Ficha Probabilidades - Tarefas DGIDC

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5

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I s~n ceihqnen ç dnaàc s~n i hûdn}i an fchìcdnhqiu c~dnhqc9

=( @dcl`hc s~n qnhu hc dåi ~dc dinac an ~d n~}i(

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1

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Qc}nbc 5 ― I s~n à dcù w}irãrnf9

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cecui& i hidn an ~d cf~hi wc}c s~n rã ci s~ca}i }nuifrn} ~d w}imfndc(Hc w}õz`dc àc ci s~ca}i;

3(3( À dcù w}irãrnf s~n unkc unfneeìhcai ~d }cwc{ i~ ~dc }cwc}`lc9

3(=( À dcù w}irãrnf s~n i cf~hi qnhjc ifjiu ecuqchjiu i~ an i~q}c ei}9

3(5( À dcù w}irãrnf s~n i cf~hi unkc fi~}i i~ håi unkc fi~}i9

=( A~}chqn 57 c~fcu eihune~q`rcu i anfnlcai an q~}dc aneà`~ }nlùqc} h~dc bifjc i q`wi ancf~hi unfneeìhcai *undw}n unfneeìhchai ci cecui)( ]nw}nunhqi~ wi} ~d 3 undw}n s~n

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Bi}cd imqàiu iu unl~`hqnu }nlùqiu;




2

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<

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3(=(=( M; an ~d hûdn}i dcì} ai s~n :?

3(=(5( E; an ~d hûdn}i hnlcq`ri?

3(=(1( A; ai hûdn}i 3=?

3(=(>( N; an ~d hûdn}i dnhi} ai s~n 3=(

3(5( Efcuu`bèc iu ceihqne`dnhqiu chqn}ì}nu nd nfndnhqc}nu& håi nfndnhqc}nu& en}qiu&

`dwiuuärnù& wiuuärnù dcu håi en}qiu(

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=(=( Un c nzq}ceìåi bi} bn`qc und }nwiu`ìåi aiu mn}f`hanu hi ucei& s~n nuwcìi an }nu~fqcaiuun cuuie`c ç nzwn}`ëhe`c9

5( @dcl`hc s~n rcù nzq}c`} cfncqi}`cdnhqn 5 mn}f`hanu an ~d ucei eid 5 mn}f`hanurn}dnfjiu n = c{~ù(

5(3( Un c nzq}ceìåi bi} bn`qc }nwihai iu mn}f`hanu hi ucei& s~n nuwcìi an }nu~fqcaiu uncuuie`c c nuqc nzwn}`ëhe`c9

5(=( Un c nzq}ceìåi bi} bn`qc und }nwiu`ìåi aiu mn}f`hanu hi ucei& s~n nuwcìi an }nu~fqcaiuun cuuie`c ç nzwn}`ëhe`c9

Ceihqne`dnhqi ― À ~d }nu~fqcai i~ ~d eihk~hqi an }nu~fqcaiu ai nuwcìi an}nu~fqcaiu( S~chai iu ceihqne`dnhqiu uåi eihuq`q~äaiu wi} ~d ûhèi}nu~fqcai& a`{nd$un ceihqne`dnhqiu nfndnhqc}nu(



Qc}nbc > ― ]nl}

3( Fchìi~$un ~d acai ns~`f`mai{n bcenu `l~cù) eid cu

3(3( Ecfe~fc c w}imcm`fàcan a

3(3(3( ~d hûdn}i wc}?

3(3(=( ~d hûdn}i dcì} ai s

3(3(5( ~d dûfq`wfi an 2?

3(3(1( i hûdn}i 35?

3(3(>( ~d hûdn}i dnhi} ai s

3(=( A`{& k~uq`bèchai& un uåi r

3(=(3( Iu ceihqne`dnhqiu ‖uc`*ns~`w}irãrnù)?

