Tema 5. Programación del proyecto

Xend 5; Rriordndfgöm hec priyefti.

ÎMHGFE 4. GMXPIHUFFGÖM 0. RCDMGAGFDFGÖM QV RPIOPDNDFGÖM

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0.4. Rcdmgagfdfgö Rcdmga gfdfgömm ............................................................................................................................................... 6 0.0. Rriordndfgöm Rriord ndfgöm ............................................................................................................................................ 6

6. XÇFMGFDV HE RPIOPDNDFGÖM HE RPIWEFXIV

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6.4. Hgdordnd he Odmtt................................................................................................................................... 8 6.0. FRN vs REPX ............................................................................................................................................. ?

8. HGDOPDND HE REPX

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8.4. Rrgmfgpgis y fimstruffgöm he um ordai REPX .................................................................................... 7 8.0. Fimhgfgimes que se heèm funpcgr em cd fimstruffgöm he um ordai REPX ............ .................. ............ ........... .....42

5. EVXGNDFGÖM HE XGENRIV HE EKEFUFGÖM HE CDV DFXGQGHDHEV 1. RPIOPDNDFGÖM FIM PEHEV HE ACEFLDV . XGENRIV –EDPCW„ W –CDVX„

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1.4. Xgenpi Edrcy ............................................................................................................................................ 40 1.0. Xgenpi Cdst............................................................................................................................................. 45

?. RPIOPDNDFGÖM FIM PEHEV HE ACEFLDV . LICOUPDV. FDNGMI FPÎXGFI

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?.4. Licourd L icourd he um sufesi ............................................................................................................................ 41 ?.0. Licourds he cds dftgvghdhes ............................................................................................................... 4? ?.0.4. Licourd titdc ?.0.0. Licourd cg`re ?.0.6. Licourd gmhepemhgemte ?.0.8. Fdngmi frîtgfi

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<. PEHEV PERPEVEMXDHDV EM EVFDCD XENRIPDC 7. RPIOPDNDFGÖM FIM HGDOPDND HE MUHIV

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7.4. Heterngmdfgöm hec fdngmi frîtgfi em ec hgdordnd he muhis. Dcoirgtni hgmängfi ............ ................ 06

42. FDCEMHDPGI HE EKEFUFGÖM 44. HGDOPDND HE FDPODV (MGQECDFGÖM EM CD HENDMHD HE PEFUPVIV )

Emfdrmdfgöm Ndrîm Fd`dcceri

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Räogmd 4 he 07


4. GMXPIHUFFGÖM D cd lird he ekefutdr um priyefti priyefti heèrenis pdrdrmis d pcdmgagfdr y priordndr tihds cds dftgvghdhes que vdnis d hesdrriccdr. Heèrenis pcdmgagfdr tgenpis, priordndr fiste y estgndr fim ec i`keti he fimifer cd hurdfgöm, ec fiste titdc y cd fdmtghdh he refursis que vdnis d refursis fim mefesgtdr em em cd ekefufgöm hec priyefti em su fimkumti. Em ec tend dmtergir se ldm estd`cefghi cis prgmfgpgis `äsgfis he cis nçtihis he oestgöm he priyeftis nehgdmte rehes . W, dhenäs, se estuhgö cd fimstruffgöm he cd reh que que reacekd cds precdfgimes exgstemtes emtre cds hgaeremtes dftgvghdhes em que se hesfinpimîd ec priyefti.

Em este tend se vdm d estuhgdr his tçfmgfds he priordndfgöm he priyeftis priyeftis aumhdnemtdces pdrd fimifer cd hurdfgöm titdc hec priyefti , que sim; ec hgdordnd he Odmtt y ec hgdordnd he Rert (Xçfmgfd he Evdcudfgöm y Pevgsgöm he Rriordnds). Dhenäs, se vd d dsgomdr cis tgenpis he ekefufgöm ekefufgöm d cds hgversds dftgvghdhes que perngtgräm prifeher dc fäcfuci he cis tgenpis edrcy (näs primti pisg`ce) y cdst (näs tdrhe perngsg`ce). D fimtgmudfgöm, se estd`ceferäm cis fimfeptis he licourds y fäcfucis he cds ngsnds , ci que heterngmd ec fdngmi frîtgfi. frîtgfi. W, dhenäs, se estd`ceferä cd priordndfgöm nehgdmte rehes he aceflds, hgdordnd he muhis y hgdordnd he prefehemfgds. prefehemfgds . W, pir ûctgni, se ecdìrdrä ec fdcemhdrgi he ekefufgöm ekefufgöm dsî fini se estuhgdrä ec nçtihi he mgvecdfgöm he refursis. refursis.

0. RCDMGAGFDFGÖM QV RPIOPDNDFGÖM Umd vez heagmghds y hesfrgtds cds dftgvghdhes, dftgvghdhes, es prefgsi dmdcgzdr fuämti vd d hurdr cd ekefufgöm he fdhd umd he eccds, y si`re tihi em quç irhem se vdm d dìrhdr. Cd hurdfgöm he fdhd dftgvghdh dftgvghdh vemhrä hdhd pir nûctgpces adftires fini; cd finpcekghdh, ec esauerzi requerghi, requerghi, cds persimds hgspimg`ces, ec tgenpi hec que hgspimodnis,...

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Ec irhem he ekefufgöm tgeme ekefufgöm tgeme em fuemtd itrd serge he adftires fini; Ec lefli he que dcoumds tdreds mefesgtem resuctdhis he itrds que heèräm finemzdr dmtes. Rdrd redcgzdr dcoumds dftgvghdhes se mefesgtdräm refursis que ldydm he ser finpdrtghis fim itrds dftgvghdhes.


Räogmd 0 he 07


0.4. Rcdmgagfdfgöm Cd pcdmgagfdfgöm estrufturd pcdmgagfdfgöm estrufturd cds tdreds d redcgzdr hemtri hemtri hec priyefti, heagmgemhi cd hurdfgöm y y ec irhem he ekefufgöm he cds ngsnds .

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Cds dftgvghdhes d redcgzdr em cd pcdmgagfdfgöm hec priyefti sim; Heagmgr ec priyefti. Estd`cefer cis i`ketgvis. Fredr umd estrufturd he su`hgvgsgöm he trd`dki. Heterngmdr cis refursis. Irodmgzdr ec equgpi.

0.0. Rriordndfgöm Cd priordndfgöm trdmsairnd priordndfgöm trdmsairnd ec pcdm hec priyefti em um fdcemhdrgi redc, fim refursis, fistes y fdrod he trd`dki . Rir tdmti, cd priordndfgöm hec priyefti es hgstgmtd d cd pcdmgagfdfgöm.

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Em cd priordndfgöm hec priyefti se prihufe um hesocise he cd estrufturd he trd`dki; Irhemd cds dftgvghdhes. Heterngmd cd hurdfgöm y cis fistes he fdhd dftgvghdh. Fdcfucd fuämti ndtergdc y fuämtis trd`dkdhires seräm mefesdrgis. Heterngmd cds dftgvghdhes frîtgfds.


Räogmd 6 he 07


6. XÇFMGFDV HE RPIOPDNDFGÖM HE RPIWEFXIV 

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Exgstem tres tçfmgfds pdrd cd pcdmgagfdfgöm y priordndfgöm prior dndfgöm he priyeftis que sim; Hgdordnd he Odmtt. Nçtihi hec Fdngmi Frîtgfi (FRN). Xçfmgfd he Evdcudfgöm y Pevgsgöm he Rriordnds (REPX).

6.4. Hgdordnd he Odmtt Cis hgdordnds he Odmtt Odmtt sim um nçtihi ld`gtudc pdrd cd priordndfgöm he priyeftis y represemtdm cd hurdfgöm em ec tgenpi he fdhd umd he cds dftgvghdhes redcgzd`ces pir persimd/näqugmd persimd/näqugmd , em que se hgvghe fudcquger priyefti. Cis hgdordnds he Odmtt sim Odmtt sim um sgstend oräagfi que se ekefutd em his hgnemsgimes ; em ec eke he d`sfgsds se ficifd ec tgenpi y em ec eke he irhemdhds se ficifdm cds dftgvghdhes d hesdrriccdr . Cds dftgvghdhes se dftgvghdhes se represemtdm fini umd `drrd lirgzimtdc , fuyi extreni gzqugerhi represemtd cd acefld he fingemzi he hgfld dftgvghdh, vgmgemhi cd hurdfgöm gmhgfdhd pir su cimogtuh. Rir ci que cis hgdordnds he Odmtt se se fimifem fini hgdordnds he `drrds. `drrds.

