pdrb bengkayang 2010
TRANSCRIPT
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DES$ 6592688= 650038 6 336
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Lfrf Skdmfdrfx ………………………………………………………………………………… eee
Bfirfx E~e ………………………………………………………………………………………… y
Bfirfx Rfhka ……………………………………………………………………………………… yee
Bfirfx Mxfiel ……………………………………………………………………………………$$ yeee
Bfirfx Afjsexfd ………………………………………………………………………………$$ ep
Hfh E Skdbf`{a{fd
6$6$ Afrfx Hkaflfdm $$$$$……………………………………………………………… 6
6$8$ Jfl~{b! R{o{fd! bfd Lkm{dffd Bfrf Skdbfsfrfd Xkmegdfa $$$$$$$$$$$$$$$$$$$$ 8
6$>$ X{fdm Aedml{s $$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$…$$…$$…… >
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Hfh EEE Jkrgbgagme
>$6$ Jkrgbk Skdm`er{dmfd SBXH …………………………………………………$ 60
>$6$6$Jkrgbk Skdm`er{dmfd SBXH frf~ Bf~fx @fxmf Hkxafl{……………$ 60
>$6$8$Jkrgbk Skdm`er{dmfd SBXH frf~ Bf~fx @fxmf Lgd~rfd………$…$$ 65
>$8$ Skdufoefd Fdmlf Edbkl~………………………………………………………… 86
Hfh EY Redof{fd Skxklgdgjefd Lfh{sfrkd Hkdmlfufdm Rf`{d 8363
2$6$ Skxlkjhfdmfd SBXH Rf`{d 8339 „ 8363 $$$$$$$……………$$$$$$…………… 8>
2$8$ Afo{ Skxr{jh{`fd Klgdgje$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$…$$………… 82
2$>$ ^rx{lr{x Klgdgje $$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$ 89
2$2 Skxlkjhfdmfd bfd Skxfdfd ^klrgx „ ^klrgx Klgdgje
2$2$6$Skxrfdefd $$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$ 8=
2$2$8$Skxrfjhfdmfd bfd Skdmmfaefd $$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$ 80
2$2$>$Edb{~rxe Skdmgaf`fd $$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$ 80
2$2$2$Ae~rxel! Mf~! bfd Fex Hkx~e` $$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$ 85
2$2$;$Hfdm{dfd $$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$ >3
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2$2$9$Skxbfmfdmfd! @grka! bfd Xk~rgxfd $$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$ >3
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2$2$0$Lk{fdmfd! Skx~k}ffd bfd Of~f Skx{~f`ffd $$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$ >8
2$2$5$Of~f „ Of~f $$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$ >82$;$ Edbkl~ Agnfregd V{grekdr (AV% $$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$ >>
2$9$ Skxlkjhfdmfd Skdbfsfrfd Skxlfserf ……………………………………… >2
2$=$ SBXH Jkd{x{r Lkagjsgl ^klrgx $$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$ >;
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Rfhka 2$8$6$ Afo{ Skxr{jh{`fd SBXH bfd ^{jhkx Skxr{jh{`fd Klgdgje
Lfh{sfrkd Hkdmlfufdm Rf`{d 8363 (+% $$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$ $ 8;
Rfhka 2$;$6$ Agnfregd V{grekdr (AV% Lfh{sfrkd Hkdmlfufdm Rkx`fbfs Sxgyed~e
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Rfhka 2$=$6$ SBXH Lfh{sfrkd Hkdmlfufdm Jkd{x{r ^klrgx Rf`{d 8335 „ 8363 $$$$$$$ >9
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(+% $$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$ 82
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Mxfiel 2$2$6$6$ Skxr{jh{`fd ^klrgx Skxrfdefd Lfh{sfrkd Hkdmlfufdm Rf`{d 8339*
8363 (+% $$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$ 8=
Mxfiel 2$2$8$6$ Skxr{jh{`fd ^klrgx Skxrfjhfdmfd bfd Skdmmfaefd Lfh{sfrkd
Hkdmlfufdm Rf`{d 8339*8363 (+% $$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$ 80
Mxfiel 2$2$2$6$ Skxr{jh{`fd ^klrgx Ae~rxel! Mf~! bfd Fex Hkx~e` Lfh{sfrkd Hkdmlfufdm
Rf`{d 8339*8363 (+% $$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$ 85
Mxfiel 2$2$;$6$ Skxr{jh{`fd ^klrgx Hfdm{dfd Lfh{sfrkd Hkdmlfufdm Rf`{d 8339*
8363 (+% $$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$ >3
Mxfiel 2$2$5$6$ Skxr{jh{`fd ^klrgx Of~f*Of~f Lfh{sfrkd Hkdmlfufdm Rf`{d 8339*
