hazırlık sarf 2011

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    I[I\ICI

    BFDEF FBEDF[

    !FE^DF KKDI[ IB^E%@ ^FKI)

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    >

    FE^DF% EVASFDJF

    BFDEF ^I^@ EH^@

    J``d%` e Pi{ce fss`

    J``d%` ev{` Pi{ce fcf{' fc`pg{' fcfnfb Ei~ci{% mip{%` e`e Pi{ce fsefb

    ~e%` j`d Pi{ce fcfh ~e%` efjd Pi{ce fc`dfh

    J``d%` ev{` niac%` evsdib Pi{ce fsefc`

    J``d%` ev{` niac%` e~si{ib Afh pi{ce fsefc`

    J``d%` ev{` hfjp%` ad Pi{ce fse`pg{ J``d%` ev{` hfjp%` `~s`bkd Pi{ce fsefpfnfb J``d%` ev{` sfbc%` hfjp%` `~s`bkd I~di pi{ce fsefpfnfb

    Fe{%` m`k Pi{ce fs~`h Hfap%` m`k Pi{ce fsef~`h

    Fe{%` a{ Pi{ce fs Hfap%` a{ Pi{ce fsef

    ~e%` ieh~e%` efbhEi~ci{% ee

    Pi{ce fsef ieihPi{ce fsef efbhPi{ce fsefb

    ~e%` dfs Pi{ce fsef idfs` Ei~ci{ k`h%` ef{{i K`{ bf{f pi{ce fsefb

    Ei~ci{ k`h%` hfz` K`{ hfz` pi{c

    e fsefb ~e%` si~ { Bb k`{ pi{ce

    ~e%` efh~k Pi{ce fsefpf efh~v| Ekdii%` `~e%` j`d gb pi{ce fcfh ~e%` sijcd Fh !'ciai) gb pi{ce fcfh

    J``d%` siinnk%` fzzfd Ini`| pi{ce fss`

    J``d%` siinnk%` ~h Hf ini`| pi{ce fss`

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    ID@S@[EI? Iicib` j``ddf{`h eihidi{h ~dbsfh kvdi{ib fe~`df%` evasfd`jfdf{`h`fb`| Bv{h% Bf{ecfb` bvddihedi{h `hnfdfp`h`(9

    % % ? % % ?

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    % % ? % % ? % % ? % % ? % % ? % % ? % % ? % % ? % % ? % % ?

    9 Kv bghvci v `b` f~f{cfh pi{i{dihdik`d`{? [mk fd%@~jiah$ fd%Ej{fcs j i{k`d%Bv{h2Evaieefc Jvc Ikcdkb$ fd%Evnfevd%ejfa{f~ d`%fdjd%Bv{h`d%Bf{e(

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    JDDF[CF ^IP@$ BFPJPFS !NH^PFS) ZF IA@^

    Nfe`

    Efbbf{

    M`k

    Sf~h`pf

    Efbbf{

    M`k

    Ej{fc

    Efbbf{

    M`k

    Nfe`Efhhf~

    M`kf

    Sf~h`pf

    Efhhf~M`kf

    Ej{fcEfhhf~

    M`kf

    Nfe`

    Efbbf{Evasik

    Sf~h`pf

    Efbbf{Evasik

    Ej{fc

    Efbbf{Evasik

    Nfe`

    Efhhf~Evasiki

    Sf~h`pf

    Efhhf~Evasiki

    Ej{fcEfhhf~Evasiki

    Hfj~%`

    Esfbfdd`eEiid%ip{

    Hfj~%`

    esfbfdd`eziacfa

    S[BF BI[@D@BDI[@

    (Ghdi{!b`cfh Jidi F{bfb

    (Ghdi{!b` F{bfb

    (G!K`{ F{bfb

    Ghdi{

    !b`cfh Jidi Bich)

    Ghdi{

    !b` Bich)

    G!K`{ Bich)

    ^`

    !b`cfh Jidi F{bfb)

    ^`

    !b` F{bfb)

    ^fh

    !K`{ F{bfb)

    ^`

    !b`cfh Jidi Bich)

