Angi Zapata Informe Final de Practica

7/30/2019 Angi Zapata Informe Final de Practica

1/66

Pfix`}rinen n` Be}emomoHebpd~en n` Bi`fbier n` de @npbebif

@rbp`de n` @npbebifN`{e}~el`f~o n` Bi`fbier [`neaaiber

[}oh`ro}'e)3 [}eb~ibef~`3Ed`wefn`} Me}m`}e Efai Se{e~e

Xed`fbie$ Cpdio =;;1

5


2/66

Pfix`}rinen n` Be}emomoHebpd~en n` Bi`fbier n` de @npbebif

@rbp`de n` @npbebifN`{e}~el`f~o n` Bi`fbier [`neaaiber

B~`n}e3 [}b~ibe [}oh`riofed III

[}oh3 Ed`wefn`} Me}m`}e[}eb~ibef~`3 Efai Se{e~e

Xed`fbie$ Cpdio =;;1

=


3/66

FNIB@

If~}onpbbif

Be{~pdo I

5&; Her` If~}onpb~o}ie&

5&5 Ho}~ed`se n` de her`

Be{~pdo II

=&; Her` n` omr`}xebif y Nieafr~ibo&=&5 Eb~ixinen`r }`edisener

=&= Omr`}xebif A`f`}ed&&&

=&=&5 [def~e Hribe&

=&=&= [`}rofed n` de Ifr~i~pbif

=&2 Omr`}xebiof`r n` de Eb~ixinen n` Epde&&

=&2&5 De eb~pebif n`d Nob`f~` `f rpr nih`}`f~`r }od`r&&

=&2&= @f bpef~o e de eb~pebif y }`fnili`f~o n`d edplfo&

Be{~pdo III

2&; Her` n` [defihibebif

2&5 Eb~ixinen`r n`re}}oddener

2&5&5 [def n` de{ro&

2&5&5&5 Cpr~ihibebif n` {def n` de{ro&

2&5&= [def n` xedpebif&

2&5&=&5 Cpr~ihibebif n`d {def n` `xedpebif

2&5&2 [def n` bder`r&&

2&=&2&5 Cpr~ihibebif n`d {def n` bder`r&&

2


4/66

Be{~pdo IX

>&; Her` {`neaaibe&&

>&5 Eb~ixinen`r }`edisener

>&=& L~onor$ ^bfiber y [}ob`nili`f~or P~idisenor

>&2 Nihibpd~en`r up` r` bofh}of~e}of np}ef~` de }`edisebif n` `r~e her`&

Be{~pdo X

0&; [}`r`f~ebif n` dor ne~or y Efdirir n` dor }`rpd~enor0&5Efdirir @r~enr~ibo&&&

0&= Efdirir n` dor }`rpd~enor n` de {}p`me nieafr~ibe&

0&2 Efdirir @r~enr~ibo n` de [}p`me Hifed&

>


5/66

IF^]ONPBBIF

[e}e `d er{i}ef~` ed ~i~pdo n` Dib`fbieno `f @npbebif$ r` n`m`f }`pfi} bi`}~or

}ùpiri~or ifnir{`fremd`r {e}e rp re~irheb~o}ie bpdlifebif$ ~ed `r `d bero n` de

[}eb~ibe [}oh`riofed III$ ye up` d` {`}li~i} ed `r~pnief~` n`d nbilo r`l`r~}`$ n` de

Hebpd~en n` Bi`fbier n` de @npbebif$ n`lor~}e} der gemidinen`r y n`r~}`ser

enupi}iner l`nief~` `d `c`}bibio n` de {}eb~ibe {`neaaibe y n`r`l{è} dor }od`r `f

dor bped`r ~i`f` up` n`r~ebe}r` bolo nob`f~`$ ~ono `r~o meco de ape y er`ro}eli`f~or

n` dor {}oh`ro}`r n` [}eb~ibe [}oh`riofed III&

@d {}`r`f~` ifho}l` `r `d }`rpd~eno n` der ld~i{d r `w{`}i`fbier `

ifx`r~iaebiof`r }èdisener np}ef~` `d n`re}}oddo n` der {}b~iber nob`f~`r& [o} o~}e

{e}~` r` ~}e~e n`d `rhp`}so {o} }`bo{ide} y rède} pf bofcpf~o n` eb~ixinen`r e ~}exr

n` dor bped`r r` x`}ihib y `r~pni$ de }èdinen `npbe~ixe {}`r`f~` `f `d b`f~}o

`npbe~ixo& Rp}ai`fno de f`b`rinen {o} `welife} bof `r{}i~p b}i~ibo `d {}ob`ro n`

`frèfse y e{}`fnisec` up` r dd`xo e bemo

@d ifho}l` `r~e `r~}pb~p}eno `f bifbo '0) be{~pdor dor bped`r r` n`radoref e

bof~ifpebif3

@f `d Be{~pdo I$ r` `fbp`f~}e de Her` If~}onpb~o}ie up` bol{}`fn` dor

difèli`f~or y b}i~`}ior e n`re}}odde} np}ef~` `d {`}iono ebenlibo$ pfihibefno inèr

y eb~ixinen`r {e}e de }èdisebif n` der [}eb~iber [}oh`riofed`r&

@f `d Be{~pdo II$ r` {}`r`f~e de Her` n` Omr`}xebif y Nieafor~ibo$ nofn`

r` }`hd`cef der omr`}xebiof`r }èdisener ~ef~o e de Ifr~i~pbif bolo `d [}oh`ro} n` de

eriafe~p}e e il{e}~i}$ `f er{`b~or up` bol{}`fn`f n`rn` Ifh}e`r~}pb~p}e ger~e

eb~pebif y n`r`l{ò n` dor edplfor&

0


6/66

@d Be{~pdo III$ r` nir~ifap` de Her` n` [defihibebif$ `f `r~e r` {p`n`f

omr`}xe} dor {def`r n` de{ro$ dor {def`r n` bder`r$ {def n` `xedpebif$ y `d

b}ofoa}ele a`f`}ed n` der eb~ixinen`r {}oa}elener {e}e `d n`re}}oddo n` de {}b~ibe

{`neaaibe&

@f `d Be{~pdo IX$ r` n`rb}im` `d n`re}}oddo n` de Her` [}eb~ibe [`neaaibe$ `f

ebbiof`r up` bol{}`fn`f n`rn` l~onor ger~e }`bp}ror ifr~}pbbiofed`r `l{d`enor$

{erefno {o} de eb~pebif n`d nob`f~` y n`d edplfo }`r{`b~ixel`f~`&

Hifedl`f~` `d Be{~pdo X$ }`f` dor Efdirir @r~enr~ibor$ bo}}`debif `f~}` de

{}p`me nieafor~ibe y de {}p`me hifed$ a}hibor }`{}`r`f~e~ixor `f~}` nibger {}p`mer `

if~`}{}`~ebif n` dor }`rpd~enor om~`finor$ ~elmif r` nir~ifap`f `f de bof~ifpebif

n`d ifho}l` der bofbdpriof`r y }`bol`fnebiof`r$ y n`lr }`h`}`fbier up` ri}xi`}of

n` ro{o}~` y hifedl`f~` dor ef`wor&

8


7/66

[}`r`f~` `d be{i~pdo y gaed` pfem}`x` if~}onpbbif `r n`bi} niae n` up`

r` ~}e~e5&=&

2&HER@ IF^]ONPBÔ]IE

De her` if~}onpb~o}ie r` ifibie bof de }`pfif `f `d epde ?@f `r~` ne r`}èdise pfe bge}de bof `d lo~ixo n` ne}d` ifibio e de {}b~ibe {}oh riofed III

bo}}`r{ofni`f~ ed ràpfno r`l`r~}` n d {}`r`f~` eo& @f de bge}de r` gemd rom}`

der eb~ixinen`r e }èdise} `f nibge eriafe~p}e$ n` iaped lef`}e r` {}`r`f~ Ed`wefn`}

Me}m`}e bolo [}oh`ro} n` [}b~ibe [}oh`riofed III n` de R`bbif fl`}o ~}`b` ';2)bo}}`r{ofni`f~` ed ~p}fo n` de ~e}n`& Pfe x`s bofbdpine de }`pfif r` eriaf `d

ràpfno ne n` `fbp`f~}o {e}e bof~ifpe} de her` if~}onpb~o}ie&

@f de eriafe~p}e {}b~ibe {}oh`riofed III$ r~e her` `r bofrin`}ene n` rple

il{o}~efbie$ ye up`: `r~e `r de mer` n` ho}lebif y {}`{e}ebif$ up` {`}li~i} de

nirbprif n` `r~}e~ aier y difèli`f~or up` hebidi~`f `d n`r`fxodxili f~o n`d

{}eb~ibef~` `f `d epde n` bder`$ ~}emeco up` r` }èdise `f bofcpf~o bof `d nob`f~` n`

`r~ eriafe~p}e$ n` ~ed lef`}e up` `d {}eb~ibef~` nob`f~` {p`ne bpm}i} der `w{`b~e~ixer

up` r` ~i`f`f eb`}be n` de {}b~ibe&

1


8/66

@d {`}ono n` de her` if~}onpb~o}ie ~pxo pf le}a`f n` np}ebif ~}`r '2)

r`lefer& r~` {`}ono n` {}b~ibe {}oh`riofed III r` nio ifibio bof bder`r o}nife}ier

up` bol{}`fnef pfe np}ebif ger~e n` ~}`r go}er: `d {}il`} ne if~`}belmielor

o{ifiof`r y }`h`}`fbier {`}rofed`r ~ef~o n`d {}oh`ro} bolo n` dor edplfor$ {`}o fonirbp~ilor fene {o} fo `r~e} `d a}p{o bol{d`~o& If~`}}oa rom}` de ni}`bbif n` bene

edplfo bof de if~`fbif n` }`pmibe}for `f ifr~i~pbiof`r up` `r~pxi`}ef lr ebb`rimd`r

