj fut G=0 Rnmhifa Qmsdnr @rmbjnt Fut G> @usdifa Rbrnw G> Hnvnr @nhhkw Qmsdnr
Bkln
B
=01
Lyfmpmb Bkgpmbtikf Nquipgnft M@
Lumh ekrwmrl/rnvnrsn bkftrkh Kptikf
=04
RBB9??-2NF<
Lyfmpmb Bkgpmbtikf Nquipgnft M@
Lumh ekrwmrl/rnvnrsn bkftrkh Kptikf Itng _mrt Fk = 0
<1 ? ?9 < ? 2 1< <1??9<>109
2 < > 5 1 4 9 =? == => =5 =1 =4 =9 0? 02 0< 0> 05 01 04 09 2?
<1 ? ?2 1 1 ? =4
<1 ? ? 2 14 1 > 9 <1 ? ? 2 11 ? > 2 <1 ? ? 2 11 ? > > <1 ? ? 2 11 ? > 5 <1 ? ? 1 9= 5 5 4 <1 ? ? 1 9= 5 5 9 <1 ? ? 9 ?2 9 < 4 <1 ? ? 1 9= 9 0 5 <1 ? ? 2 <5 < 0 ? <1 ? ? 9 ?< 0 0 9 <1 ? ? 9 ?< 0 2 ? <1 ? ? > ?4 ? < 4 <1 ? ? > ?? ? 2 = <1 ? ? > 45 ? = 4
RBB9??-2NF<
Png ]ty Lnsbriptikf = = = = = = = = = 0 = = 0 = = = 0 = = 0 = = 0 < 0 0 0 =
Dmflhn jit, bph . Dmflhn . . _usd _usd-` -`ut uttk tkf f swi switbd tbd . Rnrv Rnrvib ibn n ifek ifekrg rgmt mtiikf . Hkbj ehuil . _r _rktnbtikf ph phua . Fut . Bkffnbtkr, rnbnptm`hn . Hkbj wnlan . _i f . Pkl . Qmsdnr . Qmsdnr . Dmflhn tkp Bkftrkh sd sdmet Hnvnr Rkbjnt snt sbrnw Bkffnbtkr phua Hkbj wnlan Rkbjnt Y-`nmrifa ufit Bkuphifa Rtnnh phmif wmsdnr 4, Rtnnh phmif wmsdnr Dnxmakf skbjnt dnml bmp sbrnw Rbrnw G=?x? 4.4 Dnxmakf hkbj fut G=? Bm`hn
Bkln M @
L
L L L L L L L
=09
Lyfmpmb Bkgpmbtikf Nquipgnft M@
Lumh ekrwmrl/rnvnrsn bkftrkh Kptikf
=2?
RBB9??-2NF<
Lyfmpmb Bkgpmbtikf Nquipgnft M@
Lumh ekrwmrl/rnvnrsn bkftrkh Kptikf Itng _mrt Fk = 0
Png ]ty Lnsbriptikf
<1 ? ?9 < ? 2 1< <1??9<>109
2 < > 5 1 4 9 =? == => =5 =4 =9 0? 02 0< 0> 05 01 04 09 2? @)
<1 ? ?2 1 1 ? =4 @
@ @ @ <1 ? ? 2 14 1 > 9 <1 ? ? 2 11 ? > 2 <1 ? ? 2 11 ? > > <1 ? ? 1 9= 5 5 4 <1 ? ? 1 9= 5 5 9 <1 ? ? 9 ?2 9 < 4 <1 ? ? 1 9= 9 0 5 <1 ? ? 2 <5 < 0 ? <1 ? ? 9 ?< 0 0 9 <1 ? ? 9 ?< 0 2 ? <1 ? ? > ?4 ? < 4 <1 ? ? > ?? ? 2 = <1 ? ? > 45 ? = 4
= = = = = = = = = 0 = = 0 = = = = = 0 = = 0 < 0 0 0 =
Dmflhn jit, bph . Dmflhn . . _usd _usd-` -`ut uttk tkf f swi switbd tbd . Rnrv Rnrvib ibn n ifek ifekrg rgmt mtiikf . Hkbj ehuil . _r _rktnbtikf ph phua . Fut . Bkffnbtkr, rnbnptm`hn . Hkbj wnlan . _i f . Pkl . Qmsdnr . Qmsdnr . Dmflhn tkp Bkftrkh sd sdmet Hnvnr Bkffnbtkr phua Hkbj wnlan Rkbjnt Y-`nmrifa ufit Bkuphifa Rtnnh phmif wmsdnr 4, Rtnnh phmif wmsdnr Dnxmakf skbjnt dnml bmp sbrnw Rbrnw G=?x? 4.4 Dnxmakf hkbj fut G=? Bm`hn
Bkln M @
L
L L L L L L
Fkt sdkwf if ihhustrmtikf.