3(=(=( Uc`} ~d hûdn}i w}`di

=( Ecfe~fc c w}imcm`fàcan anec}qcu an ecac hc`wn)& uc`}

=(3( ~dc ec}qc an eiwcu?

=(=( ~d }n`?

=(5( ~dc ec}qc w}nqc(

]nl}c an Fcwfcen $ Un qiawiuuärnù c w}imcm`fàcanà `l~cf ç }c{åi nhq}n i hûd

ceihqne`dnhqi) n i hûdn}

C w}imcm`fàcan wian un} nwn}enhqclnd(


:

an Fcwfcen

}cai eid c bi}dc an ~d aianecna}i *wif`nbcenu h~dn}cacu an 3 c 3=(

n uc`};

n 1?

~n 3>(

n}acan`}cu i~ bcfucu cu unl~`hqnu cb`}dcìþn

} bcen 5— n ‖uc`} bcen 2— uåi `l~cfdnhqn w}ir

qåi w}irãrnf eidi uc`} ~d hûdn}i ädwc}(

ci nzq}c`}& ci cecui& ~dc ec}qc an ~d mc}cf;

u iu }nu~fqcaiu an ~d nuwcìi an }nu~fqcaian ~d ceihqne`dnhqi cuuie`cai c nuun nuwn}i an ecuiu bcri}ãrnù *}nu~fqcaiu ei}}nu

an ecuiu wiuuärnù *nfndnhqiu ai nuwcìi

ue}`qc hc bi}dc an b}ceìåi& hc bi}dc ane`dc


}i }nl~fc} eid

u;

rnù

i an 17 ec}qcu *37

uåi `l~cfdnhqncìi an }nu~fqcaiuwihanhqnu ci

an }nu~fqcaiu)(

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0

5( Uim}n i fchìcdnhqi an ~d acai eûmèi ns~`f`m}cai nue}nrn ceihqne`dnhqiu s~n qnhjcdw}imcm`fàcan;

1( ]èop à ~d kirnd jifchaëu s~n& undw}n s~n rc` c ~dc eàcan eid dnq}iwif`qchi& liuqcan rù`qc} n biqil}cbc} qiacu cu nuqcìþnu( Hi}dcfdnhqn nueifjn an diai cfncqõ}ì cnuqcìåi ihan eidnìc c u~c r`clnd( ]èop rù`qi~ c eàcan an Fùmic hi dëu wcuucai(

Nd Fùmic& c }nan an dnq}iwif`qchi à eihuq`q~äac wi} s~cq}i f`hjcu& eid ~d qiqcf an 11nuqcìþnu& eidi diuq}c c b`l~}c( ]èop w}ienan~ eidi an eiuq~dn n nueifjn~cfncqi}`cdnhqn c w}`dn`}c nuqcìåi c rù`qc}(

1(3( S~cf à c w}imcm`fàcan an ]èop qn} eidnìcai c u~c r`clnd h~dc nuqcìåi;

1(3(3( ac f`hjc cdc}nfc& i~ unkc& c f`hjc nd s~n Ia`rnfcu à ~dc nuqcìåi qn}d`hcf9

1(3(=( s~n wn}d`qc q}iec} an f`hjc9

1(3(5( s~n håi unkc ac f`hjc rn}dnfjc& ùqi à& ac f`hjc nd s~n i I}`nhqn à ~dc nuqcìåiqn}d`hcf9




37

1(=( An nhq}n cu iwìþnu s~n un unl~nd& nueifjn cs~nfc s~n eidwfnqc c b}cunei}}neqcdnhqn(

À d~`qi w}irãrnf s~n i ]èop qnhjc eidnìcai c r`clnd (((

*C) h~dc nuqcìåi ac ei}ic 3(

*M) h~dc nuqcìåi ac f`hjc CfcdnacI}`nhqn(*E) h~dc nuqcìåi an `hqn}bcen eid mc}eiu(

*A) h~dc nuqcìåi ac ei}ic F(

K~uq`bèc c q~c iwìåi(

*LCRN& 3773 @qnhu)

>( H~d mchei q}cmcfjcd 277 b~heìhã}ìu& cfl~hu aiu s~cù qëd b`fjiu& i~q}iu håi&

aùq}`m~äaiu an cei}ai eid c qcmnfc cmc`zi(

Un nueifjn}diu ~d b~heìhã}ì ai mchei ci cecui& `haèc c w}imcm`fàcan anuunb~heìhã}ì;

>(3( un} d~fjn}?