{e}e de [}b~ibe [}oh`riofed III& For nico up` ime e i} e gemde} `f `ror dibòr {e}e

pmibe}for& Eriaf pfe hibge n` ne~or {`}rofed`r {e}e `h`b~or n` de }`pmibebif& [ini

dor fl`}or n` ~`dhofo y bo}}òr {e}e ifho}le}for rom}` bpefno r`}e bene }`pfif

n` de {}b~ibe

De ràpfne r`lefe r` nirbp~i }of er{`b~or il{o}~ef~`r ~ed r bolo3

boo}nifebif y rp{`}xirif n` de {}b~ibe {}oh`riofed III$ }ùpiri~or up` n`m` gem`}

bpl{dino `d `r~pnief~ {e}e bp}re} de eriafe~p}e& Er bolo `xedpebif n` de

eriafe~p}e$ her`r `d n`re}}oddo n` de {}b~ibe&

Bof }`r{`b~o e de ape n` de {}b~ibe III `f `d de h`bge ifibiene de {}b~ibe

{}oh`riofed de lirle fo `r~eme dir~e $ rif `lme}ao `d {}oh`ro} n`bini `fxie}de ed

bo}}ò n` dor edplfor y de r`lefe riapi`f~` {}àpf~ ri ~`felor npner rom}` de ape$

nofn` rp}ai`}of dor riapi`f~`r {pf~or3

Omc`~ixor A`f`}ed`r n` der [}eb~iber [}oh`riofed`r III

[`}hid A`f`}ed n`d @a}`reno

]ùpiri~or up` n`m` gem`} bpl{dino `d @r~pnief~` {e}e bp}re} de [}eb~ibe

[}oh`riofed III&

Fo}le~ixer {e}e de }èdisebif n` der [}eb~iber [}oh`riofed III&

Beprer n` Rpr{`frif n`d @r~pnief~` n` [}eb~ibe [}oh`riofed

7


9/66

Dpào r` {}ob`ni e `demo}e} de `fbp`r~e robio`boflibe$ de bped r`}xi}e n`

ro{o}~` {e}e de `demo}ebif n` {def n` eb~ixinen`r nie}ier y n` de{ro&

@d ;=/;0/;1& For }`pfilor e der 5;3;; e&l& `f de `f~}ene n` de Hpfnebif

L`fnose {e}e erir~i} e de {}`r`f~ebif n` dor bpe~}o mebgidd`}`r up` }èdise}f de

[}b~ibe [}oh`riofed III$ `f `d D&M Me}~odol Odix`} ddàelor y bofobilor e de

Ni}`b~o}e$ `d {}oh`ro} for {}`r`f~ y nio ifr~}pbbiof`r$ dpào r` n`r{ini&

De ni}`b~o}e for lor~} dor go}e}ior e dor > {eref~`r @r` lirlo ne r` eriaf `d

eo$ r`bbif$ y {}oh`ro} e bene `r~pnief~`$ {e}e ne} ifibio e der {}b~iber

5&5& EBÎXINEN@R ]@EDISENER

N`r{pr n` gem`} }èdiseno de lib}o bder`$ `d {}oh`ro} bol`fs eriafe} `f der

ifr~i~pbiof`r `npbe~ixer$ e bene pfo n`d a}p{o nofn` melor e }èdise} der [}eb~iber

[}oh`riofed`r III

@f o~}er eb~ixinen`r }èdisener `d {}oh`ro} Ed`wefn`} Me}m`}e eriafo pfe

`w{oribif {e}e pf a}p{o n` edplfor }`h`}`f~`

[e}e hifedise} `f o~}er n` der r`riof`r `d {}oh`ro} for hebidi~ pf le~`}ied rom}`

{def`r n` bder`r$ {e}e apie}for `f de `demo}ebif n` fp`r~}or {def`r$ d`y`r

`npbe~ixer$ ~ono do }`h }`f~ de `npbebif modixe}iefe$ pf lon`do n` `fbp`r~e

robio`boflibe y aper ninb~iber&

9


10/66

N`m` ifnibe} ne go}e y dpae} `f bene pfe n` der

eb~ixinen`r rèdener$ }`bp`}n` up` `r pf

ifho}l`

IL[O]ÊFBIE N@ DE []EBÎBE []OH@RIOFED III

De }`rodpbif F 5= n`d Lifir~`}io n` @npbebif '59 n` `f`}o n` 5972) nib`3

De {}eb~ibe {}oh riofed d` {`}li~i} ed`r~pnief~` n`lor~}e} gemidinen`r y n`r~}`ser `f`d efdirir y rodpbif n` beror }èd r n` de{}oh`rif y p~idise} ebi`}~o dor bofobili`f~or~`}ibor {}b~ibor enupi}inor&

@r~e bofr~i~py` pf {}ob`ro n` e{}`fnisec`$ ni}iaino e dor n`lr {}eb~ibef~`r$ ehif n` in`f~ihibe} bped`r rof dor }od`r n`d `npbeno}$ bolo n`r`fxodx`}r` `f de {}ewir

`npbe~ixe$ y e rp x`s nofn` y bolo e{dibe} der ~bfiber y `r~}e~àier l`~onodaiber

e{}`fniner e do de}ao n` de be}}`}e&

De {}eb~ibe {}oh`riofed III$ }`{}`r`f~e de e{dibebif n` ~onor dor bofobili`f~or

enupi}inor np}ef~` de be}}`}e$ `f `r~e r` n`m`f ~ole} `f bp`f~e dor heb~o}`r robied`r$

`boflibor y bpd~p}ed`r$ `f~}` o~}or3

De {e}~` hiriodaibe$ boafi~ixe$ eh`b~ixe$ lo~}is$ helidie} y robio`boflibe n`

dor edplfor&

De if~`}ebbif bofr~}pb~ixe 3 edplfo nob`f~`$ edplfo edplfo

5;


11/66

Der `r~}e~àier ninb~iber y `d `r~ido n` bolpfibebif n`d nob`f~`

Der `r~}e~àier n` {}ob`reli`f~o n` ifho}lebif n` dor edplfor

@d nob`f~ n`m` ~ole} bofbi`fbie n` rpr {o~`fbiedinen`r$ f`b rinen`r$

if~`}`r`r y dili~ebiof`r$ `r n`bi}$ bofob`} rp lenp}`s `h`b~ixe$ `f bpef~o e de

{`}bprif up` `r~e ~i`f` `f de ebbif {`neaaibe$ n`m` n`re}}odde} pf `r~ido n`

bolpfibebif bo}nied$ er`}~ixe$ hd`wimd` y ni}`b~e `r rpr }`debiof`r if~`}{`}rofed`r&

Bofrin`}efno rp {}ob`ro n` n`re}}oddo {`}rofed y {}oh`riofed bolo ifebemeno nene

de f`b`rinen n` }`bibdec` y eb~pedisebif bofr~ef~` `f de up` n`m` {`}lef`b`}& E

~}exr n` `r~` n`re}}oddo `d nob`f~` if~`}fedise y eb~ixe lpbger hpfbiof`r der bped`r

rof3

Hpfbif n` [defihibeno}3

@d nob`f~` r` n`r`l{è `f `r~e hpfbif bpefno `r~}pb~p}e b}è ri~pebiof`r

n` `frèfse$ e{}`fnisec` if~ a}efno `d`l`f~or up` if~ }xi`f`f `f `d {}ob`ro

`npbe~ixo$ pre de {defihibebif ~bfibel`f~ $ l`~onodaibel`f~` y bolo pf belmio

robied$ bofrin`}e de hidorohe y de {od~ibe n`d @r~eno {}`r`f~` `f dor {def`r y

{}oa}eler `npbebiofed`r {e}e dor nih`}`f~`r fix`d`r& ]`bofob` de mer` y dor

hpfnel`f~or 'hidorhibor$ `{ir~`lodaibor$ {ribodaibor y robiodaibor) up` rpr~`f~ef

`d nirò bp}}ibpde}&

Hpfbif n` Hebidi~eno}3

[e}~` n` pf le}bo bofb`{~ped mer` up` il{dibe `d nolifio n` dor hpfnel`f~or

~`}ibor up` rpr~ f~ef `d fix`d$ {}o{of` ri~pebiof`r n` e{} fnisec` merener `f

`r~}e~àier l`~onodaiber up` `r~ilpdef `d n`re}}oddo n` eb~i~pn`r$ bofobili`f~or$

gemidinen`r$ n`r~}`ser y gmi~or$ {of` e nir{oribif n`d edplfo pfe `w~ fre aele n`

}`bp}ror$ r` if~à}e bolo pf li`lm}o eb~ixo n`d a}p{o n` edplfor$ n`d ùpi{o

nob`f~` y n` de bolpfinen& B}è pf bdile n` eb`{~ebif y bofhiefse `f~}` dor

55


12/66

li`lm}or up` {e}~ibi{ef `f de `w{`}i`fbie `npbe~ixe& ]`hp`}so e doa}or ` ifgim` o

iafo}e dor bol{o}~eli`f~or ifen`bpenor {}`r`f~efno ed~`}fe~ixer y `r~ilpdefno de

ili~ebif n` bol{o}~eli`f~or n`rènor&

Hpfbif n` Ifx`r~iaeno}

@r~pnie y efedise de }èdinen Robio `npbe~ixe bolo l`nio {e}e {}o{of`}

ed~`}fe~ixer n` rodpbif up` ~i`fnef e l`co}e} `d {}ob`ro n` `frèfse e{}`fnisec`

bofrin`}efno der f`b`rinen`r y }ùp`}ili`f~or n`~`b~eno `f pf n`~`}lifeno bof~`w~o$

nirè ` il{def~e {}oy`b~or n` ifx`r~iaebif ni}iainor e rodx`f~e} dor {}omd`ler$

p~idise dor }`rpd~enor n` de ifx`r~iaebif bolo mer` {e}e }`ho}lpde} y `f}iup`b`} de

`w{`}i`fbie `npbe~ixe e dor edplfor `f de p~idisebif n` de ifx`r~iaebif boloed~`}fe~ixer {e}e `d n`rbpm}ili`f~o y `d e{}`fnisec`&

Hpfbif n` [}olo~o} Robied3

N`m` r`} pfe {`}rofe bofob`no}e n` ed }èdinen febiofed$ }àiofed$ dobed y de

ifhdp`fbie up` `r~e `c`}b` rom}` de ri~pebif `npbe~ixe y bol{}`fn` der if~`}}`debiof`r

`wir~`f~` `f~}` dor heb~o}`r gir~}ibor robied`r$ `boflibor$ {od~ibor y bpd~p}ed`r

n`d {er y n`d r`b~o} `npbe~ixo& @d bofrbi`f~` n` dor {}omd ler bod`b~ixor ybof~}impy`f bof de bolpfinen e n`rbpm}i}dor y ne}d`r rodpbif `r~emd` pfe }`debif

}`bi{}obe `f~}` `rbp`de y bolpfinen bof lp}er e doa}e} pfe rdine if~à}ebif y

{e}~ibi{ebif n` dor lirlor& [or`` be}eb~`}r~iber y eb~i~pn`r {`}rofed`r up` dor

bofxi`}~`f `f lon`do up` if~`}{}`~e y n`r`l{è e bemedinen$ rp il{o}~ef~` }od

robied&

Hpfbif n` O}i`f~eno}3

Bofob` de r be}eb~`}r~iber `xodp~ixer y der f`b`rinen`r ` if~`}r {}o{io n`d

fio ~ef~o `f `d lmi~o ifnixinped bolo a}p{ed$ {or`` de be{ebinen n` bofob`}r` e r

lirlo$ }`hd`wiofe} rom}` rpr ebbiof`r$ `xede b}~ibel`f~` dor `h`b~or n` dor lirlor$

ri`fno be{es n` rp{ }e}r bene ne$ eypne e fio e bofr~}pi} pfe ilea`f }èd y

5=


13/66

{ori~ixe$ {}o{ibie `f `d fio de ho}lebif {e}e de xine $ de `c`bpbif ~`l{}efe n` }od`r

up` n`r`l{è `f `d hp~p}o$ bpd~ixe xedo}`r diaenor e de helidie$ de `rbp`de y `d {er&