8363 (+% $$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$ >8
Mxfiel 2$9$6$ Skxlkjhfdmfd Skdbfsfrfd Skxlfserf Lfh{sfrkd Hkdmlfufdm Rf`{d
8339*8363 (Xs$O{rf% $$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$ >;
Mxfiel 2$=$6$ Be~rxeh{~e SBXH Lfh{sfrkd Hkdmlfufdm Jkd{x{r Lkagjsgl ^klrgx
Rf`{d 8339*8363 (+% $$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$ >9
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ep
BFIRFX AFJSEXFD
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Rfhka 6$ Sxgb{l Bgjk~rel Xkmegdfa Hx{rg Frf~ Bf~fx @fxmf Hkxafl{ (O{rffdX{sef`%' Mxg~~ Xkmegdfa Bgjk~ren Sxgb{nr Fr N{xxkdr Jfxlkr Sxenk (Jeaaegd X{sef`~% $$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$ >0
Rfhka 8$ Sxgb{l Bgjk~rel Xkmegdfa Hx{rg Frf~ Bf~fx @fxmf Lgd~rfd 8333 (O{rffdX{sef`%' Mxg~~ Xkmegdfa Bgjk~ren Sxgb{nr Fr Ngd~rfdr Jfxlkr 8333 Sxenk (Jeaaegd X{sef`~% $$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$ 23
Rfhka >$ Be~rxeh{~e Skx~kdrf~k SBXH Frf~ Bf~fx @fxmf Hkxafl{' Skxnkdrfmk Be~rxeh{regd gi MXBS Fr N{xxkdr Jfxlkr Sxenk $$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$ 28
Rfhka 2$ Be~rxeh{~e Skx~kdrf~k SBXH Frf~ Bf~fx @fxmf Lgd~rfd 8333' Skxnkdrfmk Be~rxeh{regd gi MXBS Fr Ngd~rfdr Jfxlkr 8333 Sxenk $$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$ 22
Rfhka ;$ Edbkl~ Skxlkjhfdmfd SXBH Frf~ Bf~fx @fxmf Hkxafl{' Edbkp gi MXBS Fr N{xxkdr Jfxlkr Sxenk (Rf`{d 8333 : 633% $$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$ 29
Rfhka 9$ Edbkl~ Skxlkjhfdmfd SXBH Frf~ Bf~fx @fxmf Lgd~rfd 8333' Edbkp gi MXBS Fr Ngd~rfdr Jfxlkr 8333 Sxenk (Rf`{d 8333 : 633% $$$$$$$$$$$$$$$$$$$$$$$$$ 20
Rfhka =$ Edbkl~ Hkxfdrfe SBXH Frf~ Bf~fx @fxmf Hkxafl{' Edbkp gi Aedl MXBS Fr N{xxkdr Jfxlkr Sxenk (Rf`{d ^khka{jduf : 633% $$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$ ;3
Rfhka 0$ Edbkl~ Hkxfdrfe SBXH Frf~ Bf~fx @fxmf Lgd~rfd 8333' Edbkp gi Aedl MXBS Fr Ngd~rfdr Jfxlkr 8333 Sxenk (Rf`{d ^khka{jduf : 633% $$$$$$$$$$$$$ ;8
Rfhka 5$ Edbkl~ @fxmf Ejsae~er SBXH' Ejsaener Edbkp gi MXBS $$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$ ;2
Rfhka 63$ Skxlkjhfdmfd Skdbfsfrfd Xkmegdfa bfd Fdmlf Skxlfserf (O{rffdX{sef`%' Rxkdb gi Xkmegdfa Edngjk fdb Skx Nfserf Iem{xk (Jeaaegd X{sef`~% ;9
Rfhka 66$ Edbkl~ Skxlkjhfdmfd Skdbfsfrfd xkmegdfa bfd Fdmlf Skxlfserf' Edbkp gi Xkmegdfa Edngjk fdb Skx nfserf Iem{xk (Rf`{d 8333 : 633% $$$$$$$$$$$$$$$$$$$$$$$$ ;=
Rfhka 68$ Edbkl~ Hkxfdrfe Skxlkjhfdmfd Skdbfsfrfd Xkmegdfa bfd FdmlfSkxlfserf' Edbkp gi Aedl Xkmegdfa Edngjk fdb Skx Nfserf Iem{xk (Rf`{d^khka{jduf : 633% $$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$ ;0
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6
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Rf`{d 6555 ufdm be~kjs{xdflfd bkdmfd [dbfdm*[dbfdm Dg$ >> rf`{d 8332 rkdrfdm
Skxejhfdmfd Lk{fdmfd fdrfxf Skjkxedrf` S{~fr bfd Bfkxf` jkjhkxelfd ska{fdm ~klfaem{~
rfdrfdmfd hfme Skjkxedrf` Bfkxf` bfafj jkdmkjhfdmlfd bfkxf`duf jf~edm*jf~edm$
Skjkxedrf` bfkxf` behkxelfd lk~kjsfrfd ufdm ~khk~fx*hk~fxduf {dr{l jkdmmfae bfd
jkdm{~f`flfd ~kj{f sgrkd~e ~klrgx klgdgje ufdm fbf bfafj xfdmlf jkdedmlfrlfd
lk~kof`rkxffd bfkxf`$
Lk~kjsfrfd {dr{l jkdmkjhfdmlfd ~klrgx*~klrgx klgdgje be bfkxf` ~fdmfr
beskdmfx{`e gak` lgdbe~e ~{jhkx bfuf fafj! ~{jhkx bfuf jfd{~ef! ~kxrf iflrgx*iflrgx afedduf
ufdm hkxskdmfx{` rkx`fbfs skdedmlfrfd klgdgje ~kskxre ~fxfdf bfd sxf~fxfdf$ Bfafj
skafl~fdffdduf rkdr{duf beskxa{lfd skxkdnfdffd ufdm jfrfdm ufdm beb{l{dm gak` bfrf*bfrf
~rfre~rel ufdm fl{xfr! {s rg bfrk ! bfd ~sk~eiel! ~khfmfe {l{xfd bfd afdbf~fd ufdm rksfr {dr{l
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^rfre~rel beokaf~lfd rkdrfdm Hfbfd S{~fr ^rfre~rel (HS^% ~khfmfe skdukakdmmfxf ~rfre~rel bf~fx!