>(=( un} jidnd?

>(5( håi qn} b`fjiu?>(1( un} jidnd n qn} b`fjiu(



Qc}nbc 2 ― Ceia`cl}cdc an R

3( Fchìi~$un ~d acai ns~`f`m

bcenu `l~cù) eid cu bcenu3(3( Ecfe~fc c w}imcm`fàcan a

3(3(3( ~d hûdn}i wc}?

3(3(=( ~d hûdn}i s~n håi unk

3(3(5( ~d dûfq`wfi an 5 s~n u

3(3(1( dûfq`wfiu an 37 i~ hûd

3(=( @haèc i ceihqne`dnhqi ew}imcm`fàcan(

3(5( @haèc aiù ceihqne`dnhq

=( @hqn}}ilc}cd$un =37 wnuu*:7) anefc}c}cd ~uc} i ananqn}lnhqnu(

=(=( Unfneeìhi~$un& ci cecuc w}imcm`fàcan an nfc;

=(=(3( ~uc} cwnhcu i anqn}lnh

=(=(=( ~uc} cwnhcu i anqn}lnh

=(=(5( håi ~uc} hnhj~d aiu a

=(=(1( ~uc}& wnfi dnhiu& ~d a

I a`cl}cdc an Rnhh rù~cf`{c} i nuwcìiceihqne`dnhqiu cuuiecfncqõ}`c(I a`cl}cdc ci fcai }nwan rn}`bèc} i unzi aiu

b`fjiu n eihuàn}c} i ceaiu b`fjiu à ai unzi dcu


33

qne`dnhqiu eidwfndnhh

}cai eid c bi}dc an ~d èiucna}i *wif`na}i

h~dn}cacu an 3 c =7(n uc`};

c wc}?

kc ~d hûdn}i wc}?

n}iu `dwc}nu(

dwfndnhqc} c ‖uc`} ~d hûdn}i dnhi} ai s

u eidwfndnhqc}nu n ecfe~fc c u~c w}imcm`f`

cu cen}ec ac ~q`f`{cìåi an aiù anqn}lnhqqn}lnhqn C& unuunhqc *27) i anqn}lnhqn M

i& ~dc acu =37 wnuuicu( Ecfe~fc

qn C?

qn M ?

iù anqn}lnhqnu?

iu aiù anqn}lnhqnu(

à ~dc qàehèc ~q`f`{cac wc}can }nu~fqcaiu *U) n iu

`caiu c ~dc nzwn}`ëhe`c

}nunhqc c nzwn}`ëhe`c cfncqõ}`cb`fjiu acu bcdäf`cu eid aiù

hqne`dnhqi C ‖wnfi dnhiu ~de~f`hi *D)—(


hqc}nu&

}nl~fc} eid r`hqn

n 1—( Ecfe~fc u~c

acan(

nu; C n M( I`qnhqcr`hqn *=7) iu aiù




3=

5( H~d l}~wi an <7 nuq~achqnu& 1= qëd iu ifjiu ecuqchjiu& 51 ~ucd õe~fiu n =5 qëd ifjiuecuqchjiu n ~ucd õe~fiu( Eihuq}õ` ~d a`cl}cdc an Rnhh n anqn}d`hc c w}imcm`fàcanan ~d nuq~achqn nueifjài ci cecui;

5(3( ~uc} õe~fiu n håi qn} ifjiu ecuqchjiu?

