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IKP [eclkeh Mlhki Afefck~ C~kkthec}
I~kk Kmjejahm Pjek [eclkeh N{}hek}} lf} f fyj~fngk ckjc~frlhmfggjmfthje' nkhec }ht{ftkd he tlk mket~fg sk}t rf~t j tlk ^kr{nghm j Ajgdjyf'
mgj}k tj tlk nj~dk~ shtl jafehf% Ht h} fe jrke shedjs tj K{~jrk he tk~a} j
n{}hek}} jrrj~t{ehthk}% Sk f~k gjmftkd ft tlk m~j}}~jfd} j af`j~ t~fe}rj~t
~j{tk} gheohec ^jafehf' MH] fed K{~jrkfe mj{et~hk}%
Heyk}taket fdyfetfck} fed jrrj~t{ehthk}0
Tk~~htj~hfg r~j|hahtx tj ^jafehf ,sk}t cftk j Ajgdjyf( tlft fmhghtftk}'
}hcehmfetgx' tlk kmjejahm ~kgfthje} shtl tlk ekhclnj~hec mj{et~x'
Mjeykehket he~f}t~{mt{~k gjmfthje' ft tlk hetk~}kmthje j tlk afhe lhclsfx} fed K{~jrkfe fed {}}hfe!
txrk ~fhgsfx ghek}? cf}' }ksk~fck' kgkmt~hm rjsk~ ektsj~o}'
Fmmk}} tj tlk ~hyk~ rj~t fed hetk~efthjefg ~jfd}'
Hed{}t~hfg r~jd{mthje }rfmk fed fyfhgfngk gfed'
Mgj}k gjmfthje j m{}tja} jimk}% Nj~dk~ m~j}}hec ~jfd ,]m{gkeh( fed ~fhgsfx ,[eclkeh(%
Tf| fed m{}tja} fmhghthk}0
K|karthje ~ja m{}tja} d{thk} je harj~t fed k|rj~t'
Pk~j YFT ~ftk'
]tftk c{f~fetkk} j~ 62 xkf~}'
R~jartek}} j harj~t!k|rj~t r~jmkd{~k}'
K|karthje ~ja hemjak tf|%
Chyke tlk fnjyk dftf' I~kk Kmjejahm Pjek [eclkeh N{}hek}} h} jek j tlk aj}t ftt~fmthyk ~kk pjek} j
tlk ^kr{nghm j Ajgdjyf%
Shtl ax i{gg mjedhdk~fthje'
Eftfghf Hkr{~f}
Tlk Mlhki Afefck~ ji IKP [eclkeh N{}hek}}
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IKP [eclkeh Jik~
Jk~ ej% 6' IKP [eclkeh!N{}hek}}
N{hgdhec0 ^kfg k}tftk lfecf~ fmhghtx gjmftkd je r~hyftk gfed j 6%> lf' f aktfg mje}t~{mthje ,lfecf~(
Tlk f~kf j r~jd{mthje fed }tj~fck }rfmk h} ;>2 a>
Tlk n{hgdhec ~kv{h~k} hetk~efg m{~~ket ~krfh~ sj~o}
Tlk ~jj h} afdk j }gftk
K|h}thec he~f}t~{mt{~k0
Tlk n{hgdhec h} mjeekmtkd tj tlk kgkmt~hm rjsk~ }{rrgx ektsj~o >>2*= j n{hgdhec f~kf h}0 6 K[^*ajetl
Tlk gkf}k kk j~ 6 a> j gfed gjt h}0 6 K[^*xkf~
Mjetfmt hej~afthje0
]fadj~hf Gtd
Tkg%0 ,/=3= >=9( > =< 2>Jk~ ej% >' IKP [eclkeh!N{}hek}}
N{hgdhec0
^kfg k}tftk ,~k~hck~ftj~ fmhghtx( gjmftkd je r~hyftk gfed shtl f~kf j 2%6; lf