Hpfbif n` Enlifir~}eno}3

[or`` bofobili`f~or ~`}ibor {}o{ior n` de {}b~ibe enlifir~}e~ixe$ {e}~ibi{e

n` pfe lef`}e eb~ixe$ `f `d {}ob`ro n` o}aefisebif y hpfbiofeli`f~o n` de

ifr~i~pbif `npbe~ixe$ e{dibe bofobili`f~or y n`re}}odde gemidinen`r mriber$ `xede

bofr~ef~`l`f~` dor {}ob`ror enlifir~}e~ixor e hif n` ~oler n`biriof`r en`bpener

{of` `f {}eb~ibe {}oy`b~or up` a`f`}ed ed~`}fe~ixer n` rodpbif h}`f~` e dor {}omd`ler

n` fnod` enlifir~}e~ixo up` r` {def~èf e de ifr~i~pbif&

Hpfbif n` @xedpeno}3

@r `c`}bine bpefno nolife y lef`ce n`rn` `d {pf~o n` xir~e ~`}ibo, {}eb~ibo$

dor bofobili`f~or a`f`}ed`r y `r{`bhibor ifg`}`f~`r e de `xedpebif `f `d fio$ pref

de `xedpebif y de ep~o `xedpebif bolo {}ob`ro up` hebidi~e de ~ole n` n`biriof`r

`f der nih`}`f~`r `~e{er n` n`re}}oddo n` bp}}bpdo$ }èdise nih`}`f~`r ~i{or n``xedpebif up` a`f`}ef ifho}lebif eb`}be n` dor nih`}`f~`r bol{of`f~ r$ p~idise de

`xedpebif bolo pf ifr~}pl`f~o n` bofobili`f~o n`d {}ob`ro `xodp~ixo n`d fio$

n`rn` pfe {`}r{`b~ixe lpd~inil`friofed$ bofxi }~` e de `xedpebif `f pf l`befirlo

{}o{ibio {e}e de `demo}ebif n` `r~}e~àier y nirò de if~`}x`fbif `npbe~ixe

en`bpener ed fix`d `xodp~ixo n` dor fior y dor omc`~ixor `npbe~ixor&

Hpfbif n` Omr`}xeno}3

Enofn` `d nob`f~` n`m` ~ole} `f bp`f~e `d edplfo up` fo {e}~ibi{e$ up` fo

`r~e erir~i`fno e bder`r$ up` `r~e redi`fno led `f dere `xedpebiof`r$ up` r` ri`f~e

n`~}r $ up` fo ~ole e{pf~`r$ `f~}` o~}or {e}e ~}e~e} n` eypne} e rpr edplfor ri de

52


14/66

ri~pebif `r~pxi`}e `f rpr lefor $ `r n`bi} {e}e `f~}e} e bpl{di} en`lr bof `d }od n`

o}i`f~eno} `f `d {}omd`le {o} `d bped `r~f e~}ex`refno&

N`m` }`h`}i} dor `d`l`f~or up`

hp`}of nirbp~inor `f der lib}o bder`

gebi`fno fherir `f dor dib`or

modixe}iefor&

[}`r`f~` `d be{i~pdo y gaed` pfe

m}`x` if~}onpbbif `r n`bi} niae n` up`

r` ~}e~e

BE[I^PDO II

HER@ N@ OMR@]XEBIF Y NIEAFOR^IBO

5>


15/66

Dpào n` gem`} bpdlifeno de her` if~}onpb~o}ie r` {}ob`ni e ràpi} bof `d

b}ofoa}ele `r~emd bino {e}e `d n`re}}oddo n` der [}b~iber [}oh`riofed III$ up`

bofrir~` `f de erir~`fbie {o} {e}~` n`d {}eb~ibef~` e de ifr~i~pbif&

Nofn` n`m`} }èdise} pf {}ob`ro n` omr`}xebif n`d {def~`d `f a`f`}ed$ y `d

a}p{o bof up d ~}emece}&

Bof `d hif n` }`beme} ifho}lebif rom}` der bofnibiof`r robio`boflibo y `d

n`r`fxodxili`f~o n` der eb~ixinen`r y der bofnibiof`r `f der bped`r r` `fbp`f~}e `d

D&M Me}~odol Odix`}

@f {}`xio ebp`}no bof `d {}oh ro}$ Ed`wefn`} Me}m`}e$ r` n`~ }lif

`fbof~}e}for e der 5;3;; n` de leefe `f de `f~}ene n` de Hpfnebif L`fnose {e}e

dd`xe}for ed D&M Me}~odol Odix`} `f de bped r` pmibe}f bene pfo n` dor

{}eb~ibef~`r& For {}`r`f~ e de Ni}`b~o}e n`d dibò$ nofn` de lirle l` hebidi~ `d

go}e}io n`d a}eno `f `d bped xoy e }èdise} der {}b~iber nob`f~`r `r{`bhibel`f~`$

ràpfno eo C&

[o} o~}o deno bofob ed [}oh`ro} En}if D`n`sle $ l` `f~}`xir~` bof `d$ d` nic`

up` `r~e}e bof `d ~ono `d ~`}b`} {`}ono$ l` gemd rom}` dor bof~`finor e ne} `f `d$

rom}` der `xedpebiof`r$ $ `d }`fnili`f~o n`d a}p{o y l` nico nofn` up`neme `d redf

{e}e hifedise}$ ~ono `r~o bof `d hif n` }`boa`} ifho}lebif f`b`re}ie n`d D&M

Me}~odol Odix`}

M]@X@ ]@R@E GIRÔ]IBE N@D DIB@O MODIXE]IEFO

ME]ÔDOL ODIX@]

50


16/66

De P&@ Dibò Modixe}iefo Me}~odol Odix`} r` `fbp`f~}e pmibene `f de

ex`fine R~`ddifa n` de P}mefisebif Hpfnebif L`fnose$ {e}}oupie Liap`d [è$

Lpfibi{io Xed`fbie$ @r~eno Be}emomo& Bofr~}pine {o} `d ifa`fi`}o @lidiefo

Erbpf`r$ bof de bodemo}ebif n`d gir~o}ieno} Orqedno Hò Bemedd`}o$ `d `l{}`re}io@pa`fio L`fnose y pf a}p{o n` {`}rofer n` de bolpfinen if~`}`renor {o} de

`npbebif n` de dobedinen$ hpfnene `f `d eo `rbode} 5&91= 5&912

Ifibie rpr eb~ixinen`r `f `f`}o n` 5&912 `f der ifr~edebiof`r nofn` hpfbiofe

eb~pedl`f~` de P&@ H`di{` F`}y [pdino bof `d ni} b~o} [}oh& Edofro Me~ir~e$

ifb`f~ixeno} y lo~o} {}ifbi{ed {e}e up` r` bofr~}py`}e de `r~}pb~p}e eb~ped&

[e}e `d eo `rbode} 5&910 5&918 boli`fse rpr hpfbiof`r `f de {def~e eb~ped

hribe 'Ex& R~`ddifa)& @f `d eo `rbode} =;;> =;;0 r` ne de b}èbif n` nor r`bbiof`r

n` 5 eo n` Bi`fbier$ {erefno n` @rbp`de Mribe e Pfinen @npbe~ixe y {e}e `d eo

`rbode} =;;0 =;;8 r` bofxi`}~` n`d 1lo a}eno ed >~o eo `f Dibò Modixe}iefo$ bof

`d omc`~ixo n` ho}le} r`}`r b}~ibor y be{ebi~enor {e}e e{o}~e} rpr bofobili`f~or e rp

bolpfinen y ~}efrho}le} de robi`nen&

@d {def~`d bp`f~e eb~pedl`f~` bof3

5 N`{e}~el`f~o n` @xedpebif

5 N`{e}~el`f~o n` O}i`f~ebif

> R`bbiofed`r

=; Epder

1 Demo}e~o}ior

5 Mimdio~`be

= Meor5 Befbge

5 Bef~ife

5 [dese

58


17/66

LIRIF

Oh}`b`} pfe `npbebif n` ed~e bedinen$ bof bofb`{bif if~à}ed$ gplefe&

Ho}lefno ifnixinpor e{~or {e}e n`r`fxodx`}r` `f de xine `f do if~`d`b~ped$ lo}ed y~ibo$ doa}efno pf bipnenefo bpd~o$ b}~ibo$ be{es n` be{ebi~e} `f ho}le eb~ixe y

bofrbi`f~` `f dor {}ob`ror n` ~}efrho}lebif robied up` xix` `d {er y {}`{e}efno

fp`r~}or cx`f`r e der `wia`fbier ~`bfodaiber n` de robi`nen lon`}fe doa}efno `r~`

omc`~ixo bof {}oa}eler n` eb~pedisebif y `wb`d`f~` {`}rofed n` }`bofobine ~ibe y

lo}edinen&

XIRIF

R`} pfe ifr~i~pbif {mdibe$ n`lob}~ibe$ {e}~ibi{e~ixe bof pfe xirif

godr~ibe$ iffoxeno}e$ bof {}`r~iaio lpfibi{ed$ }àiofed y febiofed: bofr~i~pne {o}

a`f~` n` ed~o r`f~ino n` {`}~`f`fbie$ {e}eniale n` a`r~if robied$ go}isof~` ~ibo n`

de robi`nen: `r~}pb~p}enel`f~` xifbpdene e rp l`nio: ho}ceno}e n` bipnenefor n` ed~e

bedihibebif$ {}olo~o} n`d {`freli`f~o b}~ibo$ a`f`}eno}e n`d rem`}$ {}o{ibieno}e n`

de {}b~ibe n` xedo}`r$ {}ifbi{ior ~ibor lo}ed`r y emi`}~e {e}e erpli} dor bofr~ef~`r

belmior bi`f~hibor y ~`bfodaibor n` dor fp`xor ~i`l{or&

PMIBEBIF Y N@RB]I[BIF N@D [DEF^@D

Folm}`3 D&M Me}~odol Odix`}: `r~ pmibene `f de P}mefisebif Hpfnebif

L`fnose$ Ex`fine R~`ddifa$ ed deno n`d Bodàio Dpire Bb`}`r n` E}irl`fni$

Lpfibi{io Xed`fbie$ [e}}oupie Liap`d [è&

^}emecef = ~p}for3

Leefe ê}n` 'Dibò Modixe}iefo)Fobg` 'Lirif ]imer)