Cis hgdordnds he Odmtt, puehem ser utgcgzdhis nuy dpripgdhdnemte em cd pcdmgagfdfgöm he cd ekefufgöm he dftgvghdhes prevgds pdrd ec hesdrricci he priyeftis . Em este semtghi, se heè; 4) Ldfer umd cgstd he tihds cds dftgvghdhes d fimsgherdr pdrd ec priyefti. 0) Fdcfucdr cis tgenpis he ekefufgöm y sefuemfgd. 6) Estgndr cis fistis dsifgdhis y cis tgenpis titdces. 8) Ruestd em ndrfld. Xihds estds dftgvghdhes se pcdmtedm em um fdcemhdrgi i frimiordnd he ekefufgöm usdmhi cis hgdordnds he `drrds. `drrds. fdhd dftgvghdh . Esti perngte i`servdr ec prioresi he fdhd


Räogmd 8 he 07


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Ekenpci; Rcdmgagfdfgöm he cd ekefufgöm he um priyefti. Ekenpci; Rcdmgagfdfgöm Rdrd um priyefti em fuestgöm, heagmgrenis cds sgougemtes dftgvghdhes prevgds; Oestgimes he agmdmfgdngemti; fimsgste agmdmfgdngemti; fimsgste em cds trdtdtgvds que se heèm ldfer fim cds doemfgds agmdmfgerds, d agm he i`temer ec agmdmfgdngemti hec priyefti. Odrdmtîds y fimtrdtis he frçhgti; se frçhgti; se reagere d cis tgenpis hestgmdhis pdrd cd presemtdfgöm he odrdmtîds y cds agrnds respeftgvds umd vez dmdcgzdhi ec estuhgi y dpri`dhi ec frçhgti. fr çhgti. Fitgzdfgimes; Fitgzdfgimes; himhe se ldfe cd evdcudfgöm he cds pripuestds, tdmti pdrd cd fimstruffgöm he i`rds fgvgces fini pdrd cd privgsgöm he equgpis, ndtergdces e gmsunis he prifehemfgd mdfgimdc i gnpirtdhd. Irhem he finprd y fimtrdti he fimstruffgöm; fimstruffgöm; umd vez evdcudhds cds pripuestds si`re cds fitgzdfgimes, se heèm ficifdr cis pehghis, ldfer cis pdois he dmtgfgpis d cis priveehires he equgpis y fimstruffgimes fgvgces. I`rds fgvgces; fgvgces; cd ecdìrdfgöm he pcdmis, fäcfucis y fimstruffgöm he cds i`rds fgvgces (aumhdfgimes, estrufturds, iagfgmds, dcndfemes, fimexgimes, etf.). Çstd es umd adse nuy gnpirtdmte y ec tgenpi hehgfdhi d ecci heè ser `gem pcdmgagfdhi. Emtreod he equgpis; equgpis; que se reagere d cis tgenpis hestgmdhis d cd emtreod he equgpis he prifehemfgd mdfgimdc e gnpirtdhd. Nimtdke y prue`ds; prue`ds; umd vez cceodhis cis equgpis, se heè fimsgherdr um tgenpi y fisti mefesdrgi pdrd redcgzdr ec nimtdke he cis equgpis y cds prue`ds hec ngsni. Emtremdngemti he persimdc; persimdc; cd fdpdfgtdfgöm hec persimdc es gnpirtdmte pdrd vergagfdr que persimdc serä fimtrdtdhi y odrdmtgzdr ec ùem aumfgimdngemti hec prifesi. Ec emtremdngemti hec equgpi heè ser redcgzdhi pir persimdc fdpdfgtdhi fuyis servgfgis trdem dpdrekdhis fistis he fimtrdtdfgöm. Ruestd em ndrfld; umd ndrfld; umd vez funpcghds cds dmtergires dftgvghdhes, se gmgfgd cd adse iperdfgimdc i puestd em ndrfld, que requgere um pergihi firti pdrd su dhefudfgöm dc aumfgimdngemti hec priyefti. Ec hgdordnd he `drrds gcustrdtgvi d estds dftgvghdhes es ec sgougemte;


Räogmd 5 he 07


Ekenpci; Umd dpcgfdfgöm gmteresdmte he cd utgcgzdfgöm he este hgdordnd, es cd iperdfgöm he esfdcd Ekenpci; Umd he um dvgöm he pdsdkeris, himhe se hesdrriccdm cds dftgvghdhes y tgenpis nistrdhis em cd sgougemte agourd.

Ekenpci; Ruestd Ekenpci; Ruestd em ndrfld he umd muevd enpresd.

Ec hgdordnd he `drrds gcustrdtgvi d estds dftgvghdhes es ec sgougemte;


Räogmd 1 he 07


Ec prgmfgpdc gmfimvemgemte hec hgdordnd he Odmtt es que mi nuestrd dhefudhdnemte cds gmterrecdfgimes emtre cds dftgvghdhes y cis refursis . Dhenäs, mi pripirfgimd gmairndfgöm si`re cd sefuemfgd näs öptgnd he dftgvghdhes (pues heè esfioerse ndmudcnemte), mg si`re ec pcdzi nîmgni he ekefufgöm he um heterngmdhi priyefti . Xdnpifi perngte ghemtgagfdr fuäc es ec eaefti he um retrdsi em cd agmdcgzdfgöm he dcoumd dftgvghdh si`re cd aefld he agmdcgzdfgöm hec priyefti finpceti . Rir tdmti, sim superdhis em gnpirtdmfgd y finpcekghdh pir pir ec FRN y FRN y ec REPX. REPX.

6.0. FRN vs REPX 

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4) 0) 6) 8) 5) 1)

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Dn`ds tçfmgfds auerim ecdìrdhds em cis dôis fgmfuemtd; FRN (Frgtgfdc Rdtl Netlih, Nçtihi hec Fdngmi Frîtgfi) em 475? pir HuRimt pdrd cd fimstruffgöm y ndmtemgngemti he pcdmtds quîngfds . REPX (Rriordnne Evdcudtgim dmh Pevgew Xeflmgque, Xçfmgfd he Evdcudfgöm y Pevgsgöm he Rriordnds) Rriordnds) em 475< pir cd ndrgmd he Estdhis Umghis pdrd cd fimstruffgöm he su`ndrgmis töngfis drndhis fim ngsgces –Ricdrgs„ . d töngfis Vim tçfmgfds he reh (i ordais) . Estds his tçfmgfds puehem respimher d cds sgougemtes preoumtds; ¹Estä ec priyefti hemtri he ci priordndhi, pir hecdmte he ci priordndhi i tgeme um retrdsi fimsgherd`ce d ci priordndhi9 ¹Ve ld odstdhi näs i nemis hgmeri he cd fdmtghdh presupuestdhd9 ¹Ldy suagfgemtes refursis hgspimg`ces pdrd dfd`dr ec priyefti d tgenpi9 Vg ec priyefti tgeme que estdr dfd`dhi dmtes he ci que se ld`îd priordndhi, ¹fuäc es ec nekir nihi he fimseougrci dc nîmgni fiste9 Estds his tçfmgfds sgouem segs pdsis `äsgfis; Heagmgr ec priyefti y tihds sus dftgvghdhes i tdreds gnpirtdmtes. Heagmgr cds recdfgimes emtre cds dftgvghdhes; hefghgr quç dftgvghdhes heèm prefeher y fuäces heèm seougr d cds itrds. Hgùkdr ec ordai que fimeftd tihds cds dftgvghdhes. Dsgomdr cds estgndfgimes he hurdfgöm y fiste d fdhd dftgvghdh. Fdcfucdr ec fdngmi he ndyir hurdfgöm hec ordai. Çste es ec hemingmdhi fdngmi frîtgfi. Utgcgzdr ec ordai pdrd dyuhdr d pcdmgagfdr, priordndr, seougr y fimtricdr ec priyefti. Cds fdrdfterîstgfds näs gnpirtdmtes he FRN sim; FRN sim; Heterngmîstgfi , yd que fimsgherd que cis tgenpis he cds dftgvghdhes se fimifem y se puehem vdrgdr fdn`gdmhi ec mgvec he refursis utgcgzdhis. D nehghd que ec priyefti dvdmzd, estis tgenpis estgndhis se utgcgzdm pdrd fimtricdr y nimgtiredr ec prioresi. Vg ifurre dcoûm retdrhi em ec priyefti, se ldfem esauerzis pir ciordr que ec priyefti quehe he muevi em priordnd fdn`gdmhi cd dsgomdfgöm he refursis.


Räogmd ? he 07

Xend 5; Rriordndfgöm hec priyefti. 

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Fimsgherd que cds dftgvghdhes sim fimtgmuds e gmterhepemhgemtes , sgouem um irhem frimicöogfi y iarefe pdränetris hec ninemti ipirtumi hec gmgfgi he cd dftgvghdh. Fimsgherd tgenpis mirndces y dfecerdhis he umd heterngmdhd dftgvghdh, seoûm cd fdmtghdh he refursis dpcgfdhis em cd ngsnd. Dsune que cis tgenpis he fdhd dftgvghdh sim fimifghis fim fertezd y, pir tdmti, se tgeme um sici tgenpi pdrd fdhd dftgvghdh .

Cds fdrdfterîstgfds näs gnpirtdmtes he REPX sim; REPX sim; Rri`d`gcîstgfi , yd que fimsgherd que cd vdrgd`ce he tgenpi es umd vdrgd`ce hesfimifghd he cd fudc söci se tgemem hdtis estgndtgvis. Ec tgenpi esperdhi he agmdcgzdfgöm he um priyefti es cd sund he tihis cis tgenpis esperdhis he cds dftgvghdhes si`re cd rutd frîtgfd. Vupimgemhi que cds hgstrgùfgimes he cis tgenpis he cds dftgvghdhes sim gmhepemhgemtes (umd supisgfgöm auertenemte fuestgimd`ce), cd vdrgdmzd hec priyefti es cd sund he cds vdrgdmzds he cds dftgvghdhes em cd rutd frîtgfd. Fimsgherd tres estgndfgimes he tgenpis pdrd fdhd dftgvghdh (tgenpi iptgngstd, tgenpi näs pri`d`ce y tgenpi pesgngstd) fim sus pri`d`gcghdhes dsifgdhds he que ifurrdm. Vgrvem pdrd fdcfucdr vdcires esperdhis y hesvgdfgimes estämhdr pdrd cis tgenpis he fdhd dftgvghdh.

Cds prgmfgpdces hgaeremfgds emtre ec FRN y ec REPX sim; Ec FRN trd`dkd FRN trd`dkd fim hurdfgimes heterngmgstds pdrd pdrd cds dftgvghdhes, ngemtrds que ec REPX (näs REPX (näs femtrdhi em ec dspefti tenpirdc) fimsgherd estgndfgimes pri`d`gcîstgfds (tgenpi iptgngstd, tgenpi näs pri`d`ce y tgenpi pesgngstd ). Ec FRN tgeme FRN tgeme em fuemtd cd recdfgöm emtre ec fiste y cd hurdfgöm he cds dftgvghdhes y ec REPX mi .