Tlk n{hgdhec h} afdk j je mjem~ktk mjg{ae} fed mjem~ktk rfekg}
Tlk f~kf j r~jd{mthje fed }tj~fck }rfmk gjmftkd je tlk ~}t jj~ h} 6'=
Tlk f~kf j jimk }rfmk ,fddhthjefg }rfmk( h} 62> a>
Tlk f~kf j r~jd{mthje fed }tj~fck }rfmk gjmftkd je tlk }kmjed jj~ h} >9< a>
Tlk n{hgdhec ~kv{h~k} hetk~efg m{~~ket ~krfh~ sj~o}
Tlk ~jj h} afdk j ~{nnk~x fed ~kv{h~k} m{~~ket ~krfh~ sj~o}
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K|h}thec he~f}t~{mt{~k0
Tlk n{hgdhec h} mjeekmtkd tj tlk kgkmt~hm rjsk~ }{rrgx ektsj~o >>2*=2 a
Tlk fd`fmket gfed h} rfykd
Tlk ~fhgsfx h} gjmftkd mgj}k tj tlk n{hgdhec
Mjedhthje}0 Tlk gkf}k kk j~ 6 a> j n{hgdhec f~kf h}0 6!6%> K[^*ajetl
Tlk gkf}k kk j~ 6 a> j gfed gjt h}0 6!6%> K[^*xkf~
Mjetfmt hej~afthje0
[ehje j Mje}{ak~ Mjjrk~fthyk} [eclkeh [MJJR
Tkg%0 ,/=3= >=9( > ;4 2 lf
Tlk n{hgdhec h} afdk j ghak}tjek fed mjem~ktk rfekg}
Tlk f~kf j r~jd{mthje fed }tj~fck }rfmk h} =8= a>
Tlk n{hgdhec ~kv{h~k} hetk~efg m{~~ket ~krfh~ sj~o}
Tlk ~jj h} afdk j }gftk
K|h}thec he~f}t~{mt{~k0 Tlk n{hgdhec h} mjeekmtkd tj tlk kgkmt~hm rjsk~ }{rrgx ektsj~o >>2*=2 aa(
Tlk n{hgdhec h} ejt mjeekmtkd tj tlk eft{~fg cf} rhrkghek? tlk mjeekmthje dh}tfemk 62 a
Tlk fd`fmket gfed h} rfykd
Tlk ~fhgsfx h} gjmftkd ft f dh}tfemk j 622 a ~ja tlk n{hgdhec
Mjedhthje}0
Tlk gkf}k kk j~ 6 a> j n{hgdhec f~kf h}0 6!6%> K[^*ajetl
Tlk gkf}k kk j~ 6 a
>
j gfed gjt h}0 6!6%> K[^*xkf~
Mjetfmt hej~afthje0
Hedhyhd{fg jsek~}lhr
Tkg%0 ,/=3=( 98 42 43
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Jk~ ej% 4' IKP [eclkeh!N{}hek}}
N{hgdhec0
^kfg k}tftk gjmftkd je r~hyftk gfed shtl f~kf j 2%=2 lf
N{hgdhec ,mf~ cf~fck( afdk j ghak}tjek
Tlk f~kf j }tj~fck }rfmk h} =34 a>
Tlk n{hgdhec ~kv{h~k} hetk~efg m{~~ket ~krfh~ sj~o}
Tlk ~jj h} afdk j }gftk
K|h}thec he~f}t~{mt{~k0
Tlk n{hgdhec h} mjeekmtkd tj tlk kgkmt~hm rjsk~ }{rrgx ektsj~o >>2*=2 aa(
Tlk n{hgdhec h} ejt mjeekmtkd tj tlk eft{~fg cf} rhrkghek? tlk cf} rhrkghek ~{e} fgjec tlk k|h}thec kemhec
Tlk ~fhgsfx h} gjmftkd ft f dh}tfemk j 62 a ~ja tlk n{hgdhec
Mjedhthje}0
Tlk gkf}k kk j~ 6 a> j n{hgdhec f~kf h}0 6!6%> K[^*ajetl