    ^`

    !b` Bich)

    ^fh

    !K`{ bich)

    K`

    Kfh

    Hgs%9?^ip? i) Ej{fc? 9 zi{db$ k) Sf~h`pf !E~fhh)? ; zi{db$ n) Nfe`? ;cfh jidi zi{db(N`h~`pfs? i) Efbbf{? F{bfb zi{db$ k) Efhhf~? C`` zi{db(ia~? i) M`k ' M`kf? >( ia~ !g$ ghdi{)$ k) Evasik ' Evasiki? ;( ia~ !~fh$ ~`)$

    n) Esfbfdd`e? 9( ia~ !kfh$ k`)(Hgs%;?i) J``ddf{cf afe ~ip afe n`h~`pfs afe cf ia~ zi{c{( {( Ej{fc efbbf{ m`k(k) b` ~{i fb`dfh `~`edf{cf ~ip zf n`h~`pfs zi{c{( {( Ej{fc efbbf{(

    n) Sfb ~{i fb`dfh `~`edf{cf ~icfnf ~ip zi{c{( {( Ej{fc(

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    JD FBE S[DF[

    @% C_ FBE

    JD% EV_[ JD% E_

    % % % % % % % % % % % %

    %

    %

    %

    %

    %

    %

    % % % % % % % % % %

    @@% _IE[DF[DF FBE

    JD% EV_[ JD% E_

    @@@% PIH FBE

    JD% EV_[ JD% E_% % % % % % % % % % % % % % % % % % % % % % % % % % % %

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    FE^DF% EVSSI[CF

    9% JD% E_

    EFNAD EIDE

    ;% JD% EV_[

    EFNAD EIDE

    >% EI^CI[%@ MIP[% EE

    ) !

    3% ^E% JD

    ) ! ) ! ) !

    6% ^E% EFJD

    ) ! ) !

    ) !

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    :% JD% EV_[ NIAC% EVSDIB

    EFNAD EIDE

    =% JD% EV_[ NIAC% E^SI[IB

    EFNAD EIDE

    1% JD% EV_[ HFJP% AD

    EFNAD EIDE

    0% JD% EV_[ HFJP%^SBKID

    EFNAD EIDE

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    9% FE[% A_@[

    EFNAD EIDE

    93% HFAP% A_@[

    EFNAD EIDE

    96% ^E% _IEH$ ^E% EFBH$ EI^CI[%@ EE

    ) !

    9:% ^E% DFS

    )

    !

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    9% ^ghv nfefc`d`{?

    i) ^gh ai{j ~ia`a `~f$ ai{fbf~` aijfc`d`{(

    k) ^gh ai{j `ddfsd` `~f$ bfhc`~` aijfc`d`{(

    n) Sf~h`pfdf{cf$ nfe` efbbf{df{cf zf ej{fc efhhf~ evasikici!fjd%` aie~fcf) hh aijfc`d`{(

    (

    )

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    ;% Efaed%de !Defd%j``d` afef gdih j``ddf{)?

    )! !( !( !( )! )))N% EVCIJ !Iphfd%j``d` `df defd%j``d` iph n`h~sfh !fccfd`) gdih j``ddf{)?

    )! !( )! )))@@% EVSFD JDDF[ !Bb ai{jdf{` i{i~hci k`{ zfpi `b` `ddfs ai{j` kvdvhih j``ddf{( C{s

    b~ec{()?

    I% E^D !^icfnf jfd%j``d` `ddfs ai{j` gdih j``ddf{( b` b~ec{()?

    9% E`~d%` zz!Jfd%j``d` !) gdih j``ddf{)?)! !( !( !( )! (((

    ;% E`~d%` p!Jfd%j``d` ! ) gdih j``ddf{)?)! !( !( !( !( )! )))

    K% FNZFJ !^icfnf iphfd%j``d` `ddfs ai{j` gdih j``ddf{( b` b~ec{()?