Räogmd < he 07


8. HGDOPDND HE REPX Ec nçtihi REPX (Xçfmgfd he Pevgsgöm y Evdcudfgöm he Rriordnds) redcgzd tres estgndfgimes he tgenpis pdrd fdhd dftgvghdh ( tgenpi iptgngstd, tgenpi näs pri`d`ce y tgenpi pesgngstd ). Em `dse d estds estgndfgimes he tgenpis es pisg`ce hehufgr cd pri`d`gcghdh he ekefutdr um priyefti dmtes he umd heterngmdhd aefld . Vus i`ketgvis sim; Heterngmdr cds dftgvghdhes mefesdrgds. @usfdr ec pcdzi nîmgni he ekefufgöm hec priyefti. @usfdr cds cgodhurds tenpirdces emtre cds dftgvghdhes. Ghemtgagfdr cds dftgvghdhes frîtgfds, dqueccds fuyi retrdsi supime ec retrdsi hec priyefti finpceti. Ghemtgagfdr ec fdngmi frîtgfi, dquec airndhi pir cd sefuemfgd he dftgvghdhes frîtgfds. Heteftdr y fudmtgagfdr cds licourds (tenpirdces y efimöngfds) he cds tdreds mi frîtgfds, i sed, ec tgenpi que tdrhem em retrdsdrse em su fingemzi y agmdcgzdfgöm sgm que ec priyefti se ved retrdsdhi. 

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8.4. Rrgmfgpgis y fimstruffgöm he um ordai REPX Rdrd represemtdr cds dftgvghdhes y cds hepemhemfgds tenpirdces emtre eccds se usdm ordais hgrgoghis, hgrgoghis, himhe fdhd acefld represemtd cd dftgvghdh dftgvghdh (ghemtgagfdhd pir su min`re y hurdfgöm, he tdc airnd que trdmsairndm ec estdhi he um priyefti em itri) y fdhd mihi emtre his i näs aceflds represemtd um sufesi i lgti (estdhi lgti (estdhi hec priyefti). Umd dftgvghdh puehe dftgvghdh puehe ser represemtdhd he cd sgougemte ndmerd;

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Himhe; Dftgvghdh; Dftgvghdh; tdred que mefesgtd pdrd su redcgzdfgöm cd utgcgzdfgöm he umi i vdrgis refursis fimsgherdmhi fini fdrdfterîstgfd aumhdnemtdc su hurdfgöm Vufesi (mihi); represemtd (mihi); represemtd um pumti em ec tgenpi e gmhgfd ec prgmfgpgi i ec agm he umd dftgvghdh (i fimkumti he dftgvghdhes; Vufesi gmgfgdc hec priyefti; represemtd represemtd ec fingemzi he umd i näs dftgvghdhes, peri mi cd terngmdfgöm he mgmoumd. Vufesi agmdc hec priyefti; represemtd ec agmdc he umd i näs dftgvghdhes, peri mi ec gmgfgi he mgmoumd itrd. i

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Räogmd 7 he 07


8.0. Fimhgfgimes que se heèm funpcgr em cd fimstruffgöm he um ordai REPX 

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Ec ordai söci temhrä um sufesi gmgfgdc y agmdc. agmdc . Xihd dftgvghdh, d exfepfgöm he cd que sdcod hec sufesi gmgfgdc i cceoue dc sufesi agmdc, temhrä, dc nemis, umd dftgvghdh prefehemte y itrd sgougemte . Xihd dftgvghdh gk cceodrä gk cceodrä d um sufesi he irhem supergir dc hec que sdce (g3k). Dmtes he finemzdr umd dftgvghdh , tihds cds dftgvghdhes prefehemtes heèm prefehemtes heèm ldèr terngmdhi. Cds aceflds gmhgfdm su prifehemfgd cöogfd. Vu cimogtuh mi tgeme sgomgagfdhi dcoumi. Xihds cds aceflds heèm aceflds heèm estdr hgrgoghds he gzqugerhd d herefld . Ve tgeme que tindr em fuemtd dqueccds dftgvghdhes agftgfgds, que sim dftgvghdhes que mi fimsunem refursis y tgenpi . Ekenpci; Mi pihräm exgstgr his dftgvghdhes que, temgemhi ec ngsni sufesi gmgfgdc, temodm ec ngsni sufesi agmdc y vgfeversd. Vg umd serge he tdreds se puehe redcgzdr em pdrdceci se ldrä, em fdn`gi itrds mi pihräm dvdmzdr ldstd que se agmdcgfem cds dmtergires. Umd vez dsgomdhis cis tgenpis he fdhd dftgvghdh , es gnpirtdmte fdcfucdr cis tgenpis titdces he fdhd umd he cds rdnds he cd reh, reh , pdrd dsî heterngmdr fuäc es cd que enpced ec ndyir tgenpi, ci que gmhgfdrîd cds dftgvghdhes que mi se puehem retrdsdr. Muestri i`ketgvi es trdtdr he i`temer ec tgenpi nîmgni i refirrghi nîmgni .

5. EVXGNDFGÖM HE XGENRIV HE EKEFUFGÖM HE CDV DFXGQGHDHEV Rdrd prifeher d cis fäcfucis he priordndfgöm hec priyefti es mefesdrgi fimifer cds hurdfgimes estgndhds he cds dftgvghdhes . Estds estgndfgimes puehem estdr `dsdhds em um vdcir ûmgfi he tgenpi , fini ldfe ec nçtihi FRN, FRN, i puehe `dsdrse em um sgstend he tres estgndfgimes , que es pripgi hec nçtihi REPX, REPX, que hd um emaique estdhîstgfi d cd pcdmgagfdfgöm y priordndfgöm he um priyefti .

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priyefti estä fimhgfgimdhi pir tres adftires `äsgfis; Ec prioresi ldfgd cis i`ketgvis he um priyefti Ec tgenpi. Cis refursis. Cd fdcghdh (espefgagfdfgimes tçfmgfds).


Räogmd 42 he 07


Agkdmhi cis refursis y y cd fdcghdh prevgstd, prevgstd, ec tgenpi serä tgenpi serä cd vdrgd`ce. Rir tdmti, cis tçfmgfis y respimsd`ces he cd ekefufgöm he um priyefti estgndräm ec tgenpi mefesdrgi pdrd prioresdr he um prifesi d itri y y tdn`gçm cis cîngtes he acuftudfgöm he cis tgenpis estgndhis , fini fimhgfgöm hec ordhi he gmfertghun`re em cds prevgsgimes. He`ghi d que ec REPX trd`dkd fim tgenpis, es he sund gnpirtdmfgd dsgomdr umd hurdfgöm firreftd d fdhd dftgvghdh , he dfuerhi fim cis nehgis que se hgspimod pdrd su ekefufgöm, sgemhi gmhgaeremte cd umghdh d enpcedr , ec hîd, cd sendmd, etf. Ec nçtihi REPX dìrhd REPX dìrhd ec pri`cend hec fdräfter dcedtirgi he cds hurdfgimes he cds dftgvghdhes, fimsgherdmhi 6 estgndfgimes he tgenpi hgstgmtis; Cd estgndfgöm iptgngstd (d) (d) que represemtd ec tgenpi nîmgni em que pihrîd eaeftudrse cd dftgvghdh sg tihi ndrfldrd mirndcnemte `gem , mi prihufgçmhise mgmoûm fimtrdtgenpi hurdmte cd ekefufgöm. Ve fimsgherd que cd pri`d`gcghdh he piher agmdcgzdr cd dftgvghdh em ese tgenpi mi es supergir dc 4%. 





Cd estgndfgöm näs pri`d`ce (n), (n) , ccdndhd tdn`gçm estgndfgöm nihdc, que represemtd ec tgenpi que mirndcnemte se enpcedrä em eaeftudr cd dftgvghdh . Es hefgr, ec tgenpi que se enpcedrä fudmhi cds fgrfumstdmfgds mi sedm exfesgvdnemte advird`ces mg exfesgvdnemte hesadvird`ces. Ve fimsgherd que es ec tgenpi que se lu`gerd prihufghi fim näs arefuemfgd sg cd dftgvghdh se lu`gerd redcgzdhi um fgerti mûneri he vefes. Cd estgndfgöm pesgngstd (`) (`) que represemtd ec tgenpi näxgni em que pihrîd ekefutdrse cd dftgvghdh sg tihds cds fgrfumstdmfgds auerdm titdcnemte hesadvird`ces . Ve fimsgherd que cd pri`d`gcghdh he agmdcgzdr cd dftgvghdh em ec tgenpi pesgngstd mi es supergir dc 4%.

Estd`cefghds cds tres estgndfgimes he tgenpi, ec tgenpi REPX he ekefufgöm he umd dftgvghdh gk se fdcfucd nehgdmte cd expresgöm; h gk



d  8n  ` 1

(Expresgöm 4)

Hemtri he um fimtexti heterngmgstd fini fini ec hesdrriccdhi pir ec nçtihi FRN y he dpcgfdfgöm si`re tihi d priyeftis he i`rd fgvgc, fgvgc , cis tgenpis he ekefufgöm he cds dftgvghdhes puehem hehufgrse he cis prefgis `äsgfis que airndm ec gnpirte he cds umghdhes he i`rd hec presupuesti, yd que ec hesfinpuesti he umd umghdh he i`rd fimtgeme cis requergngemtis he ndmi he i`rd y ndqugmdrgd mefesdrgis pdrd ekefutdrcd, fim dsgomdfgöm he cd hurdfgöm esperdhd .

1. RPIOPDNDFGÖM FIM PEHEV HE ACEFLDV . XGENRIV –EDPCW„ W –CDVX„ Cis tçrngmis tgenpi edrcy y tgenpi cdst privgemem cdst privgemem he cd cemoud gmocesd y su trdhuffgöm näs firreftd pihrîd ser –tgenpi ci näs primti pisg`ce„ y –tgenpi ci näs tdrhe perngsg`ce„ , respeftgvdnemte. Reri tdn`gçm sim fimifghis fini aefld tenprdmd y aefld tdrhîd , respeftgvdnemte. Fini em cd cgterdturd espefgdcgzdhd em cemoud espdôicd se ld pipucdrgzdhi ec enpcei he dnìs tçrngmis, se utgcgzdräm çstis em ci que sgoue. Cds aeflds i tgenpis dtrgùghis d cis sufesis i dfimtefgngemtis resuctdm he cis fäcfucis eaeftudhis si`re cd reh i ordai hec priyefti. Emfdrmdfgöm Ndrîm Fd`dcceri

Räogmd 44 he 07






Cd reh se reh se represemtd oräagfdnemte he cd sgougemte airnd; Fdhd sufesi i dfimtefgngemti se dfimtefgngemti se represemtd em um fîrfuci, hgvghghi em tres seftires em cis que agourdräm cds sgougemtes mitdfgimes; g > > m» he muhi. t g g > tgenpi edrcy hec muhi g. X g g > tgenpi cdst hec muhi g. Cd hurdfgöm he fdhd dftgvghdh se dftgvghdh se represemtd pir um mûneri sgtudhi he`dki hec drfi . Ec esquend oemerdc he mitdfgöm es ec represemtdhi em cd Agourd 4.