~rfre~rel ~klrgxfa bfd ~rfre~rel l`{~{~$ @f~ea lgjseaf~e sxgb{l fbjede~rxf~e bfd frf{ skdmgaf`fd
~rfre~rel bf~fx! ~rfre~rel ~klrgxfa frf{ ~rfre~rel l`{~{~ rkx~kh{r bfsfr be~foelfd hfel bfafj hkdr{l
~rfre~rel aedrf~ ~klrgxfa jf{s{d ~rfre~rel xkmegdfa! ~faf` ~fr{duf fbfaf` fdmlf Sxgb{l Bgjk~rel
Xkmegdfa Hx{rg (SBXH%$
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be`f~ealfd gak` ~ka{x{` {der {~f`f bfafj ~{fr{ }eafuf`! frf{ jkx{sflfd o{jaf` ~ka{x{` deafe
hfxfdm bfd of~f fl`ex ufdm be`f~ealfd gak` ~ka{x{` {der klgdgje be ~{fr{ }eafuf`$ SBXH frf~
bf~fx `fxmf hkxafl{ jkdmmfjhfxlfd deafe rfjhf` hfxfdm bfd of~f ufdm be`er{dm jkdmm{dflfd
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8
`fxmf rf`{d hkxofafd! ~kbfdm SBXH frf~ bf~fx `fxmf lgd~rfd jkd{do{llfd deafe rfjhf`
hfxfdm bfd of~f ufdm be`er{dm jkdmm{dflfd `fxmf sfbf rf`{d rkxrkdr{ ~khfmfe bf~fx! bejfdf
bfafj skdm`er{dmfd ede bem{dflfd rf`{d 8333$
S{haelf~e SBXH Lfh{sfrkd Hkdmlfufdm Rf`{d 8363 fbfaf` ~faf` ~fr{ sxgb{l HS^Lfh{sfrkd Hkdmlfufdm ufdm jkdukbeflfd bfrf ~rfre~rel ~klrgxfa ufdm bfsfr jkjhkxelfd
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skdmm{df bfrf l`{~{~duf Skjkxedrf` Bfkxf` bfafj jkdkdr{lfd lkheoflfd*lkheoflfd {dr{l
jkdedmlfrlfd lk~kof`rkxffd bfkxf`$ S{haelf~e ede jkdufoelfd redof{fd jkdmkdfe skxklgdgjefd
Lfh{sfrkd Hkdmlfufdm Rf`{d 8363 ~kxrf skxlkjhfdmfd SBXH Lfh{sfrkd Hkdmlfufdm rf`{d
8339 „ 8363 ~knfxf {j{j jf{s{d ~klrgxfa$
6$8$ Jfl~{b! R{o{fd! bfd Lkm{dffd Bfrf Skdbfsfrfd Xkmegdfa
^knfxf {j{j! jfl~{b bfd r{o{fd skd{ae~fd s{haelf~e ede fbfaf` {dr{l jkdmkrf`{e
lgdbe~e skxklgdgjefd Lfh{sfrkd Hkdmlfufdm ~knfxf jflxg bfd skxlkjhfdmfd ufdm rkaf`
rkxofbe bfafj hkhkxfsf rf`{d ~khka{jduf ufdm beae`fr bfxe hkhkxfsf edbelfrgx! ufer{
skxlkjhfdmfd klgdgje! ~rx{lr{x skxklgdgjefd! skxr{jh{`fd klgdgje! skxlkjhfdmfd bfd
skxfdfd jf~edm*jf~edm ~klrgx klgdgje! skxlkjhfdmfd skdbfsfrfd skxlfserf! Edbkl~ Agnfregd
V{grekdr (AV%! ~kxrf mfjhfxfd SBXH jkd{x{r lkagjsgl ~klrgx$ S{haelf~e ede be`fxfslfd bfsfr
jkdofbe hf`fd fn{fd bfafj skdkdr{fd lkheoflfd skjhfdm{dfd klgdgje be Lfh{sfrkd
Hkdmlfufdm$
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f$ SBXH `fxmf hkxafl{ dgjedfa jkd{do{llfd lkjfjs{fd ~{jhkx bfuf klgdgje ufdm
be`f~ealfd gak` ~{fr{ lfh{sfrkd$ SBXH ufdm hk~fx jkd{do{llfd lkjfjs{fd ~{jhkx bfuf
klgdgje ufdm hk~fx ~kxrf jkd{do{llfd hk~fxduf skdbfsfrfd ufdm jkj{dmledlfd bfsfr
bedeljfre gak` skdb{b{l ~{fr{ }eafuf`$
h$ SBXH `fxmf lgd~rfd bfsfr bem{dflfd {dr{l jkd{do{llfd afo{ skxr{jh{`fd klgdgje
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skjkxedrf` lksfbf {der*{der sxgb{l~e$ Sfofl rfl afdm~{dm ede jkaes{re sfofl skdo{fafd! hkfkl~sgx! n{lfe! bfd afed*afed! lkn{fae sfofl skdbfsfrfd bfd sfofl skx~kgxfdmfd$ Sfofl rfl
afdm~{dm bfxe {der*{der sxgb{l~e hef~fduf jkdmflehfrlfd lkdfelfd `fxmf$ Hkxaf}fdfd bkdmfd
sfofl rfl afdm~{dm ufdm hkxflehfr jkdfellfd `fxmf hfxfdm! ~{h~ebe skjkxedrf` ufdm behkxelfd
lksfbf {der*{der sxgb{l~e jkdmflehfrlfd skd{x{dfd `fxmf$