5(=( ~uc} õe~fiu i~ qn} ifjiu ecuqchjiu?

5(5( ~uc} õe~fiu n qn} iu ifjiu ecuqchjiu?5(1( håi qn} ifjiu ecuqchjiu hnd ~uc} õe~fiu(

1( Hi fchìcdnhqi an ~d acai eûmèi& s~cf à i ceihqne`dnhqi eihq}ã}ì an;

1(3( ‖uc`} >—‐

1(=( ‖uc`} ~d hûdn}i dnhi} s~n 1—9

1(5( uc`} ~d hûdn}i dcì} i~ `l~cf c 2—9

>( ^d ucei eihqàd mifcu c{~ù& m}checu n rn}anu( Nzq}c`$un ci cecui ~dc mifc ai ucei( Cw}imcm`fàcan an uc`} Rn}an à 35 *W*uc`} Rn}an) 4 35) n c w}imcm`fàcan an uc`} C{~f à3> *W*uc`} C{~f) 4 3>)(

>(3( S~cf à i ceihqne`dnhqi eihq}ã}ì c ‖uc`} mifc M}chec—9

>(=( S~cf à c w}imcm`fàcan an uc`} mifc M}chec9

>(5( S~cf à c w}imcm`fàcan an håi uc`} mifc Rn}an9

>(1( A`{& k~uq`bèchai& un à rn}acan`}c i~ bcfuc c unl~`hqn cb`}dcìåi ‖C w}imcm`fàcan an håi

uc`} mifc m}chec à `l~cf ç uidc ac w}imcm`fàcan an uc`} mifc rn}an eid c w}imcm`fàcanan uc`} mifc c{~f—

2( I Dcq`cu fchìc ~d acai eûmèi ns~`f`m}cai eid cu bcenu h~dn}cacu an 3 c 2( A`{& k~uq`bèchai un à rn}acan`}c i~ bcfuc ecac ~dc acu unl~`hqnu cb`}dcìþnu;

2(3( W*uc`} 5 i~ uc`} 1) 4 W*uc`} 5) / W*uc`} 1)

2(=( W*uc`} ädwc}) 4 3 $ W*uc`} wc})

2(5( W*uc`} a`rùi} an 5) 4 W*uc`} 3) / W*uc`} 5)

2(1( W*uc`} a`rùi} an 1 i~ hûdn}i w}`di) 4 W* uc`} 1)/ W *uc`} w}`di)




35

Qc}nbc < ― A`cl}cdc nd ã}ri}n& fùqclnd& qcmnfcan a~wfc nhq}cac

3( Fchìc}cd$un aiù acaiu eûmèiu ns~`f`m}caiu& ~d rn}dnfji n i~q}i rn}an n uidc}cd$uniu wihqiu imqàiu nd ecac ~d aiu acai( Eid iu }nu~fqcaiu imqàiu eidwfnqc c qcmnfc n}nuwihan çu unl~`hqnu s~nuqþnu;

3(3( S~chqiu uidcu wiuuärnù nzùqnd9

3(= S~cf c w}imcm`fàcan an un imqn} c uidc 29

3(5 S~cf c w}imcm`fàcan an un imqn} uidc wc}9

3(1( S~cf c w}imcm`fàcan ac uidc un} ~d hûdn}i dûfq`wfi an 59

3(>( S~cf c w}imcm`fàcan an un imqn} uidc dnhi} ai s~n 19

3(2( S~cf c w}imcm`fàcan an un imqn} c uidc `l~cf c 39

3(<( S~cf c w}imcm`fàcan ac uidc un} ~d hûdn}i dûfq`wfi an 5 n an >9

=( Eihuàn}c s~n à `l~cfdnhqn w}irãrnf hcuen} ~d }cwc{ i~ }cwc}`lc( Ucmnhai s~n ~decucf qnd = b`fjiu& eidwfnqc i nus~ndc *nd ã}ri}n unl~`hqn)

Ecfe~fc c w}imcm`fàcan an un}nd;

=(3( aiù }cwc{nu?