Tlk gkf}k kk j~ 6 a> j gfed gjt h}0 6!6%> K[^*xkf~
Mjetfmt hej~afthje0
Hedhyhd{fg jsek~}lhr
Tkg%0 ,/=3=( 98 >; 92 68
Jk~ ej% ;' IKP [eclkeh!N{}hek}}
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Rf~t j tlk HH jj~ j tlk fdaheh}t~fthyk n{hgdhec
Jimk }rfmk
Nf}kaket' }tj~fck
N{hgdhec0
^kfg k}tftk gjmftkd je r~hyftk gfed shtl f~kf j 6%3 lf
Tlk n{hgdhec h} afdk j je mjem~ktk mjg{ae} fed mjem~ktk rfekg} Tlk f~kf j r~jd{mthje fed }tj~fck }rfmk gjmftkd je tlk ~}t jj~ h} 4'43= a>
Tlk f~kf j jimk }rfmk ,fddhthjefg }rfmk( je tlk }kmjed jj~ h} 3;= a>
Nf}kaket }tj~fck shtl fe f~kf j 9=6 a>
Tlk n{hgdhec ~kv{h~k} hetk~efg m{~~ket ~krfh~ sj~o}
K|h}thec he~f}t~{mt{~k0
Tlk n{hgdhec h} mjeekmtkd tj tlk kgkmt~hm rjsk~ }{rrgx ektsj~o >>2*=2 aa(
Tlk n{hgdhec h} mjeekmtkd tj tlk eft{~fg cf} rhrkghek ,dhfaktk~ ;2 aa( Tlk fd`fmket gfed h} rfykd
Tlk ~fhgsfx h} gjmftkd mgj}k tj tlk n{hgdhec
Mjedhthje}0
Tlk gkf}k kk j~ 6 a> j n{hgdhec f~kf h}0 6!6%> K[^*ajetl
Tlk gkf}k kk j~ 6 a> j gfed gjt h}0 6!6%> K[^*xkf~
Mjetfmt hej~afthje0
''Fec~jmjak~ K}t Yk}t @]M
Tkg%0 ,/=3= >=9( > =2 96
Dh~kmtj~0 Cfyh{m Feftjghk' mkgg rljek0 ,/=3=( 38 3> 39 8=
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Jk~ ej% 9' IKP [eclkeh!N{}hek}}
N{hgdhec0
R~hyftk gfed j 2%>2* = j n{hgdhec f~kf h}0 6!6%> K[^*ajetl
Tlk gkf}k kk j~ 6 a> j gfed gjt h}0 6!6%> K[^*xkf~
Mjetfmt hej~afthje0
]hednfd Gtd
Tkg%0 ,/=3= >>( ;4 84 >=
Jk~ ej% 3' IKP [eclkeh!N{}hek}}
N{hgdhec0
R~hyftk ~kfg k}tftk gjmftkd je =%32 lkmtf~k} j }tftk!jsekd gfed
Tlk~k f~k tsj ~fhgsfx ghek} shtl f gkectl j 3;9 a 42+ j tlk gfed h} rfykd shtl mjem~ktk rgftk}
Tlk~k f~k0
f lkfyx skhclhec afmlhek =2 tje}
f n~hmo n{hgdhec mjyk~kd shtl mjem~ktk rgftk} {edk~ tlk sf~klj{}k 422 a>
f mjem~ktk rgfet
f m~fek j~ sfcje} {egjfdhec
aktfg tfeo} j~ mkaket }tj~fck
K|h}thec he~f}t~{mt{~k0
Tlk~k h} f rjsk~ dh}t~hn{thje `jhet >>2*= j n{hgdhec f~kf h}0 6!6%> K[^*ajetl
Tlk gkf}k kk j~ 6 a> j gfed gjt h}0 6!6%> K[^*xkf~
Mjetfmt hej~afthje0]tftk!jsekd gfed IKP [eclkeh N{}hek}}
Tkg%0 ,/=3= >=9( <
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