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sfofl rfl afdm~{dm bel{xfdme ~{h~ebe! jflf flfd jkdm`f~ealfd sfofl rfl afdm~{dm dkrg$ SBXH
`fxmf sf~fx bel{xfdme bkdmfd sfofl rfl afdm~{dm dkrg flfd jkdm`f~ealfd SBXH hefuf iflrgxsxgb{l~e$
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9$ Skdbfsfrfd Xkmegdfa
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sxgb{l~e ufdm jkafl{lfd lkmefrfd rkx~kh{r rebfl beskx`frelfd$ Bkdmfd bkjelefd! SBXH Lfh{sfrkd
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}eafuf` Lfh{sfrkd Hkdmlfufdm$
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=$ SBXH Skxlfserf
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0$ Skdbfsfrfd Xkmegdfa Skxlfserf
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bkdmfd o{jaf` skdb{b{l skxrkdmf`fd rf`{d be ~{fr{ }eafuf`$
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6% ^g~efa Lkjf~ufxflfrfd ' 68!335$9; 68!0;2$>3 62!>;>$;0 6;$2=2!;3 69!260$30
^gnefa fdb Ngjj{deru
8% @eh{xfd bfd Xklxkf~e ' 05>$2= 5>>$;3 6!369$;3 6$639!83 6!86>$2>
Kdrkxrfedjkdr fdb Xknxkfregd
>% Skxgxfdmfd bfd X{jf` Rfdmmf ' 9!635$85 9!;98$;; =!806$92 0$303!28 5!822$00
Skx~gdfa fdb @g{~k`gab
SBXH ' MXBS 6!293!0;8$=9 6!906!3;9$5; 6!58;!6>6$>; 8$629$602!86 8!>;9!832$58
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Rfhka 8$ Sxgb{l Bgjk~rel Xkmegdfa Hx{rg Frf~ Bf~fx @fxmf Lgd~rfd 8333(O{rffd X{sef`%
Rfhak 8$ Mxg~~ Xkmegdfa Bgjk~ren Sxgb{nr Fr Ngd~rfdr Jfxlkr 8333 Sxenk (Jeaaegd X{sef`~%
Dg ^klrgx'^{h klrgx 8339 833= 8330 8335 8363/%
(6% (8% (>% (2% (;% (9% (=%
6 Skxrfdefd 260!>9;$22 2;2!9;>$>; 259!3==$33 ;8=$3;=!=3 ;;>!35>$5=
Fmxen{ar{xk
f$ Rfdfjfd Hf`fd Jflfdfd ' Iggb Nxgs~ 888!856$;0 8;6!>>9$>6 800!900$8= >62$0=2!26 >>8!>30$08
h$ Rfdfjfd Skxlkh{dfd ' K~rfrk Nxgs~ 6>>!>6;$5= 6>0!06;$02 628!;28$;3 629$552!52 6;6!5;5$=5
n$ Skrkxdflfd bfd @f~eaduf ' Aeyk~rgnl ) Sxgb{~r 6=!038$>5 60!82=$8= 60!8>8$;5 60$600!5= 83!>8>$;8
b$ Lk`{rfdfd ' Igxk~rxu 589$>; 0=>$5= =56$69 =66!63 =8=$>9
k$ Skxelfdfd ' Ie~`kxu 22!385$69 2;!>=5$59 2;!088$20 29$800!80 2=!==2$20
8 Skxrfjhfdmfd bfd Skdmmfaefd 6;!;38$93 69!6>5$;0 69!3>9$99 69$>85!06 69!585$2;
Jeddedm fdb V{fxxuedm
f$ Jedufl bfd Mf~ H{je ' Skrxgae{j ) Dfr{xfa Mf~ 3$33 3$33 3$33 3!33 3$33
h$ Skxrfjhfdmfd Rfdsf Jemf~ ' Dgd Dfr{xfa Mf~ 8!5=0$93 >!383$;5 8!939$06 8$9>=!;= 8!=69$=5
n$ Skdmmfaefd ' V{fxxuedm 68!;82$33 6>!660$55 6>!285$0; 6>$958!82 62!868$99
> Edb{~rxe Skdmgaf`fd 25!595$3> ;6!205$=; ;8!865$00 ;8$0=6!8= ;>!092$52
Jfd{ifnr{xedm Edb{~rxek~
f$ Edb{~rxe Jemf~ ' Nx{bk Skrxgak{j ) Dfr{xfa Mf~ 3$33 3$33 3$33 3!33 3$33
6% Skdmeafdmfd Jedufl H{je ' Skrxgae{j Xkiedkxu 3$33 3$33 3$33 3!33 3$33
8% Mf~ Fafj Nfex ' Aev{erk Dfr{xfa Mf~ 3$33 3$33 3$33 3!33 3$33
h$ Edb{~rxe Rfdsf Jemf~ ' 25!595$3> ;6!205$=; ;8!865$00 ;8$0=6!8= ;>!092$52
Dgd Gea*Mf~ Jfd{ifnr{xedm
6$ Jflfdfd! Jed{jfd bfd Rkjhflf{ 83!;0=$59 86!28>$=3 8;!2>2$;5 82$338!83 82!635$;8
8$ Rkl~rea! Hxm$ L{aer ) Faf~ lfle 68$50 68$50 62$33 62!25 6;$85
>$ Hxm$ Lfu{ ) @f~ea @{rfd afedduf 8;!=38$28 89!852$=> 88!>0;$;6 82$>32!28 8;!38;$03