Agourd 4; Mitdfgöm he muhis y aceflds em cd priordndfgöm nehgdmte hgdordnd he aceflds.

1.4. Xgenpi Edrcy Rir tgenpi edrcy he um sufesi k k se hemingmd dc tgenpi nîmgni mefesdrgi pdrd cceodr d ese sufesi , es hefgr, ci näs primti pisg`ce que se puehe cceodr d çc. Ec prifehgngemti he fäcfuci he estis tgenpis es gterdtgvi . Ve eaeftûd he gzqugerhd d herefld hec ordai , finemzdmhi pir ec sufesi gmgfgi hec priyefti dc priyefti dc que se ce dsgomd ec tgenpi edrcy 2 . Umd vez estd`cefghi ec tgenpi edrcy hec sufesi gmgfgdc (t 4 > 2) se fdcfucdm cis tgenpis edrcy he cis sufesis sgougemtes, sgougemtes, nehgdmte cd expresgöm oemerdcgzdhd. t k

ndx t g  h gk  ndx

g /  gk

(Expresgöm 0)

Himhe; tg > tgenpi edrcy hec sufesi g. h gk gk > hurdfgöm he cds dftgvghdhes gk que terngmdm em ec vçrtgfe k. Cd expresgöm 0 se 0 se dpcgfd d tihis cis drfis que terngmem em ec vçrtgfe k. D fimtgmudfgöm, se fdcfucdm estis tgenpis si`re ec ekenpci he cd pcdmtd enìteccdhird emumfgdhi em ec tend dmtergir. Estgndhds cds hurdfgimes REPX he cds hgaeremtes dftgvghdhes nehgdmte dftgvghdhes nehgdmte cd expresgöm 4 , çstds resuctdm ser cds he cd Xd`cd 4.


Räogmd 40 he 07


Xd`cd 4; Vgtudfgöm he cds hurdfgimes REPX he cds c ds dftgvghdhes em ec ekenpci he cd pcdmtd enìteccdhird. Estgndfgöm Estgndfgöm Estgndfgöm Hurdfgöm h kk DFXGQGHDH Iptgngstd Näs pri`d`ce Resgngstd (sendmds) (d) (n) (`) D

8

?

41

<

@

4

6

5

6

F

6

8

44

5

H

6

5

?

5

E

0

5

48

1

A

4

6

5

6

O

4

0

7

6

L

8

1

02

<

Ec ordai REPX resuctdmte, resuctdmte, i`temghi d pdrtgr hec fudhri he precdfgimes es, fini se vgö em ec tend dmtergir, ec he cd Agourd 0.

Agourd 0; Peh i ordai he cd pcdmtd enìteccdhird nehgdmte hgdordnd he aceflds. Fini se hgki dmtergirnemte, dc sufesi gmgfgi hec priyefti se priyefti se ce dsgomd ec tgenpi t 4 4 > 2 . D pdrtgr he este tgenpi edrcy , se fdcfucdm tihis cis henäs sufesis, prifehgemhi pir ec irhem he munerdfgöm he cis muhis i vçrtgfes , dpcgfdmhi cd expresgöm 0 . Dsî, ec tgenpi edrcy hec sufesi 0 serä 0 serä he 2 + 5 > 5 sendmds .


Räogmd 46 he 07

Xend 5; Rriordndfgöm hec priyefti. t 0





  5

ndx ndx 2  5

(Expresgöm 6)

Ec tgenpi edrcy hec sufesi 6 pihrä 6 pihrä ser; 2 + < > < ö 5 + 5 > 42 . I`vgdnemte ec tgenpi edrcy serä 42 sendmds , yd que ec vçrtgfe 6 represemtd sgnuctämednemte um dfimtefgngemti agm he his dftgvghdhes, cd D y cd H, y evghemtenemte d cis < hîds he ldèr gmgfgdhi ec priyefti estdrenis dûm redcgzdmhi cd dftgvghdh H. Ec tgenpi edrcy serä 42 y represemtd ec tgenpi nîmgni requerghi pdrd gmgfgdr cd dftgvghdh E. t 6







ndx 2  < , 5  5

  ndx ndx <,42  42

(Expresgöm 8)

D fimtgmudfgöm, se fdcfucdrä ec tgenpi edrcy hec sufesi 8 y 8 y dsî sufesgvdnemte ldstd cceodr dc vçrtgfe 5. 5. t 8

t 5

 ndx







ndx 2  6 , 5  6

  ndx6,<  <

(Expresgöm 5)

42  1, 5  <, <  6  ndx41,46,44  41

(Expresgöm 1)

Cd heterngmdfgöm hec tgenpi edrcy hec sufesi agm hec priyefti tgeme umd gnpirtdmfgd espefgdc, yd que gmhgfd ec tgenpi nîmgni mefesdrgi pdrd redcgzdr ec priyefti . Este tgenpi nîmgni es cd hurdfgöm hec priyefti, y serä ec i`keti d fu`rgr pir cis emfdrodhis hec fimtric hec priyefti . Em ec ekenpci, ec tgenpi edrcy hec sufesi agm hec priyefti es 41 . Rir tdmti, cd hurdfgöm hec priyefti es he 41 sendmds . Em cd Agourd 6 se represemtd cd reh he cd pcdmtd enìteccdhird fim cis tgenpis edrcy he fdhd sufesi .

Agourd 6; Xgenpis edrcy he cd reh he cd pcdmtd enìteccdhird. Umd vez fdcfucdhis cis tgenpis edrcy, se prisgoue fim cd adse dcoirîtngfd hec nçtihi REPX fdcfucdmhi cis ccdndhis tgenpis cdst.


Räogmd 48 he 07


1.0. Xgenpi Cdst Rir tgenpi cdst he um sufesi g heagmgnis g heagmgnis ec tgenpi näs tdrhe perngsg`ce em que se puehe cceodr d ese sufesi , he ndmerd que cd hurdfgöm hec priyefti mi suard retrdsi dcoumi. Dc goudc que em cis tgenpis edrcy, ec fäcfuci he estis tgenpis es tdn`gçm gterdtgvi . Ve eaeftûd he herefld d gzqugerhd hec ordai , finemzdmhi pir ec sufesi agm hec priyefti, priyefti, dc que se ce dsgomd ec tgenpi cdst goudc dc tgenpi tg enpi edrcy prevgdnemte fdcfucdhi . Dsgomdhi ec tgenpi cdst hec sufesi agmdc, se fdcfucdm cis tgenpis cdst he cis henäs sufesis, sufesis , em irhem hefrefgemte he munerdfgöm (cis sufesis se ldm munerdhi, nehgdmte ec dcoirgtni he Aucjersim) Aucjersim) ldstd cceodr dc sufesi gmgfgi hec priyefti. Cis tgenpis cdst se cdst se fdcfucdm nehgdmte cd expresgöm; X k

ngm  ngm

X k

 h gk

 k /  gk

(Expresgöm ?)

Himhe; X k > tgenpi cdst hec sufesi k. h gk gk > hurdfgöm he cds dftgvghdhes gk que pdrtem hec vçrtgfe g. Ec tgenpi cdst he um sufesi g se g se fdcfucd restdmhi d cis tgenpis cdst he cis sufesis em cis que agmdcgzdm dftgvghdhes que mdfem em hgfli sufesi g cd hurdfgöm he hgflds dftgvghdhes y ecgogemhi emtre tihds cds hgaeremfgds cd nemir .

Em ec ekenpci he cd pcdmtd enìteccdhird, se enpgezd dsgomdmhi dc ûctgni sufesi ec tgenpi cdst he 41 sendmds, X 5 > 41. D fimtgmudfgöm, se fdcfucd ec tgenpi cdst hec sufesi 8 (sufesi fingemzi he cd dftgvghdh O). X 8

 ngm

41  6  46

(Expresgöm <)

Fini mi exgstem näs drfis que temodm su irgoem em ec sufesi 8, çste serä ec tgenpi cdst. D fimtgmudfgöm, se fdcfucd ec tgenpi cdst hec sufesi 6 6 y dsî sufesgvdnemte ldstd cceodr dc sufesi gmgfgi, gmgfgi, hec priyefti.

  42 (Expresgöm 7) (Expresgöm 42) X  ngm 42  5, 41  <, 46  6  ngm 5,<,42  5 (Expresgöm 44) X  ngm 42  <, 5  5, 46  6  ngm 0,2,42  2 X 6





ngm 41  1

0

4

I`vgdnemte ec sufesi gmgfgi hec priyefti ld he temer um tgenpi cdst X 4 4 > 2 .


Räogmd 45 he 07


Em cd Agourd 8 se represemtd cd reh he cd pcdmtd enìteccdhird fim cis tgenpis edrcy y cdst he fdhd muhi .

Agourd 8; Peh he cd pcdmtd enìteccdhird nehgdmte hgdordnd he h e aceflds. He cis fäcfucis he cis tgenpis edrcy y cdst, se extrde gmairndfgöm nuy gnpirtdmte pdrd cd priordndfgöm. Rir um cdhi, ec tgenpi edrcy y cdst hec sufesi agmdc hec priyefti gmhgfd priyefti gmhgfd ec tgenpi nîmgni mefesdrgi pdrd redcgzdr ec priyefti . Rir itri cdhi, dqueccis sufesis que temodm goudces dnìs tgenpis, t g g frîtgfis que, fini se verä näs dhecdmte, seräm heterngmdmtes em cd heagmgfgöm hec > X g g, seräm sufesis frîtgfis que, fdngmi frîtgfi he cd reh i ordai hec priyefti.