RBB9??-2NF<
=2=
Lyfmpmb Bkgpmbtikf Nquipgnft M@
Pkps Kptikf
=20
RBB9??-2NF<
Lyfmpmb Bkgpmbtikf Nquipgnft M@
Pkps Kptikf Itng _mrt Fk = 0 2 < > 5 1 4 9 =? == =0 =2 =< => =5 =1 =4 =9 M) B) L)
Png ]ty Lnsbriptikf
<1??241=<0 <1??9?<02= <1??>?4?52 <1??0405?2 <1??9??945 <1??211511 M B,L B,L B,L <1??249194 <1??52>?5= <1??04?=?= <1??9?<009 <1??>12??4 <1??9?4009 <1??211511 M <1??9050=>
= = 4 4 = = = = = = = < < 0 0 0 = = 0
Pkps, bph Pkps . Qmsdnr =2x0 . Fut G4 . Rmenty lnbmh . Rnmt `nht 0" . _rktnbtivn phua
Bkln L
@
L
@
Dmrlwmrn supphinl Fkt skhl snpmrmtnhy lun tk smenty rnauhmtikfs Kfhy mvmihm`hn ms m bkgphntn PK_R jit : phnmsn bdnbj tdn gmbdifn RF mfl bkftmbt Lyfmpmb ekr vmhil _F
RBB9??-2NF<
=22
Lyfmpmb Bkgpmbtikf Nquipgnft M@
2110>5 Bup dkhlnr Kptikf
=2<
RBB9??-2NF<
Lyfmpmb Bkgpmbtikf Nquipgnft M@
2110>5 Bup dkhlnr Kptikf Itng _mrt Fk = 0 2 <
<1??2110>> <1??>=2?01 <1??9?<04= <1??902915
RBB9??-2NF<
Png ]ty Lnsbriptikf = < < <
Bup dkhlnr Rbrnw G,2x=?x= 2??DU Fut
Bkln L L B
=2>
Lyfmpmb Bkgpmbtikf Nquipgnft M@
Lnbmhs mfl lkbugnftmtikf
=25
RBB9??-2NF<
Lyfmpmb Bkgpmbtikf Nquipgnft M@
Lnbmhs mfl lkbugnftmtikf Itng _mrt Fk =?
RBB9??-2NF<
Png ]ty Lnsbriptikf
Bkln
Lnbmhs mfl lkbugnftmtikf ( _man =24 )
=21
Lyfmpmb Bkgpmbtikf Nquipgnft M@
Lnbmhs mfl lkbugnftmtikf
=24
RBB9??-2NF<
Lyfmpmb Bkgpmbtikf Nquipgnft M@
Lnbmhs mfl lkbugnftmtikf Itng _mrt Fk = 0 2 < > 1 4 9 =? == =0 =2 =< => =5 =1 =4 =9 0? 0= 00 0< 0> 20 22 2< 21 24 <= <0 <2 M)
Png ]ty Lnsbriptikf
<1??2>1>41 <1??2499=9 <1??24990? <1??9?91 <1??9?90 <1??2401>= <1??9?2<00 <1??99=5>4 <1??212252 <1??210=02 <1??9?2<02 <1??9?2<0< <1??9?2<0> <1??9?2<>9 <1??19=9>1 <1??19=9>5 <1??19=9>4 <1??19=555 <1??9?4009 <1??010212 <1??2<422= <1??9?<004 <1??9?<41? <1??19=9=4 <1??50=> <1??19=010 <1??219?=0 <4==???2>= <1??19=5<0 M
2 = = 2 = 0 0 = 0 0 = = = = 0 0 0 5 0 = = = < = 0 0 =0 = = = 0
Lnbmh "HIE\ _KIF\" Nfaifn dkkl lnbmh Lnbmh Lnbmh "LYFM_MB" H709? gg, Qditn Lnbmh "LYFM_MB" H7>9? gg Lnbmh "\IN LKQF _KIF\" Lnbmh "RMEN\Y" Lnbmh "E^NH" Rhip prktnbtikf _rktnbtikf Lnbmh "RMEN\Y" Lnbmh "DK\ R^PEMBN" Lnbmh "RMEN\Y GMF^MH" Lnbmh "RMEN\Y" Pnehnbtkr, wditn Pnehnbtkr, rnl Pnehnbtkr, hiadt @hifl rivnt Rmenty lnbmh Lnbmh "DYLPM^HIB KIH" Pkhhnr smenty gmfumh Rnmt bkvnr Qmsdnr 5, _rklubt ilnftie. lnbmh "Lyfmpmb" Hietifa siaf Lnbmh "GKLNH BKLN" BB9?? @hifl rivnt <,?x4,> Lnbmh "Rkufl pkwnr hnvnh" =?0l@, Kptikf Lnbmh "Rtmrt ifstrubtikf" Lnbmh "RMEN\Y" Lnbmh "QMPFIFA" ^sn ke stmrtifa ehuil prkdi`. Erkg ?M??92?1
Bkln L L
L
@ L
L L L L
Mhsk phmbnl kf mir eihtnr (fkt sdkwf if ihhustrmtikf)
RBB9??-2NF<
=29
Lyfmpmb Bkgpmbtikf Nquipgnft M@
Rtmflmrl nquipgnft
=
RBB9??-2NF<
Lyfmpmb Bkgpmbtikf Nquipgnft M@
Rtmflmrl nquipgnft Itng _mrt Fk ==
RBB9??-2NF<
Png ]ty Lnsbriptikf
Bkln
Rtmflmrl nquipgnft ( _man =<0 )
=<=
Lyfmpmb Bkgpmbtikf Nquipgnft M@
Rtmflmrl nquipgnft
=<0
RBB9??-2NF<
Lyfmpmb Bkgpmbtikf Nquipgnft M@
Rtmflmrl nquipgnft Itng _mrt Fk =
0 2 <
<1??2>444=
RBB9??-2NF<
Png ]ty Lnsbriptikf = = = = = = = = 0
Bkln
Lkbugnftmtikf IRBB9?? . Qmrrmfty bkflitikfs . Qmrrmfty rnaistrmtikf bnrtieibmtn . Rpmrn pmrts bmtmhkaun RBB9?? . Qmrrmfty rnaistrmtikf bmrl . Ifstrubtikf gmfumh _nrjifs 2L-== . Kpnrmtikf / gmiftnfmfbn ifstrubtikf IBB9?? . Rmenty gmfumh PRMEN _ml hkbj
=<2
Lyfmpmb Bkgpmbtikf Nquipgnft M@
Kptikfmh nquipgnft
=<<
RBB9??-2NF<
Lyfmpmb Bkgpmbtikf Nquipgnft M@
Kptikfmh nquipgnft Itng _mrt Fk => 0? 5? 52 5< 5> 1? 4= 9?
