P}b{igda Hvd}f{ § ;522 2 @bu{g`l{d ;6? Bd l{gfd}bi#{va mfbif{ ]hf ql{m l{gfd}bi mfp`fdmp n{lc }hf Gdml# Fv{lufbd (GF' {ll} f{#2 qhg`h cfb dp ’}l cl~f) pf} gd cl}gld$– 2 Bclda g}p ub{ldwcp b{f }hf ql{mp l{gagdbi ) l{gfd} ) bkl{}(gld' ) hl{cldf ) fb{dfp} ) {gpf ) {fb{ (}l `b{f nl{ b `hgim l{ `hgim{fd mv{gda }hf fb{iw p}bafp ln ignf: }l ign} vu{gah}: {bgpf: }l kvgim: }l f{f`}') bp qfii bp b{f bd m b { } (kl}h ln qhg`h b{f `ldovab}fp ln }h f ~f{k ‘}l kf ‗ '$ ]hf ql{m { va mfp`fdmp n{lc }hf GF {ll} {fvf# ; qhg`h cfbdp ’}l pcbph) jdl`j mlqd) }fb{ lv}) mga vu) vu{ll}$– ; Ub{ldwcp gd`ivmf {ba) {bkkif (Bd g{ld kb{ vpfm }l p}g{ bdm pjgc cli}fd g{ld gd uvmmigda' ) {vgd) {lv ah) {vbdb (b uld`hligjf ab{cfd}) lufd gd n{ld}' ) {vab (B nlim) `{fbpf) l{ q{gdjif) bp gd }hf igdgda ln }hf p}lcb`h') {valpf (hb~gda cbdw q{gdjifp l{ `{fbpfp: {gmafm l{ q{gdjifm' bdm `l{{vab}f $ ]hf ql{m mfbif{ mfp`fdmp n{lc }hf GF {ll} mbgi# qhg`h cfbd p ’}l mg~gmf– bdm n{lc qhg`h bipl mfp`fdm ngiif{ (b vdg} ln `v{{fd`w gd Hvdab{w' ) l{mfbi) bd m ng{jgd (b pcbii qllmfd kb{{fi l{ `l~f{fm ~fppfi'$ 0 ]HFCFP? B ~f{w gd}f{fp}gda mg`hl}lcw gp buub{fd} hf{f kf}qffd [BGPGDA b dm JDL@JGDA MLQD $ ]hf ql{m {fb{ gp b ub{ldwc ln l{gfd}bi $ Bclda }hf mfngdg}gldp ln {fb{ b{f ’ }l `b{f nl{ (`hgim{fd l{ b `hgim' mv{gda }hf fb{iw p}bafp ln ignf: k{gda vu–) ’}l ign} vu{gah}) {bgpf–) bdm ’}l kvgim: f{f`}$– = Gd cb{jfm `ld}{bp} gp {fvf#; ) }hf {ll} ln { va ) qhg`h cfbdp ’}l pcbph) jdl`j mlqd) }fb{ lv}) mga vu) vu{ll}$– 2 Qb}jgdp) @$ (;555') ]hf Bcf{g`bd Hf{g}baf Mg`}gldb{w ln Gdml#Fv{lufbd [ll}p) U$ ;0 ; Qb}jgdp) @$ (;555') ]hf Bcf{g`bd Hf{g}baf Mg`}gldb{w ln Gdml#Fv{lufbd [ll}p) U$ 12 0 Qb}jgdp) @$ (;555') ]hf Bcf{g`bd Hf{g}baf Mg`}gldb{w ln Gdml#Fv{lufbd [ll}p) U$ 2= = h}}u?,,fmv`b}gld$wbhll$`lc,{fnf{fd`f,mg`}gldb{w,fd}{w,{fb{\;