?. RPIOPDNDFGÖM FIM PEHEV HE ACEFLDV . LICOUPDV. FDNGMI FPÎXGFI Cd gmairndfgöm que pripirfgimd dc respimsd`ce hec fimtric hec priyefti ec fimifgngemti he cis tgenpis edrcy y cdst he cis hgaeremtes sufesis mi es, em sî ngsnd, hendsgdhi gnpirtdmte, fim cd exfepfgöm hec tgenpi edrcy y cdst hec sufesi agm hec priyefti, priyefti , que gmhgfd cd hurdfgöm hec ngsni , y ec fimifgngemti he cis sufesis frîtgfis. frîtgfis . Dlird `gem, cd verhdherd gnpirtdmfgd he cis tgenpis edrcy y cdst es que fimstgtuyem cd `dse pdrd ec fäcfuci he cds licourds, licourds, que sim cd pgezd aumhdnemtdc em tihi ec prifesi he dmäcgsgs hec nçtihi REPX. Em fimfreti heagmgrenis cd licourd he um sufesi y sufesi y tres tgpis he licourds he cds dftgvghdhes, cd titdc, cd cg`re y cd gmhepemhgemte , sgemhi cd prgnerd cd espefîagfd hec nçtihi REPX, dumque cds itrds his pripirfgimdm gmairndfgöm que puehe ser recevdmte he fdrd dc seougngemti y fimtric he cd ekefufgöm hec priyefti.

?.4. Licourd he um sufesi Ve heagme cd licourd he um sufesi g fini g fini cd hgaeremfgd emtre cis tgenpis cdst y edrcy he hgfli sufesi . Ve represemtd pir L g g. L g

 X g  t g

(Expresgöm 40)

Estd licourd gmhgfd ec mûneri he umghdhes he tgenpi em que puehe retrdsdrse cd ifurremfgd hec ngsni, sgm que cd aefld he agmdcgzdfgöm hec priyefti expergnemte retrdsi dcoumi . Dqueccis sufesis em sim sufesis frîtgfis. frîtgfis. que cd licourd sed mucd sim


Räogmd 41 he 07


?.0. Licourds he cds dftgvghdhes ?.0.4. Licourd titdc

Rir licourd titdc, titdc, L gk gk X , he umd dftgvghdh gk, gk, se heagme ec tgenpi que resuctd he restdr ec tgenpi cdst hec sufesi agmdc k, ec tgenpi edrcy hec sufesi gmgfgdc g y cd hurdfgöm he cd dftgvghdh , es hefgr, L gkX

 X k  t g  h gk

(Expresgöm 46)

Cd licourd titdc he umd dftgvghdh gmhgfd dftgvghdh gmhgfd ec mûneri he umghdhes he tgenpi que puehe retrdsdrse cd redcgzdfgöm he cd dftgvghdh , he ndmerd que cd hurdfgöm hec priyefti mi expergnemte mgmoûm retrdsi. Es cd licourd que quehd sg cds dftgvghdhes que ce prefehem terngmdm ci dmtes pisg`ce y cds que ce sgouem enpgezdm ci näs tdrhe perngsg`ce. Es gnpirtdmte gmhgfdr que sg umd dftgvghdh fimsune cd titdcghdh i pdrte he cd licourd titdc, este lefli puehe prihufgr umd hgsngmufgöm em cd licourd titdc he cd dftgvghdh sgougemte. Dqueccds dftgvghdhes fuyd licourd titdc serä 2 se hemingmdm dftgvghdhes frîtgfds. frîtgfds. Em cd Xd`cd 0 se represemtdm cds licourds titdces he tihds cds dftgvghdhes hec priyefti he cd pcdmtd enìteccdhird enìteccdhird .

?.0.0. Licourd cg`re

Este fimfepti mi es espefîagfi hec nçtihi REPX, sgmi que pertemefe dc nçtihi FRN dumque fim ec min`re he acitdmtes cg`res. cg`res. Mi i`stdmte, pese d mi ser pripgds hec REPX, se gmfirpirdm dc dmäcgsgs hec REPX pir pripirfgimdr umd gmairndfgöm finpcenemtdrgd nuy ûtgc. Rir licourd cg`re, cg`re, L gk gk C , he umd dftgvghdh gk, gk, se heagme ec tgenpi que resuctd he restdr dc tgenpi edrcy hec sufesi agmdc k, ec tgenpi edrcy hec sufesi gmgfgdc g y cd hurdfgöm he cd dftgvghdh , es hefgr, L gk C

 t k  t g  h gk

(Expresgöm 48)

Es cd licourd que quehd sg cds dftgvghdhes que cd prefehem terngmdm ci näs primti pisg`ce y cds que cd sgouem enpgezdm tdn`gçm ci näs primti pisg`ce. Es ec ndroem que quehd sgm que se daefte d cds etdpds sgougemtes. Estd licourd gmhgfd cd pdrte he cd licourd titdc que puehe ser fimsunghd sgm perkuhgfdr d cds dftgvghdhes sgougemtes . Dpcgfdmhi cd expresgöm 48 48 se i`tgemem cds licourds cg`res he tihds cds dftgvghdhes que se expresdm em cd Xd`cd 0 pdrd cd pcdmtd enìteccdhird. Ekenpci; Cd dftgvghdh D tgeme umd licourd cg`re he 0 , ci que equgvdce d hefgr que puehem fimsungrse his hîds he cd licourd titdc (es hefgr, tihd cd licourd titdc puesti que cd ngsnd es 0) sgm que pir ecci se daefte d cd dftgvghdh E que puehe finemzdr em su tgenpi edrcy. 



Cd dftgvghdh @ tgeme umd licourd cg`re he 5 y um titdc he 42 , ci que qugere hefgr que he cis hgez hîds he cd licourd titdc puehem fimsungrse 5 y pese d ecci enpezdr cd dftgvghdh O em su tgenpi edrcy.


Räogmd 4? he 07


Cd dftgvghdh A tgeme umd licourd cg`re he 2 y um titdc he 5 , ci que qugere hefgr que he cis fgmfi hîds he licourd titdc mi se puehe fimsungr mgmoumi, sg se qugere que cd dftgvghdh sgougemte O, fingemfe em su tgenpi edrcy.

He cd i`servdfgöm he cds expresgimes he cd licourd titdc y cg`re se hehufe que cd licourd cg`re he umd dftgvghdh sgenpre dftgvghdh sgenpre serä nemir i goudc que cd licourd titdc . L gk C



(Expresgöm 45)

L gkX

?.0.6. Licourd gmhepemhgemte

Ve heagme licourd gmhepemhgemte, gmhepemhgemte, L gk gk G , he umd dftgvghdh gk, gk, fini ec tgenpi que resuctd he restdr dc tgenpi edrcy hec sufesi agmdc k, ec tgenpi cdst hec sufesi gmgfgdc g y cd hurdfgöm he cd dftgvghdh , es hefgr, L gk G

(Expresgöm 41)

 t k  X g  h gk

Estd licourd he umd dftgvghdh gmhgfd cd fdmtghdh he licourd hgspimg`ce hespuçs he ldèr redcgzdhi cd dftgvghdh, sg tihds cds dftgvghdhes hec priyefti ldm finemzdhi em sus tgenpis cdst . Es cd licourd que quehd sg cds dftgvghdhes que cd prefehem terngmdm ci näs tdrhe pisg`ce y cds dftgvghdhes que cd sgouem enpgezdm ci dmtes pisg`ce, y represemtd ec ndroem que quehd sgm que se daefte d cds dftgvghdhes prefehemtes y sgougemtes. Xihds cds licourds gmhepemhgemtes se emfuemtrdm refioghds em cd Xd`cd 0. He cd i`servdfgöm he cd aörnucd he cd licourd cg`re y cd licourd gmhepemhgemte se hehufe que cd licourd gmhepemhgemte es gmhepemhgemte es sgenpre nemir i goudc que cd licourd cg`re . L gk G



(Expresgöm 4?)

L Cgk

Xd`cd 0; Fäcfuci he cds licourds pdrd cd reh he cd pcdmtd enìteccdhird. DFXGQGHDHEV Min`re

Muhis

Hurdfgöm (sendmds)

D

4-6

<

2

42

2

42

2

2

0

0

0

@

4-8

6

2

<

2

46

2

5

42

5

5

F

4-0

5

2

5

2

5

2

2

2

2

2

H

0-6

5

5

42

5

42

2

2

2

2

2

E

6-5

1

42

41

42

41

2

2

2

2

2

A

0-8

6

5

<

5

46

2

5

5

2

2

O

8-5

6

<

41

46

41

5

2

5

5

2

L

0-5

<

5

41

5

41

2

2

6

6

6


tg

t k

Xg

X k

Lg

L k

LXgk

LCgk

LGgk

Räogmd 4< he 07


Agourd 5; Licourds titdc, cg`re e gmhepemhgemte he cds dftgvghdhes.