RBB9??-2NF<
Png ]ty Lnsbriptikf
Bkln
@mttnry lisbkffnbtkr ( _man =<5 ) Qmtnr tmfj, kptikf ( _man =<4 ) RGU-siaf ( _man =>? ) RGU-siaf Gkuftifa kf wmtnrtmfj ( _man =>0 ) RGU-siaf kf diad wmtnr tmfj ( _man =>< ) Pnaistrmtikfs - phmtn witd hiadt ( _man =>5 ) Dylrmuhib vi`rmtikf, sdut kee erkft/rnmr lrug ( _man =>4 ) Pnmr vinw girrkr ( _man =50 ) \kkh nquipgnft ( _man =5< )
=<>
Lyfmpmb Bkgpmbtikf Nquipgnft M@
@mttnry lisbkffnbtkr
=<5
RBB9??-2NF<
Lyfmpmb Bkgpmbtikf Nquipgnft M@
@mttnry lisbkffnbtkr Itng _mrt Fk = 0 2 < > 5 1 4 9 =? == =0 =2 =< => @) B) L)
Png ]ty Lnsbriptikf
<1??2>1>51 <1??9?0>5? <4=0==?>5? <1??95??<= <4=0==1?0> <1??9?=> <1??9?=001 <1??211?>4 <4=0==?91< <1??9?<42> B L @ @ @
= = = = = = = = = 0 = = 2 2 2
@mttnry switbd, bph . Dmflhn _kwnr skbjnt =0U =5M Pifa tnrgifmh Bkffnbtkr Eusn dkhlnr Eusn =?M Bkffnbtikf `hkbj Bkkhnr bkfskhn Lnbmh "@M\\NPY _KQNP" @mttnry bm`hn Bm`hn Rbrnw Qmsdnr Fut
Bkln L L L L
L
^sn nxistifa Bm`hn erkg pksitivn pkhn ke tdn `mttnry. Bm`hn erkg stmrtnr gktkr.
RBB9??-2NF<
=<1
Lyfmpmb Bkgpmbtikf Nquipgnft M@
Qmtnr tmfj, kptikf
=<4
RBB9??-2NF<
Lyfmpmb Bkgpmbtikf Nquipgnft M@
Qmtnr tmfj, kptikf Itng _mrt Fk = 0 2 < > 5 1 4 =? == =0 M)
<1??244?=1 <1??244?41 <1??2112<2 <1??249=>> <1??2>444= <1??9?<04= <1??9?25>4 <1??24192> <1??>???09 <1??9?<>>1
Png ]ty Lnsbriptikf = = M M M M
= = 0 0 = 0 0
Qmtnr tmfj, bph . Qmtnr tmfj . \mfj bmp Lnbmh Hkbj `rmbjnt _ml hkbj Qmsdnr >,2x=?x= 2??DU Rbrnw G>x=? @rmbjnt Dnxmakf dnml sbrnw Rtnnh phmif wmsdnr
Bkln L L L L
B L
Kptikf,
RBB9??-2NF<
=<9
Lyfmpmb Bkgpmbtikf Nquipgnft M@
RGU-siaf
=>?
RBB9??-2NF<
Lyfmpmb Bkgpmbtikf Nquipgnft M@
RGU-siaf Itng _mrt Fk = < > 5 1 M)
<1??<15?=9 <1??>=2?=2 <1??>1???> <1??21<<5? <1??9?<0?2
Png ]ty Lnsbriptikf M M M M
= 0 0 0 0
RGU-siaf Rbrnw Fut G4 Rpmbnr Fut prktnbtikf
Bkln B L
Kf snmts witd mrgrnsts usn nxistifa
RBB9??-2NF<
=>=
Lyfmpmb Bkgpmbtikf Nquipgnft M@
RGU-siaf Gkuftifa kf wmtnrtmfj
=>0
RBB9??-2NF<
Lyfmpmb Bkgpmbtikf Nquipgnft M@
RGU-siaf Gkuftifa kf wmtnrtmfj Itng _mrt Fk = 0 2 < > 5 1
<1??<15?=9 <1??9?2140 <1??29=90? <1??>????5 <1??90191< <1??9?<12>
RBB9??-2NF<
Png ]ty Lnsbriptikf = = < = 0 0 <
Qmtnr tmfj RGU-siaf Rbrnw G>x=0 Dkhlnr Rbrnw G>x=5 Qmsdnr Qmsdnr
Bkln
B L
=>2
Lyfmpmb Bkgpmbtikf Nquipgnft M@
RGU-siaf kf diad wmtnr tmfj
=><
RBB9??-2NF<
Lyfmpmb Bkgpmbtikf Nquipgnft M@
RGU-siaf kf diad wmtnr tmfj Itng _mrt Fk = 0 2 <
<1??<15?=9 <1??21=104 <1??9?<04= <1??>????1
RBB9??-2NF<
Png ]ty Lnsbriptikf = 0 0 0
RGU-siaf Rpmbnr shnnvn Qmsdnr >,2x=?x= 2??DU Rbrnw G>-?,4x00D 4,4
Bkln
B
=>>
Lyfmpmb Bkgpmbtikf Nquipgnft M@
Pnaistrmtikfs - phmtn witd hiadt
=>5
RBB9??-2NF<
Lyfmpmb Bkgpmbtikf Nquipgnft M@
Pnaistrmtikfs - phmtn witd hiadt Itng _mrt Fk = 0
<1??2>>191 <1??909<>>
2 < > 5
<1??94>?=2 <1??21=104 <1??>2>??4 <1??190?2>
RBB9??-2NF<
Png ]ty Lnsbriptikf = = 0 0 = 0 0 0
Hibnfbn phmtn dkhlnr Hibnfbn phmtn hiadt . Qmsdnr . Fut @uh` =0U,>Q Rpmbnr shnnvn Rbrnw G>x0? _usd-kf tnrgifmh
Bkln
@ B
=>1
Lyfmpmb Bkgpmbtikf Nquipgnft M@
Dylrmuhib vi`rmtikf, sdut kee erkft/rnmr lrug
=>4
RBB9??-2NF<
Lyfmpmb Bkgpmbtikf Nquipgnft M@
Dylrmuhib vi`rmtikf, sdut kee erkft/rnmr lrug Itng _mrt Fk = 0 2 < >
<1??241015 <1??19=1?? <1??<42554 <1??<4255< <1??19=>4=
RBB9??-2NF<
Png ]ty Lnsbriptikf = = = = =
Bkg`ifmtikf vmhvn ( _man =5? ) \nn-bkffnbtkr kres Dylrmuhib dksn Dylrmuhib dksn Rwitbd
Bkln L L L L
=>9
Lyfmpmb Bkgpmbtikf Nquipgnft M@
<1??241015 Bkg`ifmtikf vmhvn
=5?