    9% Fnzfj%` zz!Iphfd%j``d` !) gdih j``ddf{)?)! !( )))

    ;% Fnzfj%` p!Iphfd%j``d` ! ) gdih j``ddf{)?)! !( )))

    N% HB@^ !^icfnf defd%j``d` `ddfs ai{j` gdih j``ddf{( b` b~ec{()?

    9% Hb~% zz!Defd%j``d` !) gdih j``ddf{)?)! !( )))

    ;% Hb~% p!Defd%j``d` ! ) gdih j``ddf{)?)! !( !(

    )))C% DFJJ !Bb ai{jdf{` i{i~hci `b` `ddfs ai{j` kvdvhih j``ddf{( b` b~ec{()?

    9% Dfjj%` efj{b !Jfd%j``d` `df defd%j``d` `ddfs ai{j` gdih j``ddf{)?

    )! !( )! )))

    ;% Dfjj%` eib{h !Iphfd%j``d` `df defd%j``d` `ddfs ai{j` gdih j``ddf{)?

    )! !( )))

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    ;:

    AFE_FHH S[DF[

    Ai{fbfd` gdih fd`jf afef cfh`{(Fd`j !) cfc``e` ai{j `~f$ ci`ei ~b`hc`{(b` s{d afef zi{c{? i) Afef%` Zi~d$ k) Afef%` Bis(

    I% AFE_F% ZI^@D ! )Kidihmsi gbvhih$ hnfb` bfd`efcfh mf`dc``hcf gbvheipih afefpf

    afef%` zi~d cfh`{(

    Afef%` zi~d bfd`efh`h ~icfnf kihci kvdvhv{2 g{si~hci zfpi ~ghvhcikvdvhei(

    Afef%` zi~ddi{vhdi{c{?

    9% Fd`jde !ai{j%` si{j)h kihcib` afef !Efjsa)

    )

    !

    !(

    (;% A~ `~e%` efz~ddf{`h kihcib` afefdf{!Efjsa)

    !( ) ! ) ! )>% ^d~ enf{{fc j``ddf{`h fe{%` a{di{hh kihcib` afefdf{!Iphfd%j``d`

    cieefd` `~f eicee2 jfsaid zfpi bf~{fd` `~f efb~{)

    )

    !

    (

    3% Afef `df kidipih ave~ zf ~c~ j``ddf{`h e$ ei~ci{ zf fe{%`a{di{hh kihcib` afefdf{!Efb~v{2 e` efnadcf eicee)

    !(

    (

    6% Iicib` `~`edf{`h kihcib` afefdf{

    %!( % % % % ) !% ) !% % % % % % )

    K% AFE_F% BIS@ ! )Afe kidihmsi afe cf hnfb` bfd`efcfh mf`dc``hcf gbvhih afefpf

    afef%` bis cfh`{(

    Bfd`efh`h kihci kvdvhih afefdf{cfh afef%` zi~d gdeipihdi{$ afef%`bisc{(

    Bfd`efh`h g{si~hci zf ~ghvhci kvdvhih ksh afefdf{$ afef%` bisc{(

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    AFE_FHH PI_@D@@

    Afefh`h pidpdi `dm`d` mhecf pipmh k`{ fb`dcf vpmvdihih k`{sibebv{iddi{ zi{c{( Kvhdi{$ afefh`h bfd`efh`h kihci$ g{si~hci zfpi ~ghvhcikvdvhei~hi m{f v fb`dcf sf~|`s fc`de`s`{?

    I% BFDEFHH KI@HCI

    Bfd`ef kihci kvdvhih afefh`h hnfd`bdf afef%` zi~d e pgb~i afef%`bis e gdcvv sf~|`s fc`d`{?

    9% Afef%` Zi~d

    Bfd`efh`h kihci kvdvhih afef afef%` zi~d `~f$ bis `i{fs` gdeib~h~icfnf fd`j !) fbd`hcf pid{( Pvbi{cib` afef%` zi~d {hfbdf{`hcf gdcvv m`k`(

    Ki b`si|di{ `df Bv{h% Bf{e aisdi{hci f{`hf zi~df !) `i{fs`h`h bghvdcvv

    ci m{d{(;% Afef%` Bis

    Bfd`efh`h kihci kvdvhih afef afef%` bis `~f$ bis `i{fsd` fd`j fbd`hcfpid{?

    i) Afef cieefd` zfpi jfsaid `~f$ bis `i{fs` fd`j`h ~shf ! )2

    k) Afef bf~{fd` `~f$ bis `i{fs` fd`j`h idshi ! ) pid{?