?.0.8. Fdngmi frîtgfi

Dmtergirnemte, se ldm heagmghi fini dftgvghdhes frîtgfds dqueccds fuyd licourd titdc sed mucd . h eshe ec vçrtgfe que represemtd ec gmgfgi hec priyefti Xihds estds dftgvghdhes airndm um fdngmi que vd heshe frîtgfi. dc vçrtgfe que represemtd ec sufesi agm hec priyefti . Este fdngmi refgè ec min`re he fdngmi frîtgfi. I`vgdnemte em çc quehdm gmfcughis cis sufesis frîtgfis. Este fdngmi resuctd esemfgdc pdrd eaeftudr ec fimtric hec priyefti. Em eaefti, ec respimsd`ce he cd ekefufgöm hec priyefti heèrä extrendr cd vgogcdmfgd he estds dftgvghdhes frîtgfds , pues um retrdsi em cd redcgzdfgöm he fudcqugerd he eccds prihufgrä um retrdsi em cd agmdcgzdfgöm hec priyefti. Em ec ekenpci he cd pcdmtd enìteccdhird ec fdngmi frîtgfi estä frîtgfi estä airndhi pir cds dftgvghdhes F, H y E . Rir itrd pdrte, ec respimsd`ce hec fimtric hec priyefti mi heè hesdtemher d cds dftgvghdhes mi frîtgfds , pues um retrdsi exfesgvi em su ekefufgöm puehe cceodr d fimvertgrcds em frîtgfds, puhgemhi cceodr d fdn`gdr cd estrufturd hec fdngmi frîtgfi hec ordai. Ec fdngmi frîtgfi frîtgfi se represemtd pir umd hi`ce cîmed , i cîmed näs oruesd pdrd dsî hgstgmougrci aäfgcnemte he cis henäs fdngmis hec ordai.

Agourd 1; Fdngmi frîtgfi he cd pcdmtd enìteccdhird priordndhd nehgdmte hgdordnd he aceflds. Emfdrmdfgöm Ndrîm Fd`dcceri

Räogmd 47 he 07


Rdrd que umd dftgvghdh sed frîtgfd es frîtgfd es mefesdrgi que cd licourd he cis sufesis gmgfgi y agm he cd dftgvghdh sed feri . Dlird `gem, estd fimhgfgöm es mefesdrgd, peri mi suagfgemte. Dsî, em ec ekenpci, cis sufesis 4 y 6 sim frîtgfis, peri cd dftgvghdh D mi es frîtgfd, pues tgeme umd licourd titdc he 0 sendmds, dumque cis sufesis gmgfgi y agm he hgfld dftgvghdh tgemem licourd feri. Rir itrd pdrte, em um ordai REPX puehe exgstgr näs he um fdngmi frîtgfi. Ec fdngmi frîtgfi frîtgfi mi es itrd fisd que um fdngmi he cimogtuh oemerdcgzdhd näxgnd que vd hec sufesi gmgfgi hec priyefti dc sufesi agm hec priyefti.

<. PEHEV PERPEVEMXDHDV EM EVFDCD XENRIPDC Vg umd reh se reh se represemtd si`re umd esfdcd he tgenpi , sgngcdr d um hgdordnd he `drrds , cis drfis cceodm d ser ve ftires que represemtdm hurdfgimes dhenäs he cds dftgvghdhes hec priyefti . Estd represemtdfgöm presemtd cd vemtdkd he nistrdr ec priordnd hec priyefti he ndmerd nuy gcustrdtgvd pdrd ec persimdc que mi estç adngcgdrgzdhi fim rehes. He lefli, estd represemtdfgöm es umd extemsgöm hec hgdordnd he `drrds. Ec ekenpci sgougemte nuestrd cd reh he um priyefti y su firrespimhgemte reh em esfdcd he tgenpi . Em cd versgöm he esfdcd tenpirdc cds cîmeds he trdzis sgrvem pdrd represemtdr cds pricimodfgimes he drfis que vdm näs dccä he sus hurdfgimes estgndhds. Em este fdsi cds cîmeds he trdzis represemtdm trdzis represemtdm cds licourds he hgflds dftgvghdhes que se verä näs dhecdmte. Cds dftgvghdhes estäm represemtdhds finemzdmhi ci dmtes pisg`ce, y fim aceflds he pumtis pumtis se represemtdm cds dftgvghdhes agftgfgds he hurdfgöm mucd .

Agourd ?; Peh represemtdhd em esfdcd tenpirdc. Ec prgmfgpdc gmfimvemgemte se heè d cd pripgd hgmängfd he cis priyeftis que tgemem que fdn`gdr cis priordnds fim arefuemfgd , ci que i`cgod d hgùkdr he muevi cd reh si`re cd esfdcd he tgenpi fdhd vez que se temod que dftudcgzdr ec priordnd hec priyefti , ci fudc es tehgisi. Fim rehes que finpremhdm fgemtis he dftgvghdhes, este tgpi he represemtdfgöm hekd he ser präftgfi.


Räogmd 02 he 07


7. RPIOPDNDFGÖM FIM HGDOPDND HE MUHIV Ec hgdordnd he muhis muhis fimstgtuye um esquend gmversi dc hgdordnd he aceflds . Cis muhis represemtdm dftgvghdhes y cds aceflds neris fimeftires que gmhgfdm cds recdfgimes he prefehemfgds emtre dftgvghdhes . Ec prifehgngemti he fäcfuci em este fdsi es sgngcdr dc hgdordnd he aceflds . Vgouem sgemhi väcghis cis sgougemtes tgenpis yd estuhgdhis; h g g > hurdfgöm he umd dftgvghdh g. t g g > tgenpi näs tenprdmi pisg`ce he fingemzi he umd dftgvghdh g. t g g +h g g > tgenpi näs tenprdmi pisg`ce he terngmdfgöm he umd dftgvghdh g. X g g -h g g > tgenpi näs tdrhîi perngsg`ce he fingemzi he umd dftgvghdh g. X g g > tgenpi näs tdrhîi perngsg`ce he terngmdfgöm he umd dftgvghdh g. L gX > licourd titdc he cd dftgvghdh g.

Rdrd gcustrdr ec prifehgngemti he fäcfuci d seougr em um hgdordnd he muhis muhis se fimsgherd ec priyefti fuyds dftgvghdhes, hurdfgimes y precdfgimes se hdm em cd Xd`cd 6. Xd`cd 6; Rriordndfgöm fim hgdordnd he muhis; Dftgvghdhes, precdfgimes y hurdfgimes. Dftgvghdhes Rrefehemfgds Hurdfgöm (hîds) D

-

0

@

D

6

F

D

8

H

@,F

?

E

F

<

A

F

5

O

H,E,A

7

Ec hgdordnd he muhis firrespimhgemte firrespimhgemte se nuestrd em cd Agourd <.

Agourd <; Hgdordnd he muhis, pdrd ec ekenpci he cd Xd`cd 6. Emfdrmdfgöm Ndrîm Fd`dcceri

Räogmd 04 he 07


Rdrd cd redcgzdfgöm he cis fäcfucis he priordndfgöm y pdrd presemtdrcis he airnd irhemdhd que puehd ser aäfgcnemte gmterpretdhd se dhiptd cd sgougemte fcdve pdrd fdhd muhi, dftgvghdh em este hgdordnd , em himhe se dmitdm cis tgenpis fdcfucdhi s; s;

t k

Dftgvghdh (h k)

X k ‖ h k

L k

X

X k + h k X g

Agourd 7; Mitdfgöm em cd priordndfgöm nehgdmte hgdordnd he muhis. Ve fingemzd fdcfucdmhi cis tgenpis näs tenprdmis pisg`ces he fingemzi he fdhd dftgvghdh, t g g, enpezdmhi cis fäcfucis pir ec muhi gmgfgdc dc gmgfgdc dc que se ce dsgomd um vdcir feri , irgoem he tgenpi. Umd vez estd`cefghi ec tgenpi, t g, hec muhi gmgfgdc (fingemzi hec priyefti) ec fäcfuci he cis restdmtes tgenpis tg he cds henäs dftgvghdhes se redcgzd refirrgemhi cd reh ldstd cceodr dc muhi agmdc , heterngmdmhi hgflis tgenpis nehgdmte cd expresgöm; t k

ndx  ndx

t  h  g

g / 

g

umd recdfgöm he prefehemfgd gk (Expresgöm 4<)

Umd vez fdcfucdhi ec tgenpi ci näs primti pisg`ce he terngmdfgöm hec priyefti, muhi agmdc, agmdc, se dsgomd hgfli vdcir dc tgenpi ci näs tdrhîi perngsg`ce he terngmdfgöm , X g g , he cd ûctgnd dftgvghdh he cd reh. Rrifehgemhi d refirrer cd reh em semtghi gmversi pdrd fdcfucdr cis tgenpis näs tdrhîis perngsg`ces he terngmdfgöm he cds restdmtes dftgvghdhes ldstd fimfcugr em ec muhi gmgfgdc , nehgdmte cd expresgöm; X g

ngm  ngm

X k

 h k

 k / 

umd recdfgöm he prefehemfgd gk (Expresgöm 47)

Umd vez fdcfucdhis cis tgenpis, t g g y X g g, se prifehe d fdcfucdr cis tgenpis näs tenprdmis pisg`ces he terngmdfgöm t g g +h g g , y näs tdrhîis pisg`ces he fingemzi, fingemzi , X g g -h g g, he fdhd umd he cds dftgvghdhes. Ve fimfcuye ec prifehgngemti he fäcfuci i`temgemhi cds licourds titdces he fdhd umd he cds dftgvghdhes nehgdmte cd expresgöm; L gX

 X g  t g  h g

(Expresgöm 02)

Em ec ekenpci, ec tgenpi näs tenprdmi pisg`ce he fingemzi he cd dftgvghdh D , t D D serä ec @, t @ @, serä cd s und hec irgoem he tgenpi 2 . Ec tgenpi he fingemzi ci näs primti pisg`ce he cd dftgvghdh @, tgenpi t D cd dftgvghdh D, näs cd hurdfgöm he cd dftgvghdh D, h D , es hefgr, 2 + 0 > 0. Em ec fdsi he cd D he dftgvghdh H que H que tgeme his dftgvghdhes prefehemtes, cd @ y cd F, ec tgenpi, t H H he fingemzi ci näs primti pisg`ce serä ec ndyir vdcir he t @ @ + O ec tgenpi he h @ @ > 0 + 6 > 5 y he t F F + h F F > 0 + 8 > 1. Rdrd cd dftgvghdh O ec fingemzi ci näs primti pisg`ce serä ec näxgni he t H H + h H H > 1 + ? > 46, t E E + h E E > 1 + < > 48 y t A A + h A A > 1 + 5 > 44. Agmdcnemte, ec tgenpi näs tenprdmi pisg`ce he terngmdr ec priyefti serä t O O + h O O> 48 + 7 > 06 hîds. Rdrd cd heterngmdfgöm he cis t genpis näs tdrhîis perngsg`ces he terngmdfgöm, terngmdfgöm , he fdhd dftgvghdh se prifehe d refirrer cd reh ldfgd dträs heshe cd agmdcgzdfgöm hec priyefti ec hîd 06 , sgemhi este tgenpi dsgomdhi d X O O . Ec tgenpi näs tdrhîi perngsg`ce pdrd dfd`dr cd dftgvghdh A serîd, A serîd, X A A > X O O Emfdrmdfgöm Ndrîm Fd`dcceri

Räogmd 00 he 07

Xend 5; Rriordndfgöm hec priyefti. h O F que es prefehemte he H, E y A, ec tgenpi X F F serîd ec nîmgni O > 06 - 7 > 48. Em ec fdsi he cd dftgvghdh F que he X H H h H H > 48 - ? > ?, X E E h E E > 48 - < > 1, y X A A h A A > 48 - 5 > 7, es hefgr, 1.