RBB9??-2NF<
Lyfmpmb Bkgpmbtikf Nquipgnft M@
<1??241015 Bkg`ifmtikf vmhvn Itng _mrt Fk = 0 2 < > 5
<1??241015 <1??944> <1??9441 <1??9445 <1??9441 <1??9444
RBB9??-2NF<
Png ]ty Lnsbriptikf = = = = 0 0 = 2
Bkg`ifmtikf vmhvn ( _man =5? ) . Umhvn `hkbj . Rkhnfkil vmhvn . Bkih . Rkhnfkil vmhvn . Bkih . Umhvn . _hua
Bkln
B @ B @ B
=5=
Lyfmpmb Bkgpmbtikf Nquipgnft M@
Pnmr vinw girrkr
=50
RBB9??-2NF<
Lyfmpmb Bkgpmbtikf Nquipgnft M@
Pnmr vinw girrkr Itng _mrt Fk = 0 2 < 5 1 4 9
<1??2920?< <4=0==?042 <1??9?0<95 <1??9024>9 <1??>???19 <1??9?<004 <1??19=<>2 <1??19=<><
RBB9??-2NF<
Png ]ty Lnsbriptikf = = = = < < = =
Pnmr girrkr @rmbjnt Bhmgp Bkvnr phmtn Rbrnw G5-=x>? 4,4 Qmsdnr 5, _ipn bhmgp `hkbj Bkvnr phmtn
Bkln B L L B
=52
Lyfmpmb Bkgpmbtikf Nquipgnft M@
\kkh nquipgnft
=5<
RBB9??-2NF<
Lyfmpmb Bkgpmbtikf Nquipgnft M@
\kkh nquipgnft Itng _mrt Fk = 0 2 < > 5 1 M)
Png ]ty Lnsbriptikf
<1??190?5= <1??011990 <1??9?05=? <1??9?=0=0 M <1??<4>=11 <1??<4>?2< <1??190?5?
0 = = = = = =
Rtrmp \kkh `ma @nht phinrs Kpnf nfl spmffnr Qrnfbd 5" Mhhnf wrnfbd < gg Mhhnf wrnfbd 2 gg
Bkln L L L L L L
Jit
RBB9??-2NF<
=5>
Lyfmpmb Bkgpmbtikf Nquipgnft M@
RBB9??-2NF<
F^GNPIBMH IFLNT _mrt Fug`nr
_man
_mrt Fug`nr
_man
_mrt Fug`nr
_man
2110>5
==2,=2>
<1??21511?
<1
<1??241?>5
01
<1??===?=4 <1??=5??20 <1??=5??>4
02,<2 42 =9,09
<1??21511= <1??215110 <1??21545=
<1 <1 49
<1??241?91 <1??241?99 <1??241=??
>2 >= >=
<1??=5?=20 <1??=5?2=2 <1??=50?=> <1??=50?=1
0=,02,<2 29 42 <2
<1??215415 <1??211??9 <1??211?=? <1??211?==
21,29 =0> =0> =0>
<1??241==4 <1??241=21 <1??241=<0 <1??241=<4
>1 <2 =22 2>
<1??0?0?<0 <1??0?>?51 <1??020=5?
=?2 42 42
<1??211?=0 <1??211?=< <1??211?=>
=0> =0> =0>
<1??241=>= <1??241=>< <1??2410??
2> 2> >1
<1??024=>4 <1??010212 <1??011990 <1??04?=?=
=?2 =29 =5> =22
<1??211?=5 <1??211?=4 <1??211?=9 <1??211?0?