    ) ! ) ! ) ! ( !

    ) Hgs? Kihci afef%` bis kvdvhih bfd`efdf{`h hhf !

    ) fcisdi{ mfd~f k`df p`hf pvbi{cib` bv{id vpmvdih{( ~s`~h? ! ))) )

    K% BFDEFHH G[SI^@HCI

    Bfd`efh`h g{si~hci kvdvhih afefh`h ai{fbf~` `df k`{ hnfb` ai{j`h ai{fbf~`

    evbipf~f fc`d`{2 aihm`~` ciai bvzzfsd` `~f$ afef$ g ai{fbfpf vpmvh cf~sfb f{`hfpid{(

    Ai{fbfdf{`h bvzzfs kibehcih ~{idiei~$ bvzzfsd`cfh ipji cg{v$ pdfc`{?9% Bf~{f !Cf~sf`? P'c`'hfk{i)$ ;% Cieef !Cf~sf`? Zz)$ >% Jfsai !Cf~sf`? Fd`j)23% ^bh(

    ('' '')

    )

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    fd cv{vedi{?

    9% Fd`jsfh ~gh{i mfdfh jfsaid afef$ cf~sfb~` gdi{ib ~is{ f{`hf pid{?

    (

    ;% ^b`h zzcih ~gh{i mfdfh jfsaid zfpi cieefd` afef$ cf~sfb~` gdi{ib ~is{f{`hf pid{?

    )>% ^b`h pcih ~gh{i mfdfh jfsaid zfpi cieefd` afef$ c` f{`hf pid{?

    )

    N% BFDEFHH ^GHVHCI

    Bfd`efh`h ~ghvhci kvdvhih afef$ k`{ hnfb` ai{j`h ai{fbf~`hf vpmvh cf~sfb

    f{`hf pid{( K`{ hnfb` ai{j ~b`h `~f$ cf~sfb~` pid{?

    )

    fd cv{vedi{?

    9% Bfd`efh`h ~ghvhci ~b`h ai{jsfh ~gh{i `b` ~shd afef mfd`{~f$ kibd{?

    i) Ff{ afefcfh hnfb` ai{j$ bfhc`~`hcfh ~gh{ib` ai{jf k`s`fk`dfhai{jdf{cfh `~f$ afef c` f{`hf pid{?

    )k) Ff{ afefcfh hnfb` ai{j bfhc`~`hcfh ~gh{ib` ai{jf k`s`efpfh

    ai{jdf{cfh !) `~f$ afef cf~sfb~` pid{$ ghcih ~gh{i ci `b` ~shfd`j` pid{(

    )n) Ff{ afefcfh hnf fd`j zi{~i$ `b` ~sh afefh`h f{`hf pi d{$ fd`j

    mfs`{`def(

    );% Fd`j f{`hf pidih afefcfh ~gh{i sf~h`pf fd`j` mfd`{~f$ kibd{?

    i) Ff{ bfd`ef `~`e `~f$ afef %fd`j `df k`{d`bsf% efc `i{fsd` fd`j gdi{ibpid{(

    )k) Ff{ bfd`ef j``d `~f$ afef gdcvv m`k` bid{$ bfhc`~`hcfh ~gh{i ci

    sf~h`pf fd`j` pid{(

    (

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    EFAE_ JD

    ( !@% SI[J ZF S[DF[

    Bb ai{jdf{`hcfh k`{` afef gdih j``ddf{f efae cfh`{(

    s{d efae j``d zi{c{?

    9% Efaed%j !)Jfd%j``d` !9( bb ai{j`) afef gdih j``ddf{f efaed%j cfh`{(

    )! !( !( !(

    !( )));% Efaed%iph !)Iphfd%j``d` !;( bb ai{j`) afef gdih j``ddf{f efaed%iph cfh`{(

    )! )! !( !( )))

    >% Efaed%de !)