=(=( an unziu a`bn}nhqnu(




31

5( Q}ëu dinacu ns~`f`m}cacu uåi fchìcacu ci c}(

*U~lnuqåi; ^q`f`{c ~d nus~ndc nd ã}ri}n wc}c anqn}d`hc} iu ecuiu wiuuärnù)

S~cf à c w}imcm`fàcan an ucä}nd;

5(3( Q}ëu bcenu N~}i9

5(=( A~cu bcenu N~}i n ~dc bcen Hceìhcf9

5(5( A~cu bcenu Hceìhcf n ~dc bcen N~}i9

5(1( Wnfi dnhiu ~dc bcen N~}i

1( W]IMCM@F@ACANU HI CFRI

Un nueifjn}& ci cecui& q}ëu hûdn}iu a`bn}nhqnu ac {ihc m}chec ai cfri& i s~n à dcùw}irãrnf; i un~ w}ia~qi un} =1 i~ un} <=9

K~uq`bèc c q~c }nuwiuqc(

LCRN& 3773 `qnhu




3>

Dcù W}imfndcu•

3( An ~dc ec`zc eid r`hqn =7 mifcu m}checu n a~cu mifcu w}nqcu }nq`}i~$un u~enuu`rcdnhqn&und ifjc}& ~dc mifc(

3(3( An s~n ei} uåi cu a~cu w}`dn`}cu mifcu9

3(=( S~cf à i hûdn}i däh`di an mifcu s~n w}neùi an }nq`}c} wc}c lc}chq`} s~n a~cu uåi acdnudc ei}9

3(5( S~cf à i hûdn}i däh`di an mifcu s~n w}neùi an }nq`}c} wc}c lc}chq`} s~n a~cu uåi w}nqcu9

=( H~dc w}cqnfn`}c nuqåi 1 f`r}iu an wi}q~l~ëu& > f`r}iu an dcqndãqèc n 3 f`r}i an mìfil`c(Qnhai nd eihqc c u`q~cìåi aã nzndwfi an;

=(3( ^d ceihqne`dnhqi en}qi?

=(=( ^d ceihqne`dnhqi ̀ dwiuuärnf?=(5( ^d ceihqne`dnhqi wi~ei w}irãrnf?

5( H~dc ec`zc eifiecd$un iu unl~`hqnu ec}qþnu& an `l~cf bi}dc n qnzq~}c;

Nd ecac ~dc acu u`q~cìþnu s~n un unl~nd& }nq`}c$un ci cecui& ~d ec}qåi ac ec`zc(

5(3( Eidwfnqc eid cu unl~`hqnu nzw}nuuþnu; qåi w}irãrnf eidi & dcù w}irãrnf s~n& dnhiu w}irãrnf s~n(

Uc`} ~dc fnq}c C à (((((((((((((((((((((((((((((((((((((((•((uc`} ~dc fnq}c D?

Uc`} ~dc fnq}c Q à (((((((((((((((((((((((((((((((((((((((((((( uc`} fnq}c D?

Uc`} ~dc fnq}c N à ((((((((((((((((((((((((((((((((((((((((((((( uc`} fnq}c D(

5(=( Cuu`hcfc eid Rn}acan`}i *R) i~ Bcfui *B);

Uc`} ~dc fnq}c D à ~d ceihqne`dnhqi wiuuärnf?

Uc`} ~dc fnq}c à ~d ceihqne`dnhqi en}qi?

Uc`} ~dc fnq}c B à ~d ceihqne`dnhqi wi~ei w}irãrnf dcu håi à `dwiuuärnf?