@R^]PB^P]E O]AEFISEÎXE

51


18/66

[`}rofed Ni}`b~ixo3

Ni}`b~o}e3 Efe Edxe}eno

Rpmni}`b~o}3, Repd @rbome}

, Boo}nifeno} r '5; Dib`fbienor)

[`}rofed Nob`f~`3 8>Nob`f~`r

[`}rofed Enlifir~}e~ixo y Om}`}o3

Enlifir~}e~ixo3 5;

Om}`}o3 5;

N`{e}~el`f~or n` de Ifr~i~pbif

5& @xedpebif

=& O}i`f~ebif

2& R`bbiofed`r

>& Mimdio~`be

Ifh}e`r~}pb~p}e n` de Ifr~i~pbif@r~}pb~p}e3

, Bofr~}pbbif î{o ]

, î{o n` Bofr~}pbbif3 bodplfe y xiaer l`~diber

, [iro3 B`l`f~o

, ^`bgo3 Eb`}odib

, [e}`n`r3 ]`x`r~iner n` B`l`f~o y [if~p}e

Sofer X`}n`r y ]`b}è~ixer

De ifr~i~pbif bp`f~e bof3

, Befbge n`{o}~ixe

57


19/66


20/66

Ni}`bbif

Bofr`co A`f`}ed Nob`f~`

Bofr`co Ni}`b~ixo

Bofr`co^bfibo

Bofr`coBofrpd~ixo

Boli~ n`Rpr~efbiebif

O}aefisebif@r~pnief~id

ErobiebifBixid

Rpmni}`bbifEbenlibe

Rpmni}`bbifEnlifir~}e~ixe

[`}rofedEnlifir~}e~ixo

N`{e}~el`f~oN` @xedpebif

N`{~o Bof~}odN` `r~pnior

N`{~o n`O}i`f~ebif

R`}xibiorA`f`}ed`r

Boo}nifebif n` [}oy`b~or N`{~o n`@npb Hribe

LBF DBIB @HN]

BR @^N@B`f~}o

Elmi`f~ed

Nob`f~`r Edplfor

=;


21/66

@FBP@RÊ ROBIO@BOFLIBE

@r~o {}`rf~`do `f `d be{~pdo X

Efdirir ` if~`}{}`~ebif n` ne~or

@r~e ifneaebif {`}li~ omr }xe} der be}eb~`}r~iber robied r$ bpd~p}ed r y

`bofliber up` {p`nef if~`}x`fi} `f `d {}ob`ro n` `frèfse y e{}`fnisec`$ {o} do

up` r` n`m` `r~pnie} der x`f~ecer y n`rx`f~ecer {orimd`r e hif n` `xi~e} up` de

ho}lebif {`}rofed$ ebenlibe ` if~à}ed {}`r`f~` hedder& [e}e `ro r` e{dibe pfe

`fbp`r~e$ {`r` e r`} pf nieafr~ibo n` {e}~ibpde}`r$ `r n` be}b~ } bofhin`fbied y rodo

{e}e pro n`d `r~pnio `r~emd`bino& De lirle bofr~e n` {}àpf~er ni}`b~er {e}e up` `dedplfo }`hd`c` de {oribif `boflibe$ fbdò helidie} y der bofnibiof`r n` xine `f der

up` r` `fbp`f~}e&

=5


22/66

EFDIRIR @ IF^@][]@ÊBIF N@ DOR NEÔR N@ DE @FBP@RÊ

ROBIO@BOFLIBE

[e}~` I& Ne~or [`}rofed`r

~`lr 5& Febiofedinen

Bpen}o F 5& Nir~}impbif n` deh}`bp`fbier `f de febiofedinen n` dor edplfor&

A}hibo F 5& Gir~oa}ele n` h}`bp`fbier `f de febiofedinen n` dor edplfor

Hp`f~`3 Ne~or }`bo{idenor {o} Se{e~e '=;;1)

If~`}{}`~ebif3 @f `d bpen}o F 5 y e~`fni`fno `d a}hibo F 5$ r` {p`n` omr`}xe}

up` dor edplfor `f rp leyo}e rof x`f`sodefor&

Febiofedinen H}`bp`fbie %X`f`sodefo 22 5;;@w~}efc`}o ; ;

ô~ed 22 5;;

;

0

5;

50

=;

=0

2;

20

X

@

==


23/66

~`lr =& Dpae} n` Febili`f~o

Bpen}o F =& Nir~}impbif n` deh}`bp`fbier

A}hibo F =& Gir~oa}ele n` h}`bp`fbier n`d dpae} n` febili`f~o n` dor edplfor


If~`}{}`~ebif3 @f `d bpen}o F = y e~`fni`fno `d a}hibo F =$ r` {p`n` omr`}xe}

up` dor edplfor `f rpr leyo}e febi`}of `f Xed`fbie @r~eno Be}emomo&

Bipnen H}`bp`fbie %Xed`fbie 2; 95

Spdie 5 2[~o& Bem`ddo 5 2Ref B}ir~med 5 2

^o~ed 22 5;;

;

0

5;

50

=;

=0

2;

Xed`fbie

Spdie

[~o& Bem`ddo

Ref B}ir~omed

=2


24/66

~`lr 2& Dobedinen nofn` xix`r

Bpen}o F 2& Nir~}impbif n` de h}`bp`fbie `fde dobedinen nofn` xix`f doredplfor

A}ehibo F 2& Gir~oa}ele n` h}`bp`fbier `f de dobedinen nofn` xix`f dor edplfor

Hp`f~`3Ne~or }`bo{idenor {o} Se{e~e '=;;1)

If~`}{}`~ebif3 @f `d bpen}o F 2 y e~`fni`fno `d a}hibo F 2$ r``xin`fbie up` dor edplfor xix`f `f rp leyo}e `f H}efbirbo n` Li}efne y der[e}b`der&

Dobedinen H}`bp`fbie %

Fe}efcor 2 9$5

H}efbirbo n`

Li}efne5; 2;$2

Mobefe 2 9&5[e}b`der 9 =1$2

Ref Eapr~if 0 50$=]pis [if`ne = 8De Befn`de}ie 5 2

^o~ed 22 5;;

;

=

>

8

7

5; Fe}efcor

H}efbirbo n`

Li}efne

Mobefe

[e}b`der

Ref Eapr~if

=>


25/66

~`lr >& @nen n` dor edplfor

Bpen}o F >& Nir~}impbif n` deh}`bp`fbier `f de `nen n` dor edplfor&

A}ehibo F >& Gir~oa}ele n` h}`bp`fbier `f de `nen n` dor edplfor


If~`}{}`~ebif3 @f `d bpen}o F > y e~`fni`fno `d a}hibo F >$ r` {p`n` omr`}xe}up` dor edplfor `f rp leyo}e r` `fbp`f~}ef `f `nen`r bol{}`fniner `f~}` dor

50 y 58 eor&

@nen H}`bp`fbie %52 = 85> > 5=$550 5= 28$>58 50 >0$0

^o~ed 22 5;;

;

=

>

87

5;

5=

5>

58

52

5>

50

58

=0


26/66

~`lr 0& R`wo n` dor edplfor

Bpen}o F 0& Nir~}impbif n` de h}`bp`fbie

A}hibo F 0& Gir~oa}ele n` h}`bp`fbier `f `d r`wo n` dor edplfor


If~`}{}`~ebif3 @f `d bpen}o F 0 y e~`fni`fno `d a}hibo F 0$ r``xin`fbie up` `d r`wo lerbpdifo `r `d lr {}`nolifef~` `f de r`bbif C n`dr`apfno eo&

R`wo H}`bp`fbie %

H`l`fifo 58 >7

Lerbpdifo 51 0=^o~ed 22 5;;

50&0

58

58&0

51

H`l`fifo

Lerbpdifo

=8


27/66

~`lr 8& [`ro n` dor edplfor

Bpen}o F 8& Nir~}impbif n` deh}`bp`fbier&

A}ehibo F 8& Gir~oa}ele n` h}`bp`fbier `f `d {`ro n` dor edplfor


If~`}{}`~ebif3 @f `d bpen}o F 8 y e~`fni`fno `d a}hibo F 8$ r` {p`n` omr`}xe}

up` dor edplfor `f rpr leyo}e ~i`f`f pf {`ro bol{}`fnino `f~}` dor >;,>9 Ja

[`ro H}`bp`fbie %>;,>9 50 >0$00;,09 52 29$>8;,89 2 9$51;,19 = 8^o~ed 22 5;;

;

=

>

8

7

5;

5=

5>

58

>;,>9

0;,09

8;,89

1;,19

=1


28/66

~`lr 1& êdde n` dor edplfor


A}hibo F 1& Gir~oa}ele n` h}`bp`fbier `f de ~edde n` dor edplfor


If~`}{}`~ebif3 @f `d bpen}o F 1 y e~`fni`fno `d a}hibo F 1$ r`

`xin`fbie up` dor edplfor xix`f `f rp leyo}e `f H}efbirbo n` Li}efne y der[e}b`der&

êdde H}`bp`fbie %

ô~ed 22 5;;

=7


29/66

~`lr 7& [}omd`ler xirped`r y epni~ixor


A}ehibo F 7& Gir~oa}ele n` h}`bp`fbier `f dor {}omd`ler xirped`r y epni~ixor n`dor edplfor


If~`}{}`~ebif3 @f `d bpen}o F 7 y e~`fni`fno `d a}hibo F 7$ r``xin`fbie up` dor edplfor xix`f `f rp leyo}e fo ~i`f`f {}omd`ler xirped`r fiepni~ixor&

Xirped`r H}`bp`fbie %R ;8 57&=

Fo =1 75$7^o~ed 22 5;;

Epni~ixor H}`bp`fbie %R ;= 8$5

Fo 25 92$9^o~ed 22 5;;

;

5;

=;

2;

>; Xirped r 'ri)

Xirped`r 'fo)

Epni~ixor 'ri)

Epni~ixr 'fo)

=9


30/66

~`lr 9& E nfn` ebpn`r bpefno ~` `fh`}ler?