    Defd%j``d` !>( bb ai{j`) afef gdih j``ddf{f efaed%de cfh`{(

    )! !( !( )! !( )))

    @@% ^D^ ENF[[FC KKDI[CI BVDDIH@E@

    Efae j``ddf{`h bvddihdc ~d~ enf{{fc kkdi{hpdf sikdgdis{ik`d`{`?

    !!)(!(!(!(!(? %%?%% %%? %%

    @@@% EFAE_ JDDF[H FBEHCF CBBIS FCDFNFB AV^V^DI[

    9% Efaed%iph zf efaed%de j``ddf{$ s|b ~d`e j``ddf{ m`k` fb`d`{2 a`k`{cf``bd`b pi|dei( ^icfnf afefh`h eia{fn`hcfh biphibdihih k`{ sfdijjv g{dvv

    zi{c

    {(;% Efaed%j j``ddf{`h fb`e`hcf c`bbis fc`def~` mf{fbfh sfb k`{ bv{id zi{c{?

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    >( bb ai{j`) iph n`h~sfh gdih j``ddf{fevciij zfpi evcij cfh`{(

    )! !( )! )))@@% ^D^ ENF[[FC KIKDI[@HCI BVDDIH@E@

    Evciij j``ddf{`h bvddihdc ~d~ enf{{fc kkdi{hpdf sikdgdis{ik`d`{`?

    )!)!)!)!)!)!

    %% % %

    %%%%

    @@@% EVCIIJ JDDF[H FBEHCF CBBIS FCDFNFB AV^V^DI[

    Evciij j``ddf{`h fb`e`hcf `ce bv{iddi{hi c`bbis fsefb mf{fb`{2 c`f{av~v~di{$ kvhdi{h ~ghvdi{c{(

    I% CE ZF S[DF[ ? (

    ce? Iph n`h~sfh gdih `b` ai{jsfh k`{`h` c`f{`h`h ``hf ~gbeibs{(

    ce$ zn`k !g{vhdv)$ n` !gd~i ci gdv{$ gdei~i ci gdv{) zf eesfh`!`ebh~) gdeib f{f b~ei ip{d{?

    9% Zn`k ce

    K`{ bfd`efcf iph n`h~sfh `b` ai{j |f |ff mfd`{2 `b`~` cf ai{fbfd` gdv{~i zfpik`{`hn`~` ~b`h$ `b`hn`~` ai{fbfd` gdv{~i$ `ce zn`k gdv{(

    E`~d%9? ! ! ) i~dhci ) `c`( K`{ bfd`efcf iph n`h~sfh `b` ai{j |f |ff mfd`|`b`~` cf ai{fbfd` gdcvv ``h `ce pi|eib zn`k gdcv( ce pi|eib ``h k`{`hn`cdh ai{fbf~`h` aijfss`b? ! )) gdcv ed bv{idhcih cgdip fccfdfp`| sfb ai{jpicb? ! )) gdcv

    )E`~d%;? ! ! ) i~dhci ) `c`( K`{ bfd`efcf iph n`h~sfh `b` ai{j |f |ff mfd`|

    `b`~` cf ai{fbfd` gdcvv ``h `ce pi|eib zn`| gdcv( ce pi|eib ``h k`{`hn`

    cd

    h ai{fbf~`h` %`b` ~b`h pih pihi mfdefef~` ``h aijfsefp`|% eef zf{c`b? ! ))gdcv ed bv{idhcih cgdipfccfdfp`| sfb ai{j picb? ! )) gdcv