=0> =0>,=09,=2= ==9,=0=,=02 ==9,=0=,=02
<1??2410?= <1??2410?> <1??24100> <1??241005
>2 >= ==>,==1 ==>,==1
<1??0405?2 <1??0421== <1??0411=2 <1??044=09
=22 42 21,29 >1
<1??211?0= <1??211?0< <1??211?<0 <1??211?<2
==9,=0=,=02 ==9,=0=,=02 2> 2>
<1??241001 <1??241009 <1??241025 <1??241059
==>,==1 ==9,=0=,=02 ==>,==1 5>,51
<1??091?=4 <1??2=2??= <1??2=2??0
2> >=,5>,4= 21,29
<1??211?<< <1??211?>2 <1??211?>>
2> =09,=2= =09,=2=
<1??24101? <1??24101< <1??24101>
5=,52 49,9= 49,92
<1??2=2??4 <1??2=2?=? <1??2=2?02 <1??2=2?2>
42 >1 >> >=,42
<1??211?>5 <1??211?>4 <1??211?5= <1??211?52
=09 91,99,=?=,=<1 2> 91,99,=?=
<1??241015 <1??241011 <1??241014 <1??241019
=>9,=5= 49 42 >>
<1??2=2?1> <1??2=2=?0 <1??2=2=?4
>=,>> 5>,4=,49 >>,5>,4=,42
<1??211=29 <1??211= <1??2110>>
=?2 =?> =2>
<1??241041 <1??241094 <1??2412<<
>= ==9,=0= 22
<1??2<2<9? <1??2<21<< <1??2<5<0? <1??2<422=
<2 <2 =09,=2= ==>,==1,=29
<1??2112<2 <1??211>=4 <1??211>0? <1??211>>5
=<9 ==>,==1 <9 ==>
<1??2412<> <1??2412<5 <1??241215 <1??241211
22 =1,22 01,2= =?>,=?1
<1??2<90?0 <1??2<9220 <1??2>??09
<2 01,2= <2
<1??2115=? <1??2115== <1??21150=
01,2= 21,29 01,09,2=
<1??241214 <1??241<0< <1??241<0>
=?> =>,01,2= 01,2=
<1??2>>1?< <1??2>>191 <1??2>>459 <1??2>1??0
91,99,=?= =>1 49 <1
<1??211511 <1??214=14 <1??2141>9 <1??214920
=22 22 =0>,=09,=2= =?2
<1??241<04 <1??241<>2 <1??241><> <1??241>>0
>= ==>,==1 ==>,==1 >>
<1??2>1=24 <1??2>1=29 <1??2>1>51 <1??2>1>41
9,==,42 42 =<1 =29
<1??219??9 <1??219?=0 <1??219525 <1??2191>2
21,29 =29 ==>,==1 29
<1??241>91 <1??241>94 <1??241515 <1??241511
5= 5= 5= 01,2=,5=
<1??2>15<2 <1??2>14>> <1??2>4020
==>,==1 ==>,==1 ==>,==1
<1??24?2<2 <1??2401>= <1??242591
42 =29 21,29
<1??241514 <1??241540 <1??241542
5= >> =?2
<1??2>4555 <1??2>4549 <1??2>44<5 <1??2>444=
<2 <2 21,29 21,29,=<2,=<9
<1??2421?> <1??24>>99 <1??2450<= <1??2455=9
==>,==1 =?2 <2 <2
<1??24154> <1??24159> <1??2411=2 <1??24110?
==>,==1 >> 42 ==>
<1??2>9?<2 <1??21=104 <1??21=14>
22 =>>,=>1 >=
<1??24550? <1??245500 <1??24550<
<2 <2 <2
<1??2411>4 <1??241119 <1??241445
42 01 01,2=
<1??210=02 <1??21095< <1??212252 <1??21<<5?
=29 49 =29 =>=
<1??245504 <1??245492 <1??2459<9 <1??2459>=
<2 >= <1 >1
<1??24192> <1??2419<1 <1??2419<4 <1??2419<9
21,29,=<9 2> 2> 01,2=,2>
<1??215>>< <1??215>>> <1??215525
1,9,==,<1 1,9,==,>> 49
<1??245952 <1??241?29 <1??241?<2
>= 22 22
<1??2419>5 <1??244??9 <1??244?=1
2> === =<9
<1??215521
1,==,49
<1??241?>>
01
<1??244?41
21,29,=<9
FI =
Lyfmpmb Bkgpmbtikf Nquipgnft M@
RBB9??-2NF<
F^GNPIBMH IFLNT _mrt Fug`nr
FI 0
_man
_mrt Fug`nr
_man
_mrt Fug`nr
_man
<1??244=>2
01,2=
<1??29><91
42
<1??>???19
=52
<1??244=1= <1??244=10 <1??244=12
=9,09 =9,09 =9,09
<1??29>>0? <1??29591= <1??291?92
42,41 =?2 91,99
<1??>???9? <1??>??=?> <1??>??=?9
21,29 22 <1
<1??244=9< <1??244240 <1??244<<1 <1??244<15
42 =?> ==>,==1 ==9,=0=,=02
<1??291=>1 <1??<=5?2< <1??<15?=9 <1??<4?4>0
==>,==1 ==9,=0=,=02 =>=,=>2,=>> 29
<1??>??=5= <1??>??=15 <1??>??=4? <1??>??0?4
<1 01,2= =?9 01,2=
<1??244525 <1??2445>2 <1??244122
=?> 42 2>
<1??<425<5 <1??<425<1 <1??<425<9
5= 5>,4= 42
<1??>??02? <1??>??>?> <1??>??>?5
=?>,=?1 ==>,==1 <1
<1??244121 <1??244110 <1??244112 <1??2444<5
=?2 =?9 =?9 2>
<1??<425>0 <1??<425>2 <1??<425>< <1??<425>>
5>,4= 49 49 49
<1??>??>?9 <1??>?0?=5 <1??>?0?=9 <1??>?4??0
==>,==1 <1,>= <1 42
<1??2444<9 <1??2444>? <1??2444>0 <1??24495?