2$ Lkxrf~ bfd Hfxfdm Nkrflfd 63>$9; 63>$9; 666$=0 66;!=> 629$;8
;$ S{s{l! Lejef ) Hxm$ bfxe Lfxkr 625$52 625$52 696$=6 69=!28 6=9$9>
9$ ^kjkd ) Hxm$ Mfaefd h{lfd agmfj 8!3>>$5= 8!393$20 8!>90$=0 8$2=5!9; 8!;92$36
=$ Agmfj Bf~fx Hk~e ) Hfof 3$33 3$33 3$33 3!33 3$33
0$ Fafr Fdml$! Jk~ed ) Skxfafrfdduf ;5;$6= 969$2> 90=$=; =68!38 =29$65
5$ Hfxfdm afedduf =08$5> 08=$02 6!3;;$=; 6$3=;!>2 6!303$50
2 Ae~rxel! Mf~ bfd Fex Jed{j 5;6$52 50=$>6 6!362$99 6$32=!>; 6!350$89
Kaknrxeneru! Mf~ fdb ]frkx ^{ssau
f$ Ae~rxel ' Kaknrxeneru 920$;= 9;0$62 9=9$5= 950!9; =28$62
h$ Mf~ Lgrf ' Neru Mf~ 3$33 3$33 3$33 3!33 3$33
n$ Fex Hkx~e` ' Nakfd ]frkx >3>$>9 >85$6= >>=$95 >20!95 >;9$68
; Hfdm{dfd 93!868$39 9>!83=$>2 99!;65$;6 =3$;>2!96 =;!;8=$5=
Ngd~rx{nregd
9 Skxbfmfdmfd! @grka bfd Xk~rgxfd 890!282$=; 8==!5;8$85 806!968$=5 80;$8;6!30 85>!83=$0=
Rxfbk! Xk~rf{xfdr! fdb @grka
f$ Skxbfmfdmfd Hk~fx bfd Knkxfd ' 82=!6;9$8; 8;9!65>$03 8;5!>99$2; 898$=92!=6 8=3!39>$69
]`gak~fakx ) Xkrfea Rxfbk
h$ @grka ' @grka >5;$>2 23>$33 239$03 26;!32 28;$63
n$ Xk~rgxfd ' Xk~rf{xfdr 83!0=>$69 86!>;;$25 86!0>5$;2 88$3=6!>> 88!=65$96
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Afdo{rfd Rfhka 8$
Ngdred{kb Rfhak 8
Dg ^klrgx'^{h klrgx 8339 833= 8330 8335 8363/%
(6% (8% (0% (5% (63% (66% (68%
= Skdmfdml{rfd bfd Lgj{delf~e 8;!569$9> 8=!3=2$0= 80!295$>= 85$555!=0 >6!060$>8
Rxfd~sgxr fdb Ngjj{denfregd
f$ Skdmfdml{rfd ' Rxfd~sgxrfregd 88!>08$62 8>!8=5$59 82!8;8$>9 8;$>29!06 89!953$88
6% Fdml{rfd Xka ' Xfea}fu Rxfd~sgxr 3$33 3$33 3$33 3!33 3$33
8% Fdml{rfd Ofafd Xfuf ' Xgfb Rxfd~sgxr 60!56;$00 65!=85$0; 83!9>6$39 86$938!9> 88!9>8$>>
>% Fdml{rfd Af{r ' ^kf Rxfd~sgxr 3$33 3$33 3$33 3!33 3$33
2% Fdml{rfd {dmfe! Bfdf{ bfd Skdukhkxfdmfd' 8!882$>3 8!853$3; 8!>>5$52 8$>58!== 8!933$90
Edafdb ]frkx Rxfd~sgxr
;% Fdml{rfd [bfxf ' Fex Rxfd~sgxr 3$33 3$33 3$33 3!33 3$33
9% Of~f Skd{dofdm Fdml{rfd ' 6!826$59 6!893$39 6!806$>9 6$>;6!28 6!2;=$86
^kxyenk~ Faaekb rg Rxfd~sgxr
h$ Lgj{delf~e ' Ngjj{denfregd >!;>2$25 >!=52$56 2!86=$36 2$9;8!5= ;!680$63
6% Sg~ bfd Rkaklgj{delf~e ' >!;>2$25 >!=52$56 2!86=$36 2$9;8!5= ;!680$63
Sg~ fdb Ngjj{denfregd
8% Of~f Skd{dofdm Lgj{delf~e ' 3$33 3$33 3$33 3!33 3$33
^kxyenk~ Faaekb rg Ngjj{denfregd
0 Lk{fdmfd! Skx~k}ffd bfd Of~f Skx{~f`ffd 2;!8>8$09 2=!698$9= 25!308$50 ;6$380!;8 ;>!6=;$05
Iedfdnk! Akf~edm fdm H{~edk~~ ^kxyenk
f$ Hfdl ' Hfdl 2!=;=$32 ;!3>3$86 ;!8=5$=9 ;$;>8!5= ;!=09$65
h$ Akjhfmf Lk{fdmfd H{lfd Hfdl ' ;!305$60 ;!>66$=; ;!;;5$09 ;$085!65 9!>33$;=
Dgd Hfdl Iedfdnefa Edrkxjkbefxek~
n$ Of~f Skd{dofdm Lk{fdmfd ' 3$33 3$33 3$33 3!33 3$33
^kxyenk~ Faaekb rg Iedfdnk
b$ ^k}f Hfdm{dfd ' Akf~edm >;!>09$92 >9!083$=6 >0!82>$>9 >5$999!>9 26!305$6>
k$ Of~f Skx{~f`ffd ' H{~edk~~ kxyenk~ 3$33 3$33 3$33 3!33 3$33
5 Of~f * Of~f 9=!;6>$8= =6!9=9$>0 =;!;=5$>; 03$;6;!89 0=!2=3$99
^kxyenk~
f$ Skjkxedrf`fd [j{j ' S{haen Fbjede~rxfregd 93!382$=2 9>!55>$9> 9=!=>6$35 =8$25;!2; =5!630$0>
6% Fbjede~rxf~e Skjkxedrf`fd bfd Skxrf`fdfd ' ;0!082$8; 98!=8=$>5 99!230$20 =6$688!8= ==!=33$9;