Uc`} ~dc fnq}c E à ~d ceihqne`dnhqi `dwiuuärnf(

1( I ]c~f rc` q`}c} ç ui}qn ~dc ec}qc ai mc}cfji an >= ec}qcu( Ecfe~fc c w}imcm`fàcan an;

1(3( q`}c} ~dc ec}qc rn}dnfjc?

1(=( q`}c} ~d 1?

1(5( q`}c} i ãu an eiwcu?

1(1( q`}c} ~dc ec}qc s~n håi unkc an nuwcacu?

1(>( ~dc acdc w}nqc(




32

>( Fchìc}cd$un aiù acaiu ns~`f`m}caiu eid cu bcenu h~dn}cacu an 3 c 2( Ecfe~fc cw}imcm`fàcan ai w}ia~qi aiu hûdn}iu ucäaiu un};

>(3( ~d hûdn}i wc}?

>(=( ~d dûfq`wfi an >(

>(5( un} wc} n dûfq`wfi an =>(1( un} ädwc} n dûfq`wfi an 5

2 ( W]IMCM@F@ACANU BCHQÃUQ@ECU

H~d c}q`li an Hirndm}i an =773& i Miuqih U~hacp Lfimn `haècrc c w}imcm`fàcan an ~dcwnuuic di}}n} anrài c ~dc wècac an c}chjc& an cmnfjc i~ c ~dc anhqcac an eåi(

2(3( Q}chue}nrn c fnq}c s~n ei}}nuwihan ç cb`}dcìåi rn}acan`}c(

*C) C w}imcm`fàcan an ~dc wnuuicu di}}n} eid ~dc wècac an c}chjc à q}`wfc acw}imcm`fàcan an ~dc wnuuic di}}n} eid ~dc anhqcac an eåi(

*M) C w}imcm`fàcan an ~dc wnuuic di}}n} eid ~dc anhqcac an eåi à q}`wfc acw}imcm`fàcan an ~dc wnuuic di}}n} eid ~dc wècac an c}chjc(

*E) C w}imcm`fàcan an ~dc wnuuic di}}n} eid ~dc anhqcac an eåi à q}`wfc acw}imcm`fàcan an ~dc wnuuic di}}n} eid ~dc wècac an cmnfjc(

*A) C w}imcm`fàcan an ~dc wnuuic di}}n} eid ~dc wècac an cmnfjc à q}`wfc acw}imcm`fàcan an ~dc wnuuic di}}n} eid ~dc wècac an c}chjc(

2(=( C w}imcm`fàcan an ~dc wnuuic lchjc} iN~}id`fjþnu& bc{nhai cwnhcu ~dc cwiuqc& àen}ec an (

I s~n à dcù w}irãrnf; ~dc wnuuic lchjc} iN~}id`fjþnu& bc{nhai cwnhcu ~dc cwiuqc& i~

di}}n} eid ~dc wècac an cmnfjc9 K~uq`bèc cq~c }nuwiuqc(

*LCRN& 3773 @qnhu)

<( C Chc n i Ec}fiu nuqåi c cq`}c} u`d~fqchncdnhqn a~cu dinacu ci c}& ~dc an ₦3 n i~q}can ₦=(

C Chc a`{; ‖À dcù w}irãrnf s~n uc`cd a~cu bcenu Hceìhcf i~ a~cu bcenu N~}i ai s~n uc`c ~dc bcen Hceìhcf n ~dc bcen N~}i —(

Ec}fiu; ‖Nuqãu nhlchcac& cdmcu cu u`q~cìþnu ceihqnend eid c dnudc w}imcm`fàcan —(S~nd qnd }c{åi9 K~uq`bèc(




3<

:( Hcs~nfn a`c& dcf ejnli~ ç nueifc& i L~`fjn}dn q}chud`q`~ c bnf`{ hiqäe`c ciu cd`liu; cu~c lcqc q`hjc cecmcai an iu w}nunhqnc} eid ~dc h`hjcac an s~cq}i b`fjiqnu(