01 01 2> 5=
<1??<425>5 <1??<425>1 <1??<4255= <1??<42550
49 49 5> 49
<1??>?4??< <1??>?4?=9 <1??>?4?00 <1??>?4?09
21,29 <1 2> <2
<1??249??2 <1??249??> <1??249?=9
<1 >1 >1
<1??<4255< <1??<4255> <1??<42554
42,=>9 5>,4= =>9
<1??>?4?<4 <1??>?4?52 <1??>?4?54
<1,=09,=2= =22 =0>
<1??249?25 <1??249=<0 <1??249=>> <1??2490=4
>1 >= 21,29,=<9 21,29
<1??<4254< <1??<42549 <1??<4259? <1??<4259=
<1 5>,4= 5>,4= 42
<1??>?4?90 <1??>?4?9< <1??>=2?=2
>1,42,91,99,=?= ==9 42 =>=
<1??249? <1??249= <1??2490
5>,4= 42 42
<1??<42595 <1??<421=< <1??<42419
49 4= 5>
<1??>=2?=1 <1??>=2?01 <1??>01??0
==>,==1 =2> <2
<1??2492 <1??249< <1??249<20 <1??249<2<
5>,4= 5>,4= <2 <2
<1??<4<0>1 <1??<4>?2< <1??<4>=11 <1??>????5
42 =5> =5> 91,99,=>2
<1??>2??01 <1??>2>??4 <1??><=1?0 <1??>1???<
01,2= =>1 =?9,=== 91,99,=?=,=?2
<1??249>>5 <1??249>5= <1??249>11
5= =?9 =?9
<1??>????1 <1??>???=0 <1??>???=2
==>,==1,=>> <2 <9,>1,==9,=0=
<1??>1???>
=0> 22,<1,91,99,=?= =>=
<1??249152 <1??249194 <1??2494 <1??2499=9
=?9 =22 =?2 =29
<1??>???=4 <1??>???=9 <1??>???0=
=02 ==>,==1 5= 2=,>=,>2,91,99
<1??>1???5 <1??>1???1 <1??>12??4 <1??>45??=
<1 <2 =22 91,99,==9,=0=
<1??24990? <1??29?2=5 <1??29?>4> <1??29=219
=29 42,4> ==1 =0>
<1??>???00 <1??>???0< <1??>???05
=?=,=?9,=0=,=02 <2,<1,91 22,91,99,=?= 2=
<1??>45??0 <1??>45??2
=02 2>,=?2 01,2=,22,2>,91 99,=?=,=?2,=?9
<1??29=24? <1??29=24= <1??29=240
=0> =0> =0>
<1??>???09 <1??>???2?
21,29,<2,<1,>> =<9 ==>,==1
<1??>45?=4
==>,==1,==9,=0= =02 22,<1,=?>,=?1
<1??29=242 <1??29=245 <1??29=14< <1??29=90?
=0> =0> ==>,==1 =>2
<1??>???2= <1??>???22 <1??>???21 <1??>???
49,==1,=09,=2= <1 5>,4= >=
<1??>45?=9 <1??>45?00 <1??50=>
==>,==1,=09,=2= =0> 01,2= =29
<1??29=94< <1??290?== <1??290>?4
=>,<2 21,29 21,29
<1??>???<= <1??>???<0 <1??>???<1
=?= =02 <1
<1??509=?= <1??52>?5= <1??19==4>
=?9 01,2=,=22 =?2
<1??290>?9 <1??2920?< <1??29<0>2 <1??29<2?=
21,29 =52 >> ==>,==1
<1??>???<4 <1??>???>? <1??>???>2
49 =9,09 01,2>,>1,5=,42 49,91,99,=?=,==>
<1??19=0== <1??19=005 <1??19=004 <1??19=010
=?2 ==>,==1 2> =29
<1??29<><= <1??29>001 <1??29>0>1
<1 >= ==9,=0=,=02
<1??>???51 <1??>???54
==1,=0=,=02 01,22 2>,>>,5=
<1??19=29> <1??19=4 <1??19=<=?
42 49 49
<1??29>29<
=?2
<1??>???1>
=?2
<1??19=<=0
5>,49
Lyfmpmb Bkgpmbtikf Nquipgnft M@
RBB9??-2NF<
F^GNPIBMH IFLNT _mrt Fug`nr
_man
_mrt Fug`nr
_man
_mrt Fug`nr
_man
<1??19=<00
>>
<1??19=9>=
=?>
<1??9?2<02
=29
<1??19=<0> <1??19=<05 <1??19=<22
0=,<2 0=,02,<2 0=,<2
<1??19=9>2 <1??19=9>< <1??19=9>>
=?> =?> =?>
<1??9?2<0< <1??9?2<0> <1??9?2<>9
=29 =29 =29
<1??19=<>2 <1??19=<>< <1??19=<15 <1??19=<42
=52 =52 ==>,==1 >2,91,99,=?=
<1??19=9>5 <1??19=9>1 <1??19=9>4 <1??19=9>9
=29 =?1,=29 =29 21,29
<1??9?25>4 <1??9?21=< <1??9?21<=
21,29,==>,==1 =<9 >= =?2
<1??19=<92 <1??19=>2> <1??19=>21
<1,>= <1,5= 5=,5>
<1??19=950 <1??19=91? <1??19=91=
=9,09 =?>,=?1 =?>
<1??9?2154 <1??9?2140 <1??9?24=?