A}hibo F 9& Gir~oa}ele n` h}`bp`fbier n` dor ri~ior nofn` ebpn`f dor edplforbpefno r` `fh`}lef


If~`}{}`~ebif3 @f `d bpen}o F 9 y e~`fni`fno `d a}hibo F 9$ r``xin`fbie up` dor edplfor bpefno r` `fh`}lef ebpn`f `f rp leyo}e e dorelmpde~o}ior lr b`}befor y ed gor{i~ed&

Dpae} H}`bp`fbie %

Elmpde~o}io 50 >0$0

L`nibe~p}e 5 2Gor{i~ed 5; 2;$2

BNI = 8Me}}io En`f~}o 0 50$=

Bdfibe ; ;O~}o ; ;^o~ed 22 5;;

;

0

5;

50Elmpde~o}io

L`nibe~p}e

Gor{i~ed

BNI

Me}}io

2;


31/66

[e}~` II& Ne~or Helidie}`r3

~`lr 5;& [`}rofer up` xix`f `f ~ bere

Bpen}o F 5;& Nir~}impbif n` de h}`bp`fbie n` {`}rofer up` xix`f `f ~p bere

A}ehibo F 5;& Gir~oa}ele n` h}`bp`fbier n` der {`}rofer up` xix`f `f ~p bere


If~`}{}`~ebif3 @f `d bpen}o F 5; y e~`fni`fno `d a}hibo F 5; omr`}xelorup` de leyo}e n` dor edplfor xix`f `f rp bere bof 5; {`}rofer&

[`}rofer H}`bp`fbie %2 > 5=&5> > 5=&50 0 50$=8 > 81 = 8$5

7 2 9&55; 7 =>$=55 = 8$55= 5 2

^o~ed 22 5;;

;

5

=

2

>

0

8

1

7 2 {`}rofer

> {`}rofer

0 {`}rofer

8 {`}rofer

1 {`}rofer

7 {`}rofer

5; {`}rofer55 {`}rofer

5= {`}rofer

25


32/66

~`lr 55& Bpef~er n` `dder ~}emecef

Bpen}o F 55& Nir~}impbif n` de h}`bp`fbie n` der {`}rofer up` ~}emecef

A}ehibo F55& Gir~oa}ele n` h}`bp`fbie n` der {`}rofer up` ~}emecef

Hp`f~`3 Ne~or }`bo{idenor {o} Se{e~e'=;;1)

If~`}{}`~ebif3 @f `d bpen}o F 55 y e~`fni`fno `d a}hibo F 55$ r``xin`fbie up` `f de leyo}e n` der berer n` dor edplfor n` r`apfno eo n` der`bbif C ~}emecef nor {`}rofer&

^}emecef H}`bp`fbie %

5 55 22&2

= 50 >0&02 > 5=&50 2 9$5

^o~ed 22 5;;

;

0

5;

50

5 {`}rofe

= {`}rofer

2 {`}rofer

0 {`}rofer

2=


33/66

~`lr 5=& Bpf~or g`}lefor ~i`f`r?

Bpen}o F 5=& Nir~}impbif n` de h}`bp`fbie n` g`}lefor up` {or``f doredplfor&

A}ehibo F 5=& Gir~oa}ele n` h}`bp`fbier n` de bef~inen n` g`}leforup` {or``f dor edplfor&


If~`}{}`~ebif3 @f `d bpen}o F 5= y e~`fni`fno `d a}hibo F 5=$ r`{p`n` e{}`bie} up` de bef~inen n` g`}lefor up` {or``f dor edplfor n`d r`apfnoeo C `r n` = y 2 g`}lefor&

G`}lefor H}`bp`fbie %5 5 2= 7 =>$=2 7 =>$=> > 5=$50 1 =5$=8 2 9$57 = 8$5

^o~ed 22 5;;

;

5

=

2

>

0

81

7

5

=

2

>

0

8

7

22


34/66

~`lr 52& Bpf~or g`}lefor r~pnief?

Bpen}o F 52& Nir~}impbif n` de h}`bp`fbier e de bef~inen n` g`}lefor up``r~pnief

A}ehibo F 52& Gir~oa}ele n` h}`bp`fbier n` de bef~inen n` g`}lefor up``r~pnief&


If~`}{}`~ebif3 @f `d bpen}o F 52 y e~`fni`fno `d a}hibo F 52$ r` `xin`fbieup` de leyo}e n` dor edplfor {or``f = g`}lefor `r~pniefno&

@r~pnief H}`bp`fbie %

5 7 =2

= 52 21

2 1 =;

> > 55

8 2 9^o~ed 20 5;;

;

0

5;

50

5

=

2>

8

2>


35/66

~`lr 5>& A}eno n` ifr~}pbbif n` dor [en}`r

Bpen}o F 5>& Nir~}impbif n` de h}`bp`fbie bof }`r{`b~o ed a}eno n` ifr~}pbbifn` dor {en}`r

A}hibo F5>& Gir~oa}ele n` h}`bp`fbie& bof }`r{`b~o ed a}eno n` ifr~}pbbif n`dor {en}`r&


If~`}{}`~ebif3 @f `d bpen}o F 5> y e~`fni`fno `d a}hibo F 5>$ de a}ef

leyo}e n` der len}`r ~i`f`f pf a}eno n` ifr~}pbbif mribo&

A}eno n`Ifr~}pbbif

'Len}`)

H}`bp`fbie

%

Mribo == 88$1Mebgidd`} 5; 2;$2

^bfibo l`nio ; ;^bfibo Rp{`}io} ; ;

Pfix`}ri~e}io 5 2

^o~ed 22 5;;

;

0

5;

50

=;

=0Mribo

Mebgidd`}

^`b& L`nio

^& R& P&

Pfix`}r~

Bodplfer 2N

20


36/66

I~`lr&50& A}eno n` ifr~}pbbif n` dor [en}`r


A}hibo F 50& Gir~oa}ele n` h}`bp`fbie bof }`r{`b~o ed a}eno n` ifr~}pbbif n`dor {en}`r&


If~`}{}`~ebif3 @f `d bpen}o F 50 y e~`fni`fno `d a}hibo F 50$ de a}efleyo}e n` dor {en}`r ~i`f`f pf a}eno n` ifr~}pbbif mribo

A}eno n`Ifr~}pbbif

'[en}`)H}`bp`fbie %

Mribo =0 10$7Mebgidd`} 7 =>$=

^bfibo l`nio ; ;^bfibo Rp{`}io} ; ;

Pfix`}ri~e}io ; ;^o~ed 22 5;;

;

0

5;

50

=;

=0

Mribo

Mebgidd`}

^`b& L`nio

^& R& P&

Pfix`}r~

28


37/66

[e}~` III& Ne~or n` }`e hribo,elmi`f~ed3

~`lr 58& Dpae} nofn` xix`r

Bpen}o F 58& Nir~}impbif n` deh}`bp`fbie&

A}hibo F 58& Gir~oa}ele n` h}`bp`fbie bof }`r{`b~o ed dpae} nofn` xix`f dor

edplfor


If~`}{}`~ebif3 @f `d bpen}o F 58 y e~`fni`fno `d a}hibo F 58$ r`{p`n` `xin`fbie} de a}ef leyo}e n` dor edplfor up` xix`f `f me}}ior&

Dpae} H}`bp`fbie %P}mefisebif 5= 28$>

Me}}io =5 82$8Sofe ]p}ed ; ;

^o~ed 20 5;;

;

0

5;

50

=;

=0

P}mefisebif

Me}}io

Sofe ]p}ed

21


38/66

I~`lr 51& î{o n` xixi`fne


A}ehibo F 51& Gir~oa}ele n` h}`bp`fbier `f `d ~i{o n` xixi`fne&


If~`}{}`~ebif3 @f `d bpen}o F 51 y e~`fni`fno `d a}hibo F 51$ r`{p`n` e{}`bie} up` de a}ef leyo}e n` dor edplfor xix`f `f pfe bere&

î{o n`xixi`fne

H}`bp`fbie %

Bere =; 8;$8E{e}~el`f~o ; ;

Upif~e ; ;]efbgo 52 29$>ô~ed 20 5;;

;

0

5;

50

=;

Bere

E{e}~el`f~

Upif~e

]efbgo

27


39/66

~`lr 57& R`}xibior up` `wir~`f `f ~ bolpfinen


A}hibo F 57& Gir~oa}ele n` h}`bp`fbier& h}`bp`fbier rom}` dor r`}xibior up``wir~`f `f ~ bolpfinen


If~`}{}`~ebif3 @f `d bpen}o F 57 y e~`fni`fno `d a}hibo F 57$ r` {p`n`

e{}`bie} up` dor edplfor bp`f~e bof de leyo}e n` dor r`}xibior up` n`m`f `wir~i}

`f pfe bolpfinen&

R`}xibior H}`bp`fbie %

Erò P}m& =9 71$9

^}efr{o}~` 22 5;;

Elmpde~o}io 50 >0$0Lnpdo [& 57 0>$0}èr N`{& 5= 28$>Bedd`r erh& =0 10$7

Eape 22 5;;Dps 22 5;;

^`dhofo 55 22$2Bdoeber 22 5;;

Aer 22 5;;^&X {o} bemd` ;8 57$=

If~`}f`~ ;5 2

;

5;

=;

2;

>;Erò

^}efr{o}~`

Elmpde~o}io

Lonpdo [

E}èr N`{

Bedd`r Erh

Eape

Dps

29


40/66

[e}~` IX& Ne~or `boflibor3

~`lr 59& ^}emece rp {en}`?

Bpen}o F 59& Nir~}impbif n` de h}`bp`fbie &

A}ehibo F 59& Gir~oa}ele n` h}`bp`fbier bof }`r{`b~o e up` ri ~}emece o fo `d{en}`&


If~`}{}`~ebif3 @f `d bpen}o F 59 y e~`fni`fno `d a}hibo F 59$ r`{p`n` e{}`bie} up` de a}ef leyo}e n` dor {en}`r ~}emecef$ n`nibfnor lr ed~}emeco ifho}led&

^}emece rp {en}` H}`bp`fbie %Ri =0 10$7

Fo 7 =>$=^o~ed 22 5;;

;

0

5;

50

=;

=0

Ri

Fo

>;


41/66

~`lr =;& ^}emece rp len}`?