Ec fäcfuci he cis tgenpis näs tenprdmis pisg`ces he terngmdfgöm terngmdfgöm he fdhd dftgvghdh es gmnehgdti. Ve redcgzd sundmhi d fdhd tgenpi, yd fimifghi, he fingemzi näs tenprdmi pisg`ce, t g , cd hurdfgöm he fdhd dftgvghdh . Rir ekenpci, pdrd cd dftgvghdh @ serîd @ serîd t @ @ + h @ @ > 0 + 6 > 5. He goudc nihi cis tgenpis näs tdrhîis perngsg`ces he terngmdfgöm terngmdfgöm he cds dftgvghdhes se fdcfucdm he airnd gmnehgdtd restdmhi he fdhd vdcir he X g cd hurdfgöm he cd dftgvghdh h g . Rir ekenpci, ec fäcfuci hec tgenpi ci näs tdrhe perngsg`ce he terngmdfgöm he cd dftgvghdh E serîd E serîd X E E - h E E > 48 ‖ < > 1 hîds. Ec prifehgngemti he fäcfuci fimfcugrîd fim cd heterngmdfgöm he cds licourds he cds dftgvghdhes que tdn`gçm resuctd hgrefti y semfgcci. Ec fdngmi frîtgfi serîd frîtgfi serîd ec fimstgtughi pir cds dftgvghdhes frîtgfds . Em ec fdsi hec ekenpci, serîd ec fimstgtughi pir cds dftgvghdhes DFEO fini fini puehe finpri`drse em cd Agourd 42.

Agourd 42; Rriordndfgöm hec hgdordnd he muhis he cd Agourd <.

7.4. Heterngmdfgöm hec fdngmi frîtgfi em ec hgdordnd he muhis. Dcoirgtni hgmängfi Itri nçtihi dctermdtgvi pdrd heterngmdr cd hurdfgöm hec priyefti y fimsefuemtenemte ec fdngmi frîtgfi, fimsgste em refirrer tihis cis fdngmis pisg`ces he nihi que cd hurdfgöm hec priyefti serä cd ndyir he tihis cis fdngmis pisg`ces . Em ec priyefti represemtdhi pir cd reh he cd Agourd 44 se tgemem cis sgougemtes fdngmis DFEA, @FEA y @HEA .

Agourd 44; Hgdordnd he muhis.


Räogmd 06 he 07


Cd hurdfgöm he fdhd fdngmi serä; DFEA  48 + 6 + 8 + 42 > 64 sendmds @FEA  6 + 6 + 8 + 42 > 02 sendmds @HEA  6 + ? + 8 + 42 > 08 sendmds Em fimsefuemfgd, cd hurdfgöm hec priyefti priyefti serîd 64 sendmds , tgenpi em ec que estdräm redcgzdhds tihds cds dftgvghdhes. Estd hurdfgöm vgeme heterngmdhd pir cds recdfgimes he prefehemfgd he cds dftgvghdhes hec priyefti, que estd`cefem que mi puehd ekefutdrse y finpcetdrse em nemis he 64 sendmds. Fdcfucdr ec fdngmi frîtgfi he este nihi es tehgisi y hgagfuctisi pdrd priyeftis fim hefemds i femtemds he fdngmis pisg`ces. Um prifehgngemti dctermdtgvi es ec enpcei hec dcoirgtni he priordndfgöm hgmängfd que hgmängfd que d fimtgmudfgöm se expime. Peaeremte d cd Agourd 44 puehe verse que prevgi dc fingemzi he cd dftgvghdh F F heèm ldèr agmdcgzdhi cds dftgvghdhes D y @ . Fini cd dftgvghdh D D mefesgtd 48 sendmds pdrd redcgzdrse, y cd @ mefesgtd söci 6 sendmds pdrd finpcetdrse, cd dftgvghdh F puehe gmgfgdrse ûmgfdnemte hespuçs he 48 sendmds. Rir tdmti, cd dftgvghdh D es frîtgfd em ci que fimfgerme d cd dftgvghdh F . Em fimsefuemfgd, puehe gomirdrse i firtdrse , d estis eaeftis, ec fdngmi he cd dftgvghdh @ d cd F fudmhi se fdcfuce ec fdngmi frîtgfi. D fimtgmudfgöm, se exdngmdm cds sgougemtes dftgvghdhes, que heèm estdr agmdcgzdhds prevgdnemte dc fingemzi he cd dftgvghdh E. E. Çstds sim cds dftgvghdhes D y F y cds dftgvghdhes @ y H. I`sçrvese que se ldm ingtghi cds dftgvghdhes @ y F, puesti que yd lenis nistrdhi que mi es um fdngmi frîtgfi. Hdhi que DF es DF es ec fdngmi näs cdroi ldstd E , puehe firtdrse u ingtgrse ec fdngmi HE dc HE dc heterngmdr ec fdngmi frîtgfi (Agourd 40). 





Agourd 40; Fäcfuci hec fdngmi frîtgfi hec hgdordnd he muhis he cd agourd 44 nehgdmte ec dcoirgtni hgmängfi. Vicdnemte exgste um fdngmi heshe ec muhi gmgfgi, ec fdngmi DFEA, DFEA, que es ec fdngmi frîtgfi que fimairnd ec fdngmi he ndyir hurdfgöm d ci cdroi he cd reh . Cis nihecis he oestgöm he priyeftis que utgcgzdm priordnds he irhemdhir `dsdhis em ec iperdm he estd ndmerd. esquend he muhis iperdm

42. FDCEMHDPGI HE EKEFUFGÖM Ec prifesi he fäcfuci hesdrriccdhi hesdrriccdhi em cis dpdrtdhis dmtergires pripirfgimd umd gmairndfgöm he ordm utgcghdh pdrd ec respimsd`ce emfdrodhi he cd ekefufgöm hec priyefti. Rir itrd pdrte, he estd gmairndfgöm puehe hehufgrse aäfgcnemte um fdcemhdrgi he ekefufgöm hec priyefti, priyefti, que fimstgtuye cd pgezd `äsgfd pdrd eaeftudr eaeftudr ec fimtric hec hec ngsni .


Räogmd 08 he 07


Rdrd fdhd umd he cds dftgvghdhes, em ec fdcemhdrgi se fdcemhdrgi se estd`cefem fudtri aeflds; Aefld he umd dftgvghdh gk; 

Näs tenprdmd; i

i



Rdrd enpezdr; ag > tg Rdrd terngmdr; at > tg + hgk

Näs tdrhîd; i

i

Rdrd enpezdr; Ag > X k - hgk Rdrd terngmdr; At > X k

D fimtgmudfgöm, se heagmem fdhd umd he estds aeflds, hehufghds d pdrtgr hec hgdordnd he aceflds . Fini es evghemte, su hehuffgöm d pdrtgr hec hgdordnd he muhis i prefehemfgds serîd equgvdcemte. Cd aefld näs tenprdmd pdrd enpezdr umd dftgvghdh gk cd gk cd represemtdnis pir a g , mis gmhgfd ci näs primti que se puehe enpezdr cd dftgvghdh . I`vgdnemte, hgfld aefld serä cd hdhd pir ec tgenpi edrcy hec sufesi gmgfgi he cd dftgvghdh. 

a g



Cd aefld näs tenprdmd pdrd terngmdr umd dftgvghdh gk, gk , que represemtdnis pir a t , mis gmhgfd ci dmtes que puehe agmdcgzdrse cd ekefufgöm he hgfld dftgvghdh . Hgfld aefld serä goudc d cd sund hec tgenpi edrcy hec sufesi gmgfgdc y ec tgenpi REPX he hurdfgöm he cd dftgvghdh, es hefgr, a t



(Expresgöm 04)

 t g

(Expresgöm 00)

 t g  h gk

Cd aefld näs tdrhîd he fingemzi he umd fgertd dftgvghdh h gk, que represemtdnis pir A g , mis gmhgfd ci näs tdrhe que puehe enpezdrse cd dftgvghdh gk , he ndmerd que cd hurdfgöm prevgstd hec priyefti mi se retrdse em mgmoumd umghdh he tgenpi. Hgfld aefld serä goudc d cd sund hec tgenpi edrcy he cd dftgvghdh y he cd licourd licour d titdc he cd dftgvghdh. A g

X

 t g  L gk

(Expresgöm 06)

Xdn`gçm equgvdce d cd hgaeremfgd emtre ec tgenpi näs tdrhe pisg`ce que puehe agmdcgzdr hgfld dftgvghdh y cd hurdfgöm he cd dftgvghdh, es hefgr, A g

 X k  h gk

(Expresgöm 08)

I`vgdnemte, estds his expresgimes sim goudces, yd que; A F

X

 t g  L gk  t g  X k  t g  h gk  X k  h gk


(Expresgöm 05)

Räogmd 05 he 07


Cd aefld näs tdrhîd he agmdcgzdfgöm he umd dftgvghdh gk , que represemtdnis pir A t , mis gmhgfd cd aefld tipe em que puehe agmdcgzdrse cd dftgvghdh gk , he ndmerd que cd hurdfgöm prevgstd hec priyefti mi se retrdse em mgmoumd umghdh he tgenpi. I`vgdnemte hgfld aefld serä cd hdhd pir ec tgenpi cdst hec sufesi agmdc he cd dftgvghdh, es hefgr, A t

(Expresgöm 01)

 X k

Em cds dftgvghdhes frîtgfds cds frîtgfds cds aeflds he fingemzi näs tenprdmd y näs tdrhîd he cd dftgvghdh figmfghem , dc goudc que tdn`gçm figmfghem cds aeflds he terngmdfgöm näs tenprdmd y näs tdrhîd . Xdn`gçm puehe finpri`drse aäfgcnemte, pir sgnpce sustgtufgöm, que cd hgaeremfgd he tgenpi exgstemte emtre cds aeflds he fingemzi näs tdrhîd y näs tenprdmd es e xdftdnemte goudc d cd hgaeremfgd he tgenpi emtre cds aeflds he agmdcgzdfgöm näs tdrhîd y näs tenprdmd . Em eaefti; A g

 a  X k  h gk  t g  L gk

g

A g

 a  A 

(Expresgöm 0?)