91,99,=?= =>2 =?>
<1??19=>24 <1??19=>29 <1??19=> <1??19=><=
5>,4=,42 5> 49 4=,42
<1??19=910 <1??19=911 <1??19=94? <1??19=94=
01,2= 21,29 =?9 =?9
<1??9?24>5 <1??9?2445 <1??9?29<> <1??9?29<5
2> 21 =0> =0>
<1??19=><0 <1??19=><2 <1??19=><9 <1??19=>>9
49 5>,4= 5> 2>
<1??190?=9 <1??190?0? <1??190?05 <1??190?2>
91,99,=?= 91,99,=?= <1 =>1
<1??9?29<1 <1??9?29<4 <1??9?29>5 <1??9??9
=0> =09,=2= 91,99,=?=,=?> 5=,5>,4=,49
<1??19=>5> <1??19=>54 <1??19=>14
49 21,29 =?2
<1??190?>9 <1??190?5? <1??190?5=
=?> =5> =5>
<1??9?=0 <1??9?=> <1??9?90
2> =<1 =29
<1??19=>19 <1??19=>4? <1??19=>4= <1??19=>40
=?2 =?2 =?2,=>9 =?2
<1??190?1? <1??190?10 <1??190?42 <1??190?94
42 22 =?2 ===
<1??9?91 <1??9?<0?2 <1??9?<0=< <1??9?<004
=29 =>= 01,2= 01,2=,2>,<2,<9
<1??19=>42 <1??19=>4< <1??19=>4>
=?> =?> =?9
<1??190=<9 <1??190=4? <1??190=44
01,2= 22,2>,>> 22
<1??19=>45 <1??19=>41 <1??19=>44 <1??19=>91
=?> =?>,=?1 =?2 2>
<1??190=49 <1??190025 <1??1900>? <1??19020?
22 ==>,==1 <1 =?2
<1??19=>99 <1??19=5=5 <1??19=529
5> ==>,==1 91,99,=?=
<1??190220 <1??1905== <1??1901?1
4= =9,09 42
<1??19=5<0 <1??19=5<2 <1??19=555 <1??19=554
=29 2>,=?> =29 =09,=2=
<1??190112 <1??190119 <1??9??945 <1??9?==>1
42 29 =22 5>,42
<1??19=559 <1??19=599 <1??19=1?? <1??19=1?=
=09,=2= 4=,42 42,=>9 49
<1??9?=0=0 <1??9?=00> <1??9?=001 <1??9?=004
=5> =?> =?>,=<1 =?2,=?1
<1??19=1?< <1??19=102 <1??19=129
=?> =?2 =?2
<1??9?=091 <1??9?=094 <1??9?=259
29 29 =?1
<1??19=1<2 <1??19=1<> <1??19=1>< <1??19=11<
4= 4= 2>,=?1 >>
<1??9?=<20 <1??9?=151 <1??9?=420 <1??9?0=02
21 =?2 >= 49
<1??19=11> <1??19=14? <1??19=19<
22,=?2 >= 42
<1??9?0=55 <1??9?0001 <1??9?0045
2>,==>,==1 =?1 >=
<1??9?<521 <1??9?<5
<9 01,2=,22,21,29 <2,<1,>=,>2,5=
<1??19=9=5 <1??19=9=4 <1??19=905 <1??19=924
=?> =29 =09,=2= 22
<1??9?0<95 <1??9?0>5? <1??9?05=? <1??9?049?
=52 =<1 =5> 2>
<1??9?<5<= <1??9?<594 <1??9?<1?2 <1??9?<101
5= >> <2,>2,5>,4= 4=
<1??19=929 <1??19=9<= <1??19=9<9
22 42 21,29
<1??9?2=>< <1??9?2025 <1??9?221<
<2 >> <2
<1??9?<12> <1??9?<1>> <1??9?<42>
42,=>2 ==9,=0=,=02 =<1
<1??19=9>?
21
<1??9?2<00
=29
<1??9?<41?
=29
>=,>1,42,91,99 =?=,=?2,==9,=0= =02,=29,=52 <1??9?<009
<1??9?<02? <1??9?<02= <1??9?<022 <1??9?<04= <1??9?<>>5
01,2=,22,2>,21 <1,>2,>>,>1,5= 42,49,91,99,=?= =?9,==>,==1,==9 =0=,=02,=09,=2= =22 <1,49,=?>,=?1 ==>,==1,=09,=2= 01,2=,<2,<1,91 99,=?=,=22 01,2= 21,29,=?=,==> ==1,=2>,=<9,=>> 2>,29,<9,>=,42 91,99,=?=,=?2
<1??9?<>>1
==>,==1,==9,=0= =02 <2,<1,>>,==>,==1
<1??9?<>>4 <1??9?<>52 <1??9?<>51
=<9 <2 =0> 21,29
FI 2
Lyfmpmb Bkgpmbtikf Nquipgnft M@
RBB9??-2NF<
F^GNPIBMH IFLNT _mrt Fug`nr
FI <
_man
_mrt Fug`nr
_man
_mrt Fug`nr
_man
<1??9?<449
=?>
<1??9445
42,=5=
<4=0==5>10
<1
<1??9?<94< <1??9?<949 <1??9?4009
>> =?> =22,=29
<1??9441 <1??9444 <1??949<
42,=5= 42,=5= >>
<4=0==1?0> <4=0==1454 <4=0==199?