Bpen}o F =;& Nir~}impbif n` de h}`bp`fbie &

A}ehibo F =;& Gir~oa}ele n` h}`bp`fbier& h}`bp`fbie bof }`r{`b~o e up` ri~}emece o fo de len}`&


If~`}{}`~ebif3 @f `d bpen}o F =; y e~`fni`fno `d a}hibo F =; r` {p`n``xin`fbie} up` de a}ef leyo}e n` der len}`r ~}emecef$ n`nibfnor` lr ed ~}emeconol`r~ibo y ed bol`}bio&

^}emece rp len}` H}`bp`fbie %Ri 59 01$8

Fo 5> >=$>^o~ed 20 5;;

;

0

5;

50

=;

Ri

Fo

>5


42/66

~`lr ==& ^}efr{o}~` up` p~idiser {e}e i} ed bodàio

Bpen}o F ==& Nir~}impbif n` de h}`bp`fbie

A}hibo F ==& Gir~oa}ele n` h}`bp`fbier n` ebp`}no ed ~}efr{o}~`p~idiseno&


If~`}{}`~ebif3 @f `d bpen}o F == y e~`fni`fno `d a}hibo F ==$ r`{p`n` bofr~e~e} up` de a}ef leyo}e n` dor edplfor r` ~}erdenef ed bodàio `f

~}efr{o}~` {mdibo&

^}efr{o}~` H}`bp`fbie %

Belifefno 8 57$=

^}efr{o}~`

[mdibo51 05$0

^}efr{o}~`

@rbode}2 9$5

Be}}o

[e}~ibpde}1 =5$=

êwi ; ;ô~ed 22 5;;

;

0

5;

50

=;

Belifefn

^}efr& [pm

^}efr& @rb

Be}}o [e}~&

êwi

>=


43/66


44/66

~`lr =>& Der }`debiof`r bof ~pr {en}`r

Bpen}o F =>& Nir~}impbif n` deh}`bp`fbier&

A}hibo F =>& Gir~oa}ele n` h}`bp`fbier& H}`bp`fbier bof }`r{`b~o e de }`debif

bof dor {en}`r


If~`}{}`~ebif3 @f `d bpen}o F => y e~`fni`fno `d a}hibo F =>$ r`{p`n` e{}`bie} up` de a}ef bod`b~ixinen n` dor edplfor ~i`f`f pfe }`debif lrbe}iore bof dor {en}`r&

]`debifHelidie}

H}`bp`fbie %

Be}iorer 52 29$>

N` ]`r{`~o 1 =5$=N` `lo} 0 50$=Ea}`rixer > 5=$5Elir~orer > 5=$5

Bolpfibe~ixer ; ;^o~ed 22 5;;

;

0

5;

50Be}iorer

N` }` r{`~o

N` ~`lo}

Ea}`rixer

lir~orer

>>


45/66

~`lr =0& ^` bofrin`}er pfe {`}rofe

Bpen}o F =0& Nir~}impbif n` deh}`bp`fbier&

A}hibo F =0& Gir~oa}ele n` h}`bp`fbier& h}`bp`fbier bof }`r{`b~o e bolo ~`bofrin`}er&


If~`}{}`~ebif3 @f `d bpen}o F =0 y e~`fni`fno `d a}hibo F =0$ r`{p`n` fo~e} up` de a}ef leyo}e n` dor edplfor rof eliaemd`r y edà}`r&

^` bofrin`}er H}`bp`fbie %Eliaemd` 55 22$2

Edà}` 9 =1$2^lino 2 9$5

Ea}`rixo > 5=$5Ifupi`~o 8 57$=

ô~ed 22 5;;

;

=

>

8

7

5;

5=

Eliaemd`

Edà}`

^lino

Ea}`rixo

Ifupi`~o

>0


46/66

[e}~` XI& Ne~or ebenlibor3

~`lr =9& î`f`r upif ~` eypn` bof ~pr ~e}èr

Bpen}o F =9& Nir~}impbif n` deh}`bp`fbier&

A}hibo F =9& Gir~oa}ele n` h}`bp`fbier& h}`bp`fbier bof }`r{`b~o e up` ri~i`f`r upif ~` eypn` bof ~pr ~e}èr&


If~`}{}`~ebif3 @f `d bpen}o F =9 y e~`fni`fno `d a}hibo F =9$ r`

{p`n` e{}`bie} up` de a}ef leyo}e n` dor edplfor fo ~i`f`f upif dor eypn` e

}èdise} rpr eriafebiof`r rbode}`r&

î`f`rupif ~èypn`

H}`bp`fbie %

Ri 1 =5$=

Fo =8 17$7ô~ed 22 5;;

;

5;

=;

2;

RiFo

>8


47/66

~`lr 2;& Bodemo}er bof ~pr bol{e`}or

Bpen}o F 2;& Nir~}impbif n` deh}`bp`fbier&

A}hibo F 2;& Gir~oa}ele n` h}`bp`fbier& h}`bp`fbier bof }`r{`b~o edbol{e`}irlo


If~`}{}`~ebif3 @f `d bpen}o F 2; y e~`fni`fno `d a}hibo F 2;$ ròmr`}xe up` ~onor dor edplfor rèdef up` rof bodemo}eno}`r bof rprbol{e`}or&

F n`Go}er

H}`bp`fbie %

R 22 5;;

Fo ; ;

ô~ed 22 5;;

;

=;

>;

8;

7;

5;;

22;

>1


48/66

~`lr 25& ]`r{`~er der fo}le n` bofxix`fbie n`f~}o n`d epde n` bder`r?

Bpen}o F 25& Nir~}impbif n` deh}`bp`fbier

A}hibo F 25& Gir~oa}ele n` h}`bp`fbier bof }`r{`b~o e ri }`r{`~ef der fo}lern` bofxix`fbie


If~`}{}`~ebif3 @f `d bpen}o F 25 y e~`fni`fno `d a}hibo F 25$ r`{p`n` `xin`fbie} up` de a}ef bod`b~ixinen n` dor edplfor ri`f~`f up` ri }`r{`~efder fo}ler n` bofxix`fbie&

Ri`f~`rif~`}r

H}`bp`fbie %

Ri => 1=$1

Fo 9 =1$2^o~ed 20 5;;

;

0

5;

50

=;

=0

Ri

Fo

>7


49/66

~`lr 2=& Blo e{}`fn`r l`co}?

Bpen}o F 2=& Nir~}impbif n` deh}`bp`fbier&

A}hibo F 2=& Gir~oa}ele n` h}`bp`fbier bof }`r{`b~o e bolo e{}`fn`r l`co}


If~`}{}`~ebif3 @f `d bpen}o F 2= y e~`fni`fno `d a}hibo F 2=$ r`{p`n` `xin`fbie} up` e de a}ef leyo}e n` dor edplfor e{}`fn`f lr bpefno

p~idisef l`nior epnioxirped`r y bpefno }`edisef ~}emecor `f a}p{or&

H}`bp`fbie %

@d [}oh& Ne bder` 8 57$=

Ifx`r~iaefno = 8^}emecor a}p{ed`r 5; 2;$2

Bof l`nior

epnioxirped`r50 >0$0

^o~ed 22 5;;

;

0

5;

50@d [}oh ne

bder`

Ifx`r~iaefno

^}emecor

A}p{ed`r

L`nior

>9


50/66

~`lr 22& Up eb~ixinen`r {}eb~iber hp`}e n`d epde n` bder`?

Bpen}o F 22& Nir~}impbif n` deh}`bp`fbier&

A}hibo F 22& Gir~oa}ele n` h}`bp`fbier& h}`bp`fbier bof }`r{`b~o e up` ~Àpr~e ~}emece} `f ùpi{o&


If~`}{}`~ebif3 @f `d bpen}o F 22 y ~`fi`fno `f bp`f~e `d a}hibo F 22$r` `xin`fbie e up` de a}ef leyo}e n` dor edplfor d` apr~e ~}emece} `f ùpi{o&

Eb~ixinen`r H}`bp`fbie %

ô~ed 22 5;;

;

5;

=;

2;

Ri

Fo

0;


51/66

~`lr 2>& Bofnibiof`r hriber n` de ifr~i~pbif

Bpen}o F 2>& Nir~}impbif n` deh}`bp`fbier&&

A}hibo F 2>& Gir~oa}ele n` h}`bp`fbier bof }`r{`b~o e der bofnibiof`r hribern` de ifr~i~pbif


If~`}{}`~ebif3 @f `d bpen}o F 2> y e~`fni`fno `d a}hibo F 2>$ ròmr`}xe up` de a}ef leyo}e n` dor edplfor bofrin`}ef up` der bofnibiof`r hribern` de ifr~i~pbif rof }àpde}`r&

Bofnibif H}`bp`fbie %

@wb`d`f~` = 8$5

Mp`fe 5; 2;$2

]àpde} 57 0>$0

Lede 2 9$5ô~ed 22 5;;

;

0

5;

50

=;

@wb`d`f~`

Mp`fe

]àpde}

Lede

05


52/66

@F BPEFÔ E DE EB^PEBIF Y ]@FNILI@FÔ N@D EDPLFO R@

OMR@]X UP@3

e&, De Eb~pebif n`d A}p{o3

Dor edplfor `r~f pmibenor `f `d epde `f ho}le ~}enibiofed&

Dor edplfor lp`r~}ef pfe eb~i~pn bo}nied y }`r{`~pore ef~` `d nob`f~`

@d a}p{o `f rp leyo}e if~`}xi`f`&

m&, @d ]`fnili`f~o Ebenlibo n`d A}p{o3 E ~}exr n` rp {e}~ibi{ebif `f bder` `d a}p{o n`lp`r~}e up` ge enupi}ino

bofobili`f~or `f dor nih`}`f~`r ~`ler n`d {}oa}ele&

L`nief~` {}àpf~er$ `d a}p{o lefihi`r~e rp ifupi`~pn {o} dor ~`ler nenor

{o} `d {}oh`ro}&

0=


53/66


m}`x` if~}onpbbif `r n`bi} niae n`

up` r` ~}e~e

BE[I^PDO III

HER@ N@ [DEFIHIBEBIF

@f `r~e her` `d @r~pnief~`, Nob`f~` }èdise der `r~}e~àier y dor }`bp}ror e

p~idise} np}ef~` `d n`re}}oddo n` dor bof~`finor& R` {}`biref dor omc`~ixor e

edbefse}&

2&5 EBÎXINEN@R N@RE]]ODDENER NP]EF^@ DE HER@&

Np}ef~` `r~e her` r` n`re}}odd de `demo}ebif n`d [def n` De{ro$ [def n`

`xedpebif y [def n` bder`r&

2&=& [DEF N@ DE[RO

@r eup`d nofn` r` n`hif`f dor bof~`finor nir~}impinor `f `d de{ro e

n`re}}odde}$ bof `d hif n` fo n`ce} hp`}e n` `xedpebif dor bof~`finor lr

il{o}~ef~`r&

2&=&5 CPRÎHIBEBIF N@ DOR [DEF@R N@ DE[RO&

02


54/66

î`f` de hifedinen n` nir~}impi} `f `d ~i`l{o n` pf de{ro ~onor

eup`ddor bof~`finor up` r` bofrin`}`f il{o}~ef~`r `f `d {}ob`ro n` ho}lebif

n` dor `r~pnief~`r y up` `r~` n`m` e{}`fn`}$ rè dor omc`~ixor up` r`

}ùpi`}`f edbefse} bof dor bof~`finor up` r` xef e ~}emece} n` ebp`}no ed

Lifir~`}io n` @npbebif y Bpd~p}e&

2&2& [DEF N@ @XEDPEBIF

[e}e `r~` {def r` ~ole}f `f bp`f~e der eb~ixinen`r y ho}ler n`

`xedpebif$ up` {`}li~i}f e{}`bie} `d doa}o n` dor omc`~ixor l`nief~` dor

riapi`f~`r er{`b~or3

,êdd`}`r

,[}p`me Bo}~e

, Eriafebiof`r {e}e de bere&

@d up` @xedpe}?