X

g

t

a t

(Expresgöm 0<)

X

 L gk

Es hefgr, A t  a t X k t g



(Expresgöm 07)

X

 h gk  X k  t g  h gk  L gk

D pdrtgr he cds aörnucds dmtergires, se puehe estd`cefer aäfgcnemte um fdcemhdrgi he ekefufgöm hec priyefti. priyefti. Em ec ekenpci he cd pcdmtd enìteccdhird, cds fudtri aeflds pdrd fdhd umd he cds dftgvghdhes se nuestrd em cd Xd`cd 8. Cds aeflds fdcfucdhds puehem ccevdrse d um hgdordnd - fdcemhdrgi tdc fdcemhdrgi tdc fini ec he cd Agourd 46. Xd`cd 8; Aeflds hec fdcemhdrgi he ekefufgöm pdrd ec ekenpci he cd pcdmtd enìteccdhird. Dftgvghdhes Aefld näs tenprdmd Aefld näs tdrhîd X L gk Qçrtgfes Gmgfgi ag Xerngmd at Gmgfgi Ag Xerngmd At D

4-6

0

2

<

0

42

@

4-8

42

2

6

42

46

F

4-0

2

2

5

2

5

H

0-6

2

5

42

5

42

E

6-5

2

42

41

42

41

A

0-8

5

5

<

42

46

O

8-5

5

<

44

46

41

L

0-5

6

5

46

<

41


Räogmd 01 he 07


Agourd 46; Hgdordnd - fdcemhdrgi pdrd ec ekenpci he cd pcdmtd enìteccdhird. D cd vgstd hec hgdordnd - fdcemhdrgi he ekefufgöm hec priyefti, se puehe fimfcugr; Dftgvghdh

Aefld fingemzi

Aefld terngmdfgöm

D

Vendmd 2-0

Vendmd <-42

@

Vendmd 2-42

Vendmd 6-46

F

Vendmd 2

Vendmd 5

H

Vendmd 5

Vendmd 42

E

Vendmd 42

Vendmd 41

A

Vendmd 5-42

Vendmd <-46

O

Vendmd <-46

Vendmd 44-41

L

Vendmd 5-<

Vendmd 46-41


Räogmd 0? he 07


44. HGDOPDND HE FDPODV (MGQECDFGÖM EM CD HENDMHD HE PEFUPVIV ) Ec pri`cend que se pcdmted dlird se hgstgmoue prgmfgpdcnemte hec dmtergir em que cd priordndfgöm hdhd pir ec nçtihi hec fdngmi frîtgfi sî frîtgfi sî es adftg`ce, peri mi dhefudhd, pues presemtd umd utgcgzdfgöm he refursis nuy pifi umgairne, nuy hesgoudc d ci cdroi he cd ekefufgöm hec priyefti . Oestgimdr priyeftis fim mefesghdhes he refursis nuy pifi umgairnes d ci cdroi he cd vghd hec priyefti puehe ser näs finpcgfdhi y fistisi, pir ci que em cd nehghd he ci pisg`ce, es hefgr, sgm gmfrenemtdr cd hurdfgöm hec priyefti, se ld he gmtemtdr mgvecdr cd fdrod he cis refursis. refursis. Ekenpci; Fimstrugr Ekenpci; Fimstrugr um dcoirgtni he Mgvecdfgöm he refursis. Em prgner cuodr, es nuy gnpirtdmte ghemtgagfdr prgneri cds hgstgmtds dftgvghdhes hec prifesi, fim cds respeftgvds sefuemfgds y tgenpis he fdhd dftgvghdh. Cd gmairndfgöm se puehe reumgr em umd td`cd hec tgpi;

Xrds hgùkdr ec hgdordnd he prefehemfgds y prefehemfgds y dpcgfdr ec nçtihi hec fdngmi frîtgfi i`temenis i`temenis ec hgdordnd he Odmtt Odmtt he cds aeflds näs tenprdmds y ec lgstiordnd hec refursi refursi que dpdrefem d fimtgmudfgöm.

Hgdordnd he Odmtt. Aeflds näs tenprdmds. Em cd dmtergir agourd lenis represemtdhi tdn`gçm cd licourd titdc he cds dftgvghdhes nehgdmte umd cîmed d cd herefld he cd `drrd . Ec lgstiordnd hec refursi refursi que venis em cd sgougemte agourd nuestrd umds mefesghdhes he refursis nuy pifi umgairnes d ci cdroi he cd hurdfgöm hec priyefti . Estd ordm hesgoudchdh hgdrgd em cd utgcgzdfgöm hec refursi puehe resuctdr pifi dhefudhd heshe ec pumti he vgstd irodmgzdtgvi y he eagfgemfgd he cis refursis, dsî fini oemerdr fistes dhgfgimdces . Emfdrmdfgöm Ndrîm Fd`dcceri

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Cds tçfmgfds he mgvecdfgöm he refursis resuecvem este pri`cend . W i`tgemem umd priordndfgöm hec priyefti he tdc ndmerd que cds mefesghdhes he cis refursis se hgstrgùyem he cd airnd näs umgairne pisg`ce d ci cdroi he cd ekefufgöm hec priyefti y su hurdfgöm es cd heterngmdhd pir ec nçtihi hec fdngmi frîtgfi .

Lgstiordnd he fdrod he cis refursis. Rihrîdnis resicver este pri`cend nehgdmte cd resicufgöm he um niheci he priordndfgöm ndtenätgfd, peri cis nçtihis leurîstgfis sim leurîstgfis sim umd dctermdtgvd nekir em cd präftgfd . Xdc y fini ifurre fim ec pri`cend he cd priordndfgöm he priyeftis fim refursis cgngtdhis, ec pri`cend he cd mgvecdfgöm em cd hendmhd he refursis se puehe resicver nehgdmte tçfmgfds exdftds y leurîstgfds . Cis nihecis he priordndfgöm ndtenätgfd hesdrriccdhis ndtenätgfd hesdrriccdhis pdrd resicver ec pri`cend sim tdn`gçm nihecis he priordndfgöm `gmdrgd , peri fim cd peod he que mi sim he priordndfgöm cgmedc sgmi nihecis mi cgmedces , näs hgaîfgces he resicver. Cds tçfmgfds leurîstgfds sim leurîstgfds sim `dstdmte semfgccds he dpcgfdr y mis iarefem ùemis resuctdhis. r esuctdhis. Ngfrisiat Rrikeft mi resuecve he ndmerd dutinätgfd ec pri`cend he cd mgvecdfgöm he cd hendmhd he refursis . Çste heè ser resuecti pir ec usudrgi he airnd ndmudc. Vi`re ec hgdordnd he Odmtt que nuestrd Ngfrisiat ec usudrgi puehe repriordndr cds dftgvghdhes d su vicumtdh, gmtemtdmhi rehgstrgùgr nekir cis refursis , pir ci que se pihrîd dpcgfdr ndmudcnemte ec prifehgngemti vgsti em ec dpdrtdhi dmtergir, y sg mi se dpcgfd titdcnemte, dc nemis sî puehe utgcgzdrse su `dse pdrd nekirdr ec lgstiordnd he fdrod. Itri prifehgngemti que em dcoumis fdsis puehe dyuhdr d nekirdr ec lgstiordnd he fdrod he cis refursis es ec sgougemte. Ve fdn`gd ec mûneri he umghdhes hgspimg`ces hec refursi que querenis mgvecdr, agkämhise hgfli vdcir goudc dc fimsuni nehgi hec refursi d ci cdroi hec priyefti. Hespuçs, redcgzdnis cd Pehgstrgùfgöm he Pefursis , ndrfdmhi cd fdsgccd he Pehgstrgùgr söci fimairne dc ndroem he henird hgspimg`ce . Dc ldfer esti, redcnemte se estä gmtemtdmhi hesldfer cd si`redsgomdfgöm he este refursi sgm gmfrenemtdr cd hurdfgöm hec priyefti, mgvecämhise em dcoumis fdsis gmhgreftdnemte ec lgstiordnd he fdrod he cis refursis .

Em oemerdc, ec siatwdre finerfgdc he oestgöm he priyeftis mi iarefe cd pisg`gcghdh he resicver ec pri`cend he cd mgvecdfgöm he cd hendmhd he refursis refursis he airnd dutinätgfd, dumque çste es um pri`cend que se hd he airnd ld`gtudc em cd ndyirîd he priyeftis redces. Em estis priyeftis suece ldèr umd si`refdrod he fgertis refursis hurdmte dcoumis perîihis he ekefufgöm hec priyefti y dumque mi es pisg`ce mgvecdr finpcetdnemte sus lgstiordnds he fdrod, sî se puehe em oemerdc ldfer ec fimsuni näs umgairne em cis perîihis em cis que se prihufe hgfld si`refdrod .


Räogmd 07 he 07

Tema 5. Programación del proyecto

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