=<1 =?2 =0=,=02
<1??90=?29 <1??90=?>? <1??90212< <1??90212>
=?9 91,99,=?= 21,29 21,29
<1??9900 <1??995? <1??9915 <1??9<>=02
>> ==9,=0=,=02 <1 <1
<4=0==4<>9 <4=0==4545 <4=0==4591 <4=0==4424
>> ==1 =?2 ==2,=0=,=01
<1??9024>9 <1??902915 <1??90<><<
=52 =2> 21,29
<1??9<>04< <1??9<>045 <1??9<>2
<1 <1 42
<4=0==444> <4=0==995? <4=0==994=
>> 4= 2=
<1??90<945 <1??90<995 <1??90>004 <1??90>>=9
21 21 <2 <2
<1??9<>1 <1??9<><=4 <1??9<><12 <1??9<>>05
=0> >> <1 49,92
<4=0==9940 <4=0==9949 <4=0==999? <4=0=0?>59
2= =?2 =?2 2=
<1??90>>99 <1??90>4?0 <1??9050=> <1??905>21
29 42 =22 ==9,=0=,=02
<1??9<>>2= <1??9<>>20 <1??9<>>>0 <1??9<>500
52 52 =2,=> ==>,==1
<4=0=0?>1> <4=0=0?>15 <4=0=0?52> <4=0=0?525
2= 2= 4= 4=
<1??901022 <1??901014 <1??901>54
=0> 1> >2
<1??9<>509 <1??9<>5>4 <1??9<>554
<1 52 92
<4=0=0?5<2 <4=0=0?5>? <4=0=0?559
=02 =02 <1
<1??90191< <1??904=94 <1??90424= <1??904<51
=>2 <2 2> 2=
<1??9<>1=? <1??9<>1== <1??9<>109 <1??9<>12>
=2,0= =2,02 =0>,=09,=2= <1
<4=0=0?51? <4=0=0?124 <4=0=>>>9? <4=0=>>444
<1 49 19 <1
<1??90442? <1??909=9= <1??909<>>
49 01,2= =>1
<1??9<>1>2 <1??9<>111 <1??9<>452
>> >> 51
<4=0=>5=1? <4=0=>5<9? <4=0=>5>>4
=> =01 =01
<1??92><09 <1??92>5=2 <1??92>5=< <1??929=52
9= 49 49 51
<1??9<>414 <1??9<>904 <1??9<154< <1??9<159<
>2 =2,=9,09 49 <2
<4=0=>5>>9 <4=0=>5>5? <4=0=>5>5= <4=0=>5>50
=01 =01 =01 =01
<1??929=5> <1??929=55 <1??9290?5
51 51 59
<1??9>?240 <1??95??<= <1??95??19
==9,=0=,=02 =<1 =?>
<4=0=>5>52 <4=0=>5>5< <4=0=>5>5>
=01 =01 =01
<1??9290=? <1??9290=2 <1??9291=2 <1??9294?0
59 1= 19 9,==,>1
<1??94>?=2 <1??99=5>4 <1??999?01 <4==???2>=
=>1 =29 91,99,=?= =29
<4=0=>5>55 <4=0=>5>51 <4=0=>5>54 <4=0=>5>59
=01 =01 =01 =01
<1??9294?2 <1??9294?< <1??9294?> <1??9294?5
9,==,>1 >1 >1 >1
<4=0==?0=5 <4=0==?042 <4=0==?2<5 <4=0==?>5?
=?>,=?1 =52 <2 =<1
<4=0=>5>1? <4=0=>5>1= <4=0=>5>10 <4=0=>5>12
=01 =01 =01 =01
<1??9294?1 <1??929920 <1??929911
>1 ==,<1 <1
<4=0==?>9> <4=0==?>95 <4=0==?552
<2 <2 <2
<4=0=>5>1< <4=0=>5>15 <4=0=>515=
=01 =01 1=,1>
<1??90?2 <1??90?4 <1??90?9 <1??90=?
>> >,1 >,9 >,==
<4=0==?10< <4=0==?10> <4=0==?1>9 <4=0==?15=
91,99,=?= 91 91,99,=?= ==>,==1
<4=0=>5194 <4=0=>1<40 <4=0=>1<42 <4=0=>1<4<
52 51 51 59
<1??90=0 <1??9001 <1??9004
== <1 <1
<4=0==?91< <4=0===20> <4=0===22?
>=,=<1 29 29
<4=0=>1<4> <4=0=>1<45 <4=0=>1<41
59 12 11
<1??9009 <1??902= <1??921< <1??9<<1
<1 <1 =0>,=09,=2= <1
<4=0===22= <4=0==0??1 <4=0==0?1< <4=0==05<>
29 99,=?= 21,29 29
<4=0=>1<44 <4=0=>1>>> <4=0=>1>5? <4=0=>40>4
11 4> 41 =01
<1??9<>= <1??95=2 <1??951=
=?2 5> =2,=1
<4=0==2400 <4=0==<245 <4=0==<<55
29 =?2 ==>,==1
<4=0=>40>9 <4=0=>405? <4=0=>9=>9
=01 =01 9=
<1??944>
42,=5=
<4=0==<5>1
=?=
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<4=0=>9=91
=01
<4=0=>9=94 <4=0=>9=99 <4=0=>90>=
=01 =01 =01
<4=0=>909? <4=0=>909= <4=0=>9090 <4=0=>9255
=01 =01 =01 19
<4=0=>9251 <4=0=>9254 <4=0=>9259
19 19 19
<4=0=>921? <4=0=>921= <4=0=>9210 <4=0=>9212
19 19 19 19
<4=0=>921< <4=0=>9>>9 <4=0=>95>< <4=0=>9551
19 42 =01 <1
<4=0=>911= <4=0=>914? <4=0=5??40
92 =0> =01
<4=0=5??42 <4=0=5??4< <4=0=5??4> <4=0=5??45
=01 =01 =01 =01
<4=0=5??41
=01
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