S{haen Fbjede~rxfregd fdb Bkikdnk
8% Of~f Skjkxedrf`fd Afedduf ' 6!833$25 6!899$82 6!>88$96 6$>=>!60 6!230$60
Gr`kx S{haen kxyenk~
h$ ^}f~rf ' Sxeyfrk =!200$;> =!908$=; =!020$89 0$365!06 0!>96$0>
6% ^g~efa Lkjf~ufxflfrfd ' 8!0>;$9; 8!5>;$02 >!338$56 >$308!>3 >!623$62
^gnefa fdb Ngjj{deru
8% @eh{xfd bfd Xklxkf~e ' 92>$9; 929$;2 9;3$=0 9;;!38 908$53
Kdrkxrfedjkdr fdb Xknxkfregd
>% Skxgxfdmfd bfd X{jf` Rfdmmf ' 2!335$88 2!633$>= 2!652$;= 2$808!25 2!;>0$=0
Skx~gdfa fdb @g{~k`gab
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Rfhka >$ Be~rxeh{~e Skx~kdrf~k Sxgb{l Bgjk~rel Xkmegdfa Hx{rg Frf~ Bf~fx @fxmf Hkxafl{
Rfhak >$ Skxnkdrfmk Be~rxeh{regd gi Mxg~~ Xkmegdfa Bgjk~ren Sxgb{nr Fr N{xxkdr Jfxlkr Sxenk
Dg ^klrgx'^{h klrgx 8339 833= 8330 8335 8363/%
(6% (8% (>% (2% (;% (9% (=%
6 Skxrfdefd 2>$>8 22$=; 29$25 2=!8= 2=$82
Fmxen{ar{xk
f$ Rfdfjfd Hf`fd Jflfdfd ' Iggb Nxgs~ 88$36 8>$59 89$9= 8=!5; 80$30
h$ Rfdfjfd Skxlkh{dfd ' K~rfrk Nxgs~ 62$;2 62$82 6>$;9 6>!>8 6>$68
n$ Skrkxdflfd bfd @f~eaduf ' Aeyk~rgnl ) Sxgb{~r 6$25 6$;3 6$2> 6!>9 6$2;
b$ Lk`{rfdfd ' Igxk~rxu 3$6= 3$6; 3$6> 3!66 3$66
k$ Skxelfdfd ' Ie~`kxu ;$63 2$56 2$95 2!;2 2$25
8 Skxrfjhfdmfd bfd Skdmmfaefd 6$0; 6$02 6$=9 6!=> 6$=6
Jeddedm fdb V{fxxuedm
f$ Jedufl bfd Mf~ H{je ' Skrxgae{j ) Dfr{xfa Mf~ 3$33 3$33 3$33 3!33 3$33
h$ Skxrfjhfdmfd Rfdsf Jemf~ ' Dgd Dfr{xfa Mf~ 3$89 3$8; 3$83 3!83 3$65
n$ Skdmmfaefd ' V{fxxuedm 6$;5 6$;5 6$;9 6!;2 6$;8
> Edb{~rxe Skdmgaf`fd ;$63 2$0> 2$;6 2!>8 2$62
Jfd{ifnr{xedm Edb{~rxek~
f$ Edb{~rxe Jemf~ ' Nx{bk Skrxgak{j ) Dfr{xfa Mf~ 3$33 3$33 3$33 3!33 3$33
6% Skdmeafdmfd Jedufl H{je ' Skrxgae{j Xkiedkxu 3$33 3$33 3$33 3!33 3$33
8% Mf~ Fafj Nfex ' Aev{erk Dfr{xfa Mf~ 3$33 3$33 3$33 3!33 3$33
h$ Edb{~rxe Rfdsf Jemf~ ' ;$63 2$0> 2$;6 2!>8 2$62
Dgd Gea*Mf~ Jfd{ifnr{xedm
6$ Jflfdfd! Jed{jfd bfd Rkjhflf{ 8$>8 8$86 8$23 8!83 8$35
8$ Rkl~rea! Hxm$ L{aer ) Faf~ lfle 3$33 3$33 3$33 3!33 3$33
>$ Hxm$ Lfu{ ) @f~ea @{rfd afedduf 8$>5 8$89 6$=> 6!=> 6$9=
2$ Lkxrf~ bfd Hfxfdm Nkrflfd 3$36 3$36 3$36 3!36 3$36
;$ S{s{l! Lejef ) Hxm$ bfxe Lfxkr 3$33 3$33 3$33 3!33 3$33
9$ ^kjkd ) Hxm$ Mfaefd h{lfd agmfj 3$86 3$60 3$65 3!83 3$65
=$ Agmfj Bf~fx Hk~e ) Hfof 3$33 3$33 3$33 3!33 3$33
0$ Fafr Fdml$! Jk~ed ) Skxfafrfdduf 3$63 3$63 3$63 3!63 3$66
5$ Hfxfdm afedduf 3$3= 3$3= 3$30 3!3= 3$3=
2 Ae~rxel! Mf~ bfd Fex Jed{j 3$6> 3$6> 3$68 3!68 3$68
Kaknrxeneru! Mf~ fdb ]frkx ^{ssau
f$ Ae~rxel ' Kaknrxeneru 3$30 3$3= 3$3= 3!3= 3$3=
h$ Mf~ Lgrf ' Neru Mf~ 3$33 3$33 3$33 3!33 3$33
n$ Fex Hkx~e` ' Nakfd ]frkx 3$3; 3$39 3$3; 3!3; 3$3;
; Hfdm{dfd =$82 =$68 =$30 =!69 =$>5
Ngd~rx{nregd
9 Skxbfmfdmfd! @grka bfd Xk~rgxfd 8=$03 8=$>3 89$>> 8;!;= 8;$82
Rxfbk! Xk~rf{xfdr! fdb @grka
f$ Skxbfmfdmfd Hk~fx bfd Knkxfd ' 8;$62 82$08 8>$58 8>!>6 8>$63
]`gak~fakx ) Xkrfea Rxfbk
h$ @grka ' @grka 3$3; 3$32 3$32 3!32 3$32
n$ Xk~rgxfd ' Xk~rf{xfdr 8$98 8$22 8$>= 8!88 8$66
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Afdo{rfd Rfhka >$Ngdred{kb Rfhak >$
Dg ^klrgx'^{h klrgx 8339 833= 8330 8335 8363/%
(6% (8% (0% (5% (63% (66% (68%