Omc`~ixor A`f`}ed`r

Bol{`~`fbier$ b}i~`}ior ifnibeno}`r&

}èr3

o N`d R`}

o N`d Rem`}

o N`d Geb`}

@d {def n` `xedpebif ifbdpy 3

, [}p`me Nieafr~ibo

, @fbp`r~e Robio,@boflibe

, [}p`me Hifed&

2&&2&5 CPRÎHIBEBIFN@D [DEF N@ @XEDPEBIF

R` }èdise `r~` {def bof `d hif n` ~ole} n`biriof`r rom}` de ep~o`xedpebif y

bo`xedpebif n`d nob`f~` y ~elmif {e}e ne}d` pfe be}ae xedo}e~ixe e bene mdoup`

0>


55/66

n` bof~`fino {e}e `d {}ob`ro n` `frèfse y e{}`fnisec` do bped {`}li~` pfe

bedihibebif e dor `r~pnief~`r&

2&>& [DEF N@ BDER@

Dor {def`r n` bder`r ri}x`f {e}e lef`ce} x`f ho}le lr `hibi`f~` `d bof~`fino n`

de eriafe~p}e$ der `r~}e~àier l`~onodaiber e p~idise} y dor }`bp}ror f`b`re}ior&

2&>&5 CPRÎHIBEBIF N@ DOR [DEF@R N@ BDER@&

@f `d {def n` bder` r` `demo}e bof `d hif n` o}aefise} der bder`r nie}ier ~}e~efno n`

fo `rbe{e} er{`b~or up` {p`nef ifhdpi} `f `d {}ob`ro `npbe~ixo$ bolo ape `f

nofn` r` }`hd`cef dor bof~`finor n`d ne$ omc ~ixor$ {}ob`ror$ eb~ixinen`r y

}`bp}ror up` n`m`f ne}r` `f `d {}ob`ro {e}e doa}e} `d omc`~ixo {}ifbi{ed&

N`m` {}`r`f~e} `f `r~` be{i~pdo dor

lon`dor n` dor {def`r p~idisenor&

BE[I^PDO IX

HER@ N@ []BÎBE [@NEAAIBE

De {}b~ibe {`neaaibe `r de her` lr il{o}~ef~` n`d bibdo nob`f~`$ ye up`

bol{}`fn` `d `c`}bibio n` de nob`fbie ni}`b~e {o} {e}~` n`d {}eb~ibef~`&

00


56/66

@f `r~e her` `d {}eb~ibef~` nob`f~` n`m` e{dibe} dor bofobili`f~or$

gemidinen`r y n`r~}`ser enupi}iner `f `d ~}efrbp}ro n` de be}}`}e$ y er bofob`} `f

pf ~i`l{o lpy bo}~o de }èdinen up` r` xix` `f pfe epde n` bder`$ y `c`}b`} `d }od

n` pf nob`f~`&

@f `d {}ob`ro n` `r~` {`}iono r` n`re}}odde}f der {defihibebiof`r

}èdisener$ `r n`bi} rp `c`bpbif o e{dibebif n` ebp`}no e de @~e{e r`d`bbiofene

bol{}`fni`fno {e}e `r~` bero ràpfno eo n`d D&M Me}~odol Odix`}&

>&5& Eb~ixinen`r ]èdisener

Ed ifibio n` `r~e her`$ }èdib` de omr`}xebif a`f`}ed$ de omr`}xebif n`

epde$ do bped ri}xi n` o}i`f~ebif y mer` {e}e `d ~}emeco up` r` }èdise}e ye up`

{pn` e{}`bie} der `r~}e~àier n` `frèfse p~idisener {o} `d {}oh`ro} n` de

eriafe~p}e&

R` e{dib de [}p`me Nieafr~ibo {e}e n`~`}life} dor bofobili`f~or {}`xior

n` dor edplfor bof }`debif e dor ~`ler up` r` ne}f$ do bped ri}xi n` ifnibeno}

{e}e `d ifibio n`d bof~`fino {}oa}el~ibo up` l` hp` eriafeno& Dpào r` e{dib de

{}p`me robio`boflibe {e}e bofob`} pf {obo f der bofnibiof`r up` xix`f ddor&

Der eb~ixinen`r r` ifibie}of `d 5> n` Leyo n`d =&;;1& Nofn` lef~px` pfe

}`debif lpy `r~}`bge bof dor edplfor& [o}up` ~ef~o `ddor bolo yo om~pxilor

e{}`fnisec`r$ `ddor e{}`fni`}of n` dor bofobili`f~or up` yo d` ~}efrli~e `f der

bder`r$ er bolo yo e{}`fn e ~}e~e} bof nix`}ror be}eb~`}`r$ n` bene pfo n` dor

edplfor$ doa}` ~`f`} pfe `r~ene ea}enemd` {e}e li e{}`fnisec` bolo nob`f~`&

Bem` n`r~ebe} up` `d nolifio n`d a}p{o `r lpy il{o}~ef~` {o}up` `r~o l`

{`}li~i ~`f`} `d }`r{`~o n` `ddor$ y `r~o geb` up` `d e{}`fnisec` ddàp` e dor

edplfor&

Doa}` up` `d a}p{o r` lo~ixe}e lr {e}e e{}`fn`} y {e}~ibi{e} `f bene

pfe n` der eb~ixinen`r `f bder`r$ a}ebier e de ape ninb~ibe&

08


57/66

@f~}` der eb~ixinen`r }èdisener `f `d epde r` dd`xe}of e bemo$ bof~}od n`

erir~`fbie$ bofnpb~e$ ~bfiber y {}ob`nili`f~or$ erò y o}n`f n`d redf {e}e bene

bder` y der `xedpebiof`r up` ho}lef {e}~` n`d {}ob`ro `npbe~ixo$ ed hifed {e}e

l`ni} bofobili`f~or om~`finor `f bene bof~`fino& êlmif r` ~ol `f bp`f~e

der if~`}x`fbiof`r n` dor edplfor&

>&=& @r~}e~àier L`~onodaiber

Dor l~onor n` `frèfse rof {}ob`nili`f~or merfnor` `f {}ifbi{ior

daibor$ up` {p`n`f r`} bolpf`r e xe}ier bi`fbier y eme}bef er{`b~or n` de

eb~ixinen ninb~ibe&

>&=&5& Dor l~onor ninb~ibor n` `frèfse$ rof `d bofcpf~o n`

{}ob`nili`f~or daibor y {ribodaibor `r~}pb~p}enor$ n` dor bped`r r` xed` `d

nob`f~ $ {e}e epl`f~e} `d e{} fnisec` n`d edplfo$ e hif up` `r~ n`re}}odd`

bofobili`f~or$ enupi`}e ~bfiber o erple eb~i~pn`r ` inèr&

[o} do ~ef~o$ dor l~onor e{dibenor `f de `frèfse n` dor edplfor hp`}of3

`d l~ono eb~ixo$ bof `d pro n` de ape ninb~ibe `f nofn` dor edplfor

{e}~ibi{e}of `f ~oner der eb~ixinen`r n` bder`$ y `r~o giso up` de bder` r`

n`re}}odde}e `f~}` `d nob`f~` y dor edplfor& @d nob`f~` {ere geb`} pf hebidi~eno}

n`d {}ob`ro&

>&=&=& ^bfiber n` @frèfse

Der ~bfiber n` `frèfse rof {}ob`nili`f~or daibor y {ribodaibel`f~`

`r~}pb~p}enor$ n`r~ifenor e ni}iai} `d e{} fnisec` n`d `npbefno `f pf r`b~o}

dili~eno$ y `f pf bof~`fino `r{`bihibo&

Eb~ixinen`r Dniber$ {e}e `r~ilpde} de ileaifebif y a`f`}e} `d if~`}r n`d

edplfo `f `d bof~`fino&

01


58/66

ô}m`ddifo n` inèr$ up` {`}li~` ed `r~pnief~` bof~}er~e} bof der o{ifiof`r

n` rpr o~}or bol{e`}or der inèr {}`,`r~emd`biner bof }`debif ed ~`le {e}e ddàe}er e de bofr~}pbbif n` rp {}o{io e{}`fnisec`&

[}àpf~er$ r` `l{dè {e}e x`}ihibe} ri erilide}of `d bof~`fino bofb`{~ped

xir~o `f de bder` ef~`}io} y bol{}ome} `d bofobili`f~o om~`fino&

^bfibe `w{ori~ixe$ `d bped {`}li~` de `w{oribif o}ed$ {o} {e}~` n`d {}oh`ro}

rom}` `d bof~`fino n` dor ~`ler {ep~enor: {e}e `r~ilpde} ed edplfo e up` {e}~ibi{`

bof nifelirlo y bofr~efbie `f der eb~ixinen`r ifg`}`f~`r e der bder`r& [e}e doa}e}

`r~o$ r` geb` ifnir{`fremd` up` de `w{oribif bofr~` n` {}`r`f~ebif n`d ~`le y `d

n`re}}oddo n`d bof~`fino `f {e}~`r daiber&

Ape ninb~ibe$ `f de `demo}ebif n` pf le~`}ied n` `r~pnio {e}e dor

edplfor&

>&=&2 [}ob`nili`f~or n` @fr efse

If~`}}oae~ixo3 R` doa}e e ~}exr n` {}àpf~er ni}iainer e dor edplfor$ rom}` `d

~`le e n`re}}odde}

Idpr~}ebif3 @r de }`{}`r`f~ebif a}hibe n` dor bofobili`f~or&

If~`}x`fbiof`r3 @r de {e}~ibi{ebif n`d edplfo {e}e ebde}e}$ ea}àe} o bo}}ài} de

`w{dibebif n` pf ~`le&

@c`}bi~ebif3 Bol{}`fn` y hice dor bofobili`f~or l`nief~` de }`{`~ibif y

{}b~ibe `f a`f`}ed&

>&2& ]`bp}ror Ifr~}pbbiofed`r @l{dènor3

Gplefor

Edplfor n` ràpfno eo C n`d D&M Me}~odol Odix`}

[}eb~ibef~` Nob`f~`

, [}oh`ro} n` de eriafe~p}e

07


59/66

, [}oh`ro} n` de [}b~ibe [}oh riofed III

Le~`}ied`r

, Delifer

, îse n` bodo}`r

, Mo}}eno}

, [ise}}f

, ^`w~or n` bofrpd~e

, Ape ninb~ibe

, [defihibebif n` bder`

>&>& Nihibpd~en`r up` r` bofh}of~ef np}ef~` de }èdisebif n` r~e her`

@d lr a}efn` ifbofx`fi`f~` up` `r~` {}`r`f~` `f `d n`re}}oddo n` `r~e her`

{`neaaibe `r `d }pino {}`r`f~` `f `d redf ld~i{d`$ ye up` `r~` ifhdpy` `f der

bder`r y {o} `fn` `f `d e{}`fnisec` n` dor edplfor: oberiofefno n`rbofb`f~}ebif

~o~ed&

N`mino ed }pino$ lpbger x`b`r de xos fo ddàe ed hifed n`d epde$ `f~ofb`r

dor up` `r~f `f de {e}~` n` e~}r fo `rbpbgef fene$ `d nob`f~` up`ne rif xos y

bof pf led`r~e} emnolifed {}onpb~o n` d`xef~e} ~ef~o de xos&

En`lr up` dor edplfor {}`r`f~`r `f `d redf ld~i{d` up` fo `r~f `f

bder`r lod`r~ef `f de {p`}~e y nir~}e`f e dor edplfor n`d =no C

R` f`b`ri~e n`f~}o n`d redf ld~i{d` pfe boo}nifebif {o} {e}~` n` pf

{`}rofed up` doa}` `d bof~}od$ o}n`f y `xi~` `d beor ed lol`f~o n` redi} ed }`b`ro