S~cq}i9 Qchqiu(((($ aùun c Dc}fnhn(

N fili ce}nuenhqi~ $ S~nd an}c s~n unkcd qiaiu iu b`fjiqnu dcejiu((( liuqi d~`qi dcù an lcqiu ai s~n an lcqcu#

@uui håi un` $ }nqi}s~`~ i L~`fjn}dn( Håi q`rn c`hac iwi}q~hàcan an i rn}`bèc}( Hcuen}cd nuqc dca}~lcac n uõ ui~mn s~chai kã r`hjc wc}c c nueifc(

Wiù n~ $ aùun c B}cheùec $ liuqi mnd dcù an lcqcu( Un}åi qiaiu bëdncu#

Wnhui s~n håi à cuu`d qåi a`bäe`f an ucmn} $ }ndcqi~ i L~`fjn}dn(

:(3 C cb`}dcìåi ac B}cheùec nuqc}ã en}qc9

:(3( S~cf à c eidm`hcìåi dcù w}irãrnf an lcq`hjiu s~n hcuen~9 *ùqi à& s~chqiu dcejiu ns~chqcu bëdncu9)

0( C Dc}`c n i Dch~nf nuqåi c kilc}( Fchìcd aiù acaiu ns~`f`m}caiu n uidcd iu wihqiu anecac acai( Un c uidc bi} 2& <& : i~ 0 lchjc c Kûf`c( Un c uidc bi} =& 5& 1& >& 37& 33 i~3= lchjc i Cha}à(

S~nd qnd rchqclnd9 @hrnuq`lc nuqn w}imfndc& und qn nus~nen}nu an nue}nrn} qiacu cueihef~uþnu c s~n ejnlcuqn(

37( H~dc bèjc an 1 wn}l~hqcu& iu cf~hiu anr`cd nueifjn} c }nuwiuqc ‖Rn}acan`}i— i~‖Bcfui— nd ecac ~dc( C Kichc }nuwihan~ ç ui}qn& wiù håi q`hjc nuq~acai( S~cf cw}imcm`fàcan an qn} cen}qcai nd qiacu cu }nuwiuqcu9

NUBN]CU WN]B^DCACU N W]IMCM@F@ACANU

33( Nzùqnd a`bn}nhqnu dchn`}cu an wn}b~dc} ~dc ecuc( ^dcanfcu à `dw}nlhc} eid wn}b~dn nubn}cu an dcan`}c

nuwne`cf n nuwcfjã$fcu wnfc ecuc(Cfl~dcu anuucu nubn}cu uåi eidn}e`cf`{cacu nd ec`zcu an bi}dc wc}cfnfnw`wàaèc n

w`hqcacu eid a~cu ei}nu a`bn}nhqnu( Cu nubn}cu uåi jcm`q~cfdnhqn qiacu `l~cù n nuqåic}}~dcacu hcu ec`zcu& und nuwcìi nhq}n nfcu( Cu nubn}cu qchlnhqnu qëd ei}nua`bn}nhqnu(

Hc `dclnd& à wiuuärnf imun}rc} ~dc acu rùqcu fcqn}cù an s~cfs~n} acu ec`zcu(

33(3( I Wna}i eidw}i~ ~dc anuucu ec`zcu& eid 3> nubn}cu( Ci }nq`}c} ~dc acu nubn}cu acec`zc& }nwc}i~ s~n n}c m}chec( S~cf à c w}imcm`fàcan an ùui ceihqnen}9

33(=( Cu ec`zcu qëd& hi dãz`di& 57 nubn}cu( Nd cfl~dcu anuucu ec`zcu& c w}imcm`fàcan an}nq`}c} ~dc nubn}c w}nqc à 3=( S~chqcu nubn}cu wiand eihqn} cu ec`zcu wc}c s~n ùuiceihqnìc9 K~uq`bèc c q~c }nuwiuqc( *LCRN& 3773 @qnhu)

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