= Skdmfdml{rfd bfd Lgj{delf~e 8$95 8$;0 8$;0 8!9; 8$=6
Rxfd~sgxr fdb Ngjj{denfregd
f$ Skdmfdml{rfd ' Rxfd~sgxrfregd 8$>; 8$89 8$8; 8!85 8$>>
6% Fdml{rfd Xka ' Xfea}fu Rxfd~sgxr 3$33 3$33 3$33 3!33 3$33
8% Fdml{rfd Ofafd Xfuf ' Xgfb Rxfd~sgxr 6$55 6$58 6$58 6!5= 8$33
>% Fdml{rfd Af{r ' ^kf Rxfd~sgxr 3$33 3$33 3$33 3!33 3$33
2% Fdml{rfd {dmfe! Bfdf{ bfd Skdukhkxfdmfd' 3$88 3$86 3$86 3!83 3$88
Edafdb ]frkx Rxfd~sgxr
;% Fdml{rfd [bfxf ' Fex Rxfd~sgxr 3$33 3$33 3$33 3!33 3$33
9% Of~f Skd{dofdm Fdml{rfd ' 3$6> 3$68 3$68 3!68 3$68
^kxyenk~ Faaekb rg Rxfd~sgxr
h$ Lgj{delf~e ' Ngjj{denfregd 3$>2 3$>8 3$>> 3!>; 3$>=
6% Sg~ bfd Rkaklgj{delf~e ' 3$>2 3$>8 3$>> 3!>; 3$>=
Sg~ fdb Ngjj{denfregd
8% Of~f Skd{dofdm Lgj{delf~e ' 3$33 3$33 3$33 3!33 3$33
^kxyenk~ Faaekb rg Ngjj{denfregd
0 Lk{fdmfd! Skx~k}ffd bfd Of~f Skx{~f`ffd 2$>> 2$62 2$3= 2!66 2$68
Iedfdnk! Akf~edm fdm H{~edk~~ ^kxyenk
f$ Hfdl ' Hfdl 3$20 3$2= 3$29 3!2= 3$20
h$ Akjhfmf Lk{fdmfd H{lfd Hfdl ' 3$25 3$2= 3$2; 3!2; 3$29
Dgd Hfdl Iedfdnefa Edrkxjkbefxek~
n$ Of~f Skd{dofdm Lk{fdmfd ' 3$33 3$33 3$33 3!33 3$33
^kxyenk~ Faaekb rg Iedfdnk
b$ k}f Hfdm{dfd ' Akf~edm >$>9 >$83 >$69 >!65 >$60
k$ Of~f Skx{~f`ffd ' H{~edk~~ kxyenk~ 3$33 3$33 3$33 3!33 3$33
5 Of~f * Of~f =$;2 =$>6 =$3; =!39 =$>8
^kxyenk~
f$ Skjkxedrf`fd [j{j ' S{haen Fbjede~rxfregd 9$82 9$63 ;$00 ;!56 9$60
6% Fbjede~rxf~e Skjkxedrf`fd bfd Skxrf`fdfd ' 9$66 ;$50 ;$=9 ;!03 9$3=
S{haen Fbjede~rxfregd fdb Bkikdnk
8% Of~f Skjkxedrf`fd Afedduf ' 3$68 3$68 3$66 3!66 3$66
Gr`kx S{haen kxyenk~
h$ ^}f~rf ' Sxeyfrk 6$>3 6$86 6$60 6!6; 6$62
6% ^g~efa Lkjf~ufxflfrfd ' 3$08 3$=9 3$=; 3!=8 3$=3
^gnefa fdb Ngjj{deru
8% @eh{xfd bfd Xklxkf~e ' 3$39 3$39 3$3; 3!3; 3$3;
Kdrkxrfedjkdr fdb Xknxkfregd
>% Skxgxfdmfd bfd X{jf` Rfdmmf ' 3$28 3$>5 3$>0 3!>0 3$>5
Skx~gdfa fdb @g{~k`gab
SBXH ' MXBS 633$33 633$33 633$33 633!33 633$33
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Rfhka 2$ Be~rxeh{~e Skx~kdrf~k Sxgb{l Bgjk~rel Xkmegdfa Hx{rg Frf~ Bf~fx @fxmf Lgd~rfd 8333
Rfhak 2$ Skxnkdrfmk Be~rxeh{regd gi Mxg~~ Xkmegdfa Bgjk~ren Sxgb{nr Fr Ngd~rfdr Jfxlkr 8333 Sxenk
Dg ^klrgx'^{h klrgx 8339 833= 8330 8335 8363/%
(6% (8% (>% (2% (;% (9% (=%
6 Skxrfdefd 2>$52 2;$33 29$;6 2=!85 2=$2>
Fmxen{ar{xk
f$ Rfdfjfd Hf`fd Jflfdfd ' Iggb Nxgs~ 8>$>; 82$00 8=$3= 80!8; 80$;3
h$ Rfdfjfd Skxlkh{dfd ' K~rfrk Nxgs~ 62$33 6>$=2 6>$>9 6>!65 6>$3>
n$ Skrkxdflfd bfd @f~eaduf ' Aeyk~rgnl ) Sxgb{~r 6$0= 6$06 6$=6 6!9> 6$=2
b$ Lk`{rfdfd ' Igxk~rxu 3$63 3$35 3$3= 3!39 3$39
k$ Skxelfdfd ' Ie~`kxu 2$98 2$25 2$>3 2!6; 2$63
8 Skxrfjhfdmfd bfd Skdmmfaefd 6$9> 6$93 6$;3 6!2= 6$2;
Jeddedm fdb V{fxxuedm f$ Jedufl bfd Mf~ H{je ' Skrxgae{j ) Dfr{xfa Mf~ 3$33 3$33 3$33 3!33 3$33
h$ Skxrfjhfdmfd Rfdsf Jemf~ ' Dgd Dfr{xfa Mf~ 3$>6 3$>3 3$82 3!82 3$8>
n$ Skdmmfaefd ' V{fxxuedm 6$>8 6$>3 6$89 6!8> 6$88
> Edb{~rxe Skdmgaf`fd ;$8; ;$63 2$53 2!=2 2$98
Jfd{ifnr{xedm Edb{~rxek~
f$ Edb{~rxe Jemf~ ' Nx{bk Skrxgak{j ) Dfr{xfa Mf~ 3$33 3$33 3$33 3!33 3$33
6% Skdmeafdmfd Jedufl H{je ' Skrxgae{j Xkiedkxu 3$33 3$33 3$33 3!33 3$33