ye up` `f de eb~pedinen `r pf n`ro}n`f: y lpbgor edplfor n` o~}er r`bbiof`r `f `d

lol`f~o n` `r~e} il{e}~i`fno de bder`$ `r~f n`r~}py`fno y aod{èfno `d

lomidie}io {o} do up` r` {i`}n` de bofb`f~}ebif n`d a}p{o n` =no C

09


60/66

>&0& [orimd`r rodpbiof`r3

Go}e}ior n` nob`f~`r {`}lef`f~`r {e}e `xi~e} edplfor `f dor {eriddor n`dredf ld~i{d`&

^edd`}`r {e}e l`co}e} `d }`r{`~o y de bofxix`fbie n`f~}o n`d redf ld~i{d`&

Bge}der rom}` R`f~ino n` {`}~`f`fbie {e}e xedo}e} do up` r` `fbp`f~}e n`f~}o

n` de ifr~i~pbif&

BE[I^PDO X

EFDIRIR N@ NE^OR


m}`x` if~}onpbbif `r n`bi} niae n`

up` r` ~}e~e

8;


61/66

0&5& Flifer n` dor edplfor

F EDPLFO [}p`me Nieafr~ibe [}p`me Hifed5 Do{`s [`n}o 5;= H`}}ì}e Yofn`} ;12 [edolifo Efe ;8> Refnie N`wy 5;0 A`nn` Air`d 508 Aofsed`s H}`nny ;11 Ro~o Y`r`fie 5>7 Me~ir~e Le}d`f` 55

9 E{of~` A`f`rir 5;5; O}`ddefe Yofe~gef ;855 Selm}efo Qidm`} ;95= ]`modd`no Yprmìr ;052 Bo}}ed`r En}iefe ;85> Lofb`}}e~ @fn`}rof 5550 Le~e Efe 5258 [`}`s Qed~`} ;151 Npe}~` Le}e ;857 [ed`fbie Ygoffi ;759 Bedn`}e Dirnìde ;1=; Bo}noxe Ew`d ;8=5 G`}ffn`s Ef~gofy 55== [`~i~ Ne}iedyr 5;=2 [if~o O}iefe 5==> G`}ffn`s ]ofy ;7=0 Odix`}or Em}egel 5;=8 îfòFòle} ;7=1 Ae}be ]einy ;9=7 Eapi}}` Corp` ;7=9 Hdo}`r Co`dyr 50

2; Hdo}`r Cofe~gef 5525 Me}}`}e jìdy ;=2= ]on}ap`s Dpirefe 5222 Dei~of Qidrof ;7

85


62/66

0&5&= EFDIRIR @RÊNRÎBO N@ DE []P@ME NIEAFORÎBE '[& N)

@f `r~e r`bbif n`d ifho}l` r` {}`~`fn` efedise} `r~enr~ibel`f~` dor ne~or

e}}ocenor `f pf {}il`} lol`f~o ed }èdise}r` de {}p`me nieafor~ibe$ y er omr`}xe}

der bedihibebiof`r om~`finer {o} dor edplfor dpào n` gem`} {}`r`f~eno nibge

{}p`me&

BEDIHIBEBIOF@R3 f< 22 edplfor

Bpen}o F 5& Bedihibebiof`r om~`finer {o} dor edplfor n`d Ràpfno eo

C n`d D&M Me}~odol Odix`}

5; ;1 ;8 5; 50 ;1 5> 55 5; ;8 ;9 ;0 ;8 55 52;1 ;8 ;7 ;1 ;8 55 5; 5= ;7 5; ;7 ;9 ;7 ;7 5055 52 ;7 , , , , , , , , , ,

@d bdbpdo `r~enr~ibo r` }èdis {o} ea}p{ebif n` ne~or ni}`b~or&

ÊMDE N@ H]@BP@FBIE

Bpen}o F =& Bdbpdo `r~enr~ibo }èdiseno bof der bedihibebiof`r n` de

{}p`me nieafr~ibe&

Wi Wr Wl H H Wl & h h'Wl,w)=

5> 50 5>$0 2 22 >2&05= 52 5=&0 2 2; 21$05; 55 5;&0 9 =1 9>$0;7 ;9 7&0 7 57 87;8 ;1 8&0 5; 5; 80

22 557 2;7$0Hp`f~`3 Ne~or }`bo{idenor {o} Se{e~e '=;;1)&

8=


63/66

L@NINER N@ ^@FN@FBIE B@F^]ED

L`nie E}i~l~ibe ' )W 3 @r `d xedo} o bih}e lr }`{}`r`f~e~ixe n`d bofcpf~o

n` ne~or$ `r~ }`{}`r`f~e} `d {}ol`nio n` de {pf~pebif om~`fine {o} dor edplfor&

If~`}{}`~ebif3

L`niefe 'Wn)3 @r `d {pf~o o `d xedo} fpl}ibo up` nixin` e pfe r`}i` onir~}impbif n` ne~or `f nor {e}~`r `web~el`f~` iaped`r&

;8 , ;8 ;8 ;8 ;8 ;8 ;1 ;1 ;1 ;1 ;7 ;7

;7 ;7 ;7 ;7 ;9 ;9 5; 5; 5; 5; 5; , 55

55 55 55 5= 52 52 5> 50 50

If~`}{}`~ebif3 58$0; {pf~or `f de bderihibebif up` nixin` e de r`}i` n`{pf~ec` `f nor {e}~`r iaped`r&

L@NINER N@ XE]IEMIDINEN

N`rxiebif ^{ibe ' R )3 De n`rxiebif ~{ibe `r de lr bol{d`~e n` der

l`niner n` xe}iemidinen: `r~e lin` de nir{`}rif n` dor ne~or bof }`r{`b~o e de

l`nie e}i~l~ibe$ n`~`}lifefno ri dor ne~or `r~f bofb`f~}enor ed}`n`no} n` de

l`nie o ed`cene n` de lirle&

Bpen}o A}hibo

82


64/66

[pf~pebiof`r n` dor edplfor& Gir~oa}ele n` h}`bp`fbier n` de {}p`me

nieafr~ibe&

If~`}{}`~ebif3 E~`fni`fno e `d a}hibo {}`r`f~` r` omr`}xe bof bde}inen up` derbedihibebiof`r up` lr r` }`{i~i`}of `f de {}p`me nieafr~ibe hp`}of 5=$ 0 {pf~or y5>$0 {pf~or&

0&5&2 EFDIRIR @RÊNRÎBO N@ DE []P@ME HIFED '[& H)

@f `r~e r`bbif n`d ifho}l` r` {}`~`fn` efedise} `r~enr~ibel`f~` dor ne~or

e}}ocenor `f pf {}il`} lol`f~o ed }èdise}r` de {}p`me hifed$ y er omr`}xe} der

bedihibebiof`r om~`finer {o} dor edplfor dpào n` gem`} {}`r`f~eno nibge {}p`me&

BEDIHIBEBIOF@R3 f< 22 edplfor

Bpen}o F 2& Bedihibebiof`r om~`finer {o} dor edplfor n`d Ràpfno eo

C n`d D&M Me}~odol Odix`} `f de {}p`me hifed&

5= 51 ;8 50 52 ;7 50 5; ;9 5= 51 ;9 52 ;1 5151 5; 51 ;0 55 ;9 51 5> ;7 50 55 ;> 51 58 58;> 50 ;>

@d bdbpdo `r~enr~ibo r` }èdis {o} ea}p{ebif n` ne~or ni}`b~or&

ÊMDE N@ H]@BP@FBIE

[PF^PEBIF H]@BP@FBIE

5>$0 25=&0 25;&0 97&0 78&0 5;

ô~ed 22

;

=

>

8

7

5;

5>$0

5=$0

5;$0

7$0

8$0

8>


65/66

Bpen}o F >& Bdbpdo `r~enr~ibo }`ediseno bof der bedihibebiof`r n` de

{}p`me nieafr~ibe&

Wi Wr Wl h H Wl & h h'Wl,w)=

58 , 51 51$0 9 22 501$05> 50 50&0 0 => 11$05= , 52 52&0 > 59 0>5; 55 55&0 > 50 >8;7 ;9 9&0 0 55 >1$0;8 ;1 1&0 = 8 50;> ;0 0&0 > > ==

22 55= >59$0

Hp`f~`3 Ne~or }`bo{idenor {o} Se{e~e '=;;1)&

L@NINER N@ ^@FN@FBIE B@F^]ED

L`nie E}i~l~ibe ' )W 3

L`niefe 'Wn)3

;> ;> ;> ;0 ;8 ;1 ;7 ;7 ;9 ;9

;9 5; , 5; 55 55 5= 5= 52 52 5>

50 50 50 58 58 51 51 51 51 51

51 51

L@NINER N@ XE]IEMIDINEN

80


66/66

N`rxiebif ^{ibe 'R)3

Bpen}o A}hibo

[pf~pebiof`r n` dor edplfor& Gir~oa}ele n` h}`bp`fbier n` de {}p`me

nieafr~ibe&

If~`}{}`~ebif3 E~`fni`fno ed a}hibo {}`r`f~` r` omr`}xe bof bde}inen up` debedihibebif up` lr r` }`{i~i `f de {}p`me nieafr~ibe hp` 51$ 0 {pf~or&

Hed~e `d be{i~pdo XI

[PF^PEBIF H]@BP@FBIE

51$0 950$0 052$0 >55$0 >9$0 01$0 =0$0 >

^o~ed 22;

=

>

8

7

5;

51$0

50$0

52$0

55$0

9$0

1$0

0$0

Angi Zapata Informe Final de Practica

Documents

Transcript of Angi Zapata Informe Final de Practica