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    >=

    );% N` ce

    K`{ bfd`efcf iph n`h~sfh `b` ai{j |f |ff mfd`{2 k`{`hn`~` ai{fbfd`$ `b`hn`~`

    ~bh%` {

    `df ~b`h gdv{~i$ `ce n` gdv{(E`~d? ! ' ' ' ) i~dhci ! ) `c`( J``d%` ev{` niac%` evsdib

    pi|eib ``h kihi ! ) mfs`{c`b? ! ) gdcv( K`{ bfd`efcf iph n`h~sfh `b` ai{j |f|ff mfd`| k`{`hn`~` ai{fbfd`$ `b`hn`~` ~bh%` { `df ~b`h gdcvv ``h `ce pi|eibn` gdcv( ce pi|eib ``h k`{`hn` cdh ai{fbf~`h` eef zf{c`b? ! )) gdcv b`~b`h`h pih pihi mfdef~` !`ds`b%` ~b`hfph ' `ns`e%` ~b`hfph) n` gdeichcih`b`hn` cdi ai{fbf zf{efe` mf{fbs`?

    i) Fh aij`j ai{fbf !faijjvd%ai{fbs) gdcvv ``h jfsai zf{c`b? ! ) gdcv2k) Iphfd%j``d`hf vp~vh c`pf cieef zf{c`b? !

    ) gdcv2 !Kv b ~icfnf ~d~

    enf{{fc 9( kkcih mfdfh j``ddf{cf vpmvdih{()n) ^b`h ai{fbfdfhfnf` ieih bf~{f `df ai{fbfdfh`{ ! ? )

    b`cf~`hnf bf~{f zf{c`b? ! )) gdcvc) Kv m`k` cv{vedi{ci `ce pi|eieib ci n` gdcvvhcih `ce~ ad`pdf

    cf ~pdfc`b? ! )) gdcv %

    )

    Hgs? Kv cv{ve !iph n`h~sfh `b` ai{j`h |f |ff mfd`| k`{`hn`~`h`h ai{fbfd`$`b`hn`~`h`h ~bh%` { `df ~b`h gdei~)$ ~icfnf efne ev{`df{`h ~ghvhi ibie`{ k`s`efpfh pf{df{` ! ) `df fe{%` a{h ej{fc efbbf{evasik ! )hci efpcihi mfd`{(

    >% Eesfh` ce

    K`{ bfd`efcf iph n`h~sfh `b` ai{j |f |ff mfd`{2 k`{`hn`~` ai{fbfd`$ `b`hn`~`~bh%` i~d !~bh%` de) `df ~b`h gdv{~i$ `ce eesfh` gdv{2 pi|dei(

    !?) ((( !?) )))

    )?! )?! !?) !?) )K% CF[ AV^V^DI[

    9% J``d%` eh`h fe~`df%` evssi{`cf~` fb`d`{bfh !)pf bici{ fccfd` fb`d`{(!)cfh `s`ki{fh fccf kgvdv| ~ghvhi bici{fccf~` fb`d`{(

    ;% J``d%` ev{`h`h fe~`df%` evssi{`cf~` fb`d`{bfh ~icfnf !) `df !)cf fccfkgvdv{2 c`f{df{` fccfd` fb`d`{(

    >% Sfjd zf sfjivd kkdi{$ s|b ~d`e j``ddf{ m`k` fb`d`{2 af{aihm` k`{

    cf``bd`b pi|dei(

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    >1

    EVCIIJJDDF[H

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  • 8/3/2019 Hazrlk Sarf 2011

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    :% JD% EV_[ NIAC% EVSDIB

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  • 8/3/2019 Hazrlk Sarf 2011

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    :3

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  • 8/3/2019 Hazrlk Sarf 2011

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    :6

    :% JD% EV_[ NIAC% EVSDIB

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  • 8/3/2019 Hazrlk Sarf 2011

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    ::

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  • 8/3/2019 Hazrlk Sarf 2011

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    :=

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    :1

    KFHN KKCIH HB@^ JDDF[HFE^DF% EVSSI[CF^

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  • 8/3/2019 Hazrlk Sarf 2011

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    :0

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  • 8/3/2019 Hazrlk Sarf 2011

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    =3

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  • 8/3/2019 Hazrlk Sarf 2011

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  • 8/3/2019 Hazrlk Sarf 2011

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  • 8/3/2019 Hazrlk Sarf 2011

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  • 8/3/2019 Hazrlk Sarf 2011

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  • 8/3/2019 Hazrlk Sarf 2011

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