8% Mf~ Fafj Nfex ' Aev{erk Dfr{xfa Mf~ 3$33 3$33 3$33 3!33 3$33
h$ Edb{~rxe Rfdsf Jemf~ ' ;$8; ;$63 2$53 2!=2 2$98
Dgd Gea*Mf~ Jfd{ifnr{xedm 3 3
6$ Jflfdfd! Jed{jfd bfd Rkjhflf{ 8$69 8$68 8$>0 8!6; 8$3=
8$ Rkl~rea! Hxm$ L{aer ) Faf~ lfle 3$33 3$33 3$33 3!33 3$33
>$ Hxm$ Lfu{ ) @f~ea @{rfd afedduf 8$=3 8$93 8$63 8!60 8$6;
2$ Lkxrf~ bfd Hfxfdm Nkrflfd 3$36 3$36 3$36 3!36 3$36
;$ S{s{l! Lejef ) Hxm$ bfxe Lfxkr 3$38 3$36 3$38 3!38 3$38
9$ ^kjkd ) Hxm$ Mfaefd h{lfd agmfj 3$86 3$83 3$88 3!88 3$88
=$ Agmfj Bf~fx Hk~e ) Hfof 3$33 3$33 3$33 3!33 3$33
0$ Fafr Fdml$! Jk~ed ) Skxfafrfdduf 3$39 3$39 3$39 3!39 3$39
5$ Hfxfdm afedduf 3$30 3$30 3$63 3!63 3$35
2 Ae~rxel! Mf~ bfd Fex Jed{j 3$63 3$63 3$63 3!35 3$35
Kaknrxeneru! Mf~ fdb ]frkx ^{ssau
f$ Ae~rxel ' Kaknrxeneru 3$3= 3$3= 3$39 3!39 3$39
h$ Mf~ Lgrf ' Neru Mf~ 3$33 3$33 3$33 3!33 3$33
n$ Fex Hkx~e` ' Nakfd ]frkx 3$3> 3$3> 3$3> 3!3> 3$3>
; Hfdm{dfd 9$>8 9$89 9$82 9!>> 9$20
Ngd~rx{nregd
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h$ @grka ' @grka 3$32 3$32 3$32 3!32 3$32
n$ Xk~rgxfd ' Xk~rf{xfdr 8$65 8$66 8$3; 6!50 6$5;
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2;
Afdo{rfd Rfhka 2$Ngdred{kb Rfhak 2$
Dg ^klrgx'^{h klrgx 8339 833= 8330 8335 8363/%
(6% (8% (0% (5% (63% (66% (68%
= Skdmfdml{rfd bfd Lgj{delf~e 8$=8 8$90 8$9= 8!95 8$=>
Rxfd~sgxr fdb Ngjj{denfregd
f$ Skdmfdml{rfd ' Rxfd~sgxrfregd 8$>; 8$>3 8$8= 8!8= 8$85
6% Fdml{rfd Xka ' Xfea}fu Rxfd~sgxr 3$33 3$33 3$33 3!33 3$33
8% Fdml{rfd Ofafd Xfuf ' Xgfb Rxfd~sgxr 6$55 6$5; 6$5> 6!52 6$52
>% Fdml{rfd Af{r ' ^kf Rxfd~sgxr 3$33 3$33 3$33 3!33 3$33
2% Fdml{rfd {dmfe! Bfdf{ bfd Skdukhkxfdmfd' 3$8> 3$8> 3$88 3!86 3$88
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;% Fdml{rfd [bfxf ' Fex Rxfd~sgxr 3$33 3$33 3$33 3!33 3$33
9% Of~f Skd{dofdm Fdml{rfd ' 3$6> 3$68 3$68 3!68 3$68
^kxyenk~ Faaekb rg Rxfd~sgxr
h$ Lgj{delf~e ' Ngjj{denfregd 3$>= 3$>0 3$23 3!28 3$22
6% Sg~ bfd Rkaklgj{delf~e ' 3$>= 3$>0 3$23 3!28 3$22
Sg~ fdb Ngjj{denfregd
8% Of~f Skd{dofdm Lgj{delf~e ' 3$33 3$33 3$33 3!33 3$33
^kxyenk~ Faaekb rg Ngjj{denfregd
0 Lk{fdmfd! Skx~k}ffd bfd Of~f Skx{~f`ffd 2$=; 2$9= 2$93 2!;0 2$;9
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^gnefa fdb Ngjj{deru
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n$ Skrkxdflfd bfd @f~eaduf ' Aeyk~rgnl ) Sxgb{~r 6>6$>5 6;8$=3 699$62 6=9!6; 839$=8
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n$ Skdmmfaefd ' V{fxxuedm 290$25 ;>5$65 932$=9 99>!50 =88$32
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n$ Xk~rgxfd ' Xk~rf{xfdr 880$69 822$8; 8=6$;0 802!93 85;$53
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^kxyenk~ Faaekb rg Rxfd~sgxr
h$ Lgj{delf~e ' Ngjj{denfregd >89$53 >;;$55 283$;> 25>!59 ;=>$00
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0 Lk{fdmfd! Skx~k}ffd bfd Of~f Skx{~f`ffd 609$;5 83;$3> 8>3$5= 893!33 80;$52
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5/13/2018 PDRB Bengkayang 2010 - slidepdf.com
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