02 nivel pronóstico
TRANSCRIPT
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BEX\BCD[BEDÕO HLC VCBO HDPLEXGP HLHLUBPPGCCG \P@BOG HL BEBV\CEG HL
K\BPL[, M\LPPLPG
062<2
2
Ebpétucg 0 ODQLC HDBMOÕUXDEG-VPGOÕUXDEG
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BEX\BCD[BEDÕO HLC VCBO HDPLEXGP HL HLUBPPGCCG \P@BOG HL BEBV\CEG HL K\ÂPL[ M\LPPLPG
Elotrg hl Lstuhdgs hl \r`bodsig y Brqudtleturb U.B. hl E.Q.DD
EGOXLODHG0. ....................................................................................................................... 0-2
VPGOÕUXDEG .................................................................................................. 0-2
0.2. Boâcdsds hl cbs tlohloedbs hligmrâadebs, legoõidebs, sgedbcls y ur`bobs ........................................................................................................................ 0-5
0.0. Ndpõtlsds hl cb lstrueturb hl auoedgobidlotg hlc sdstlib ur`bog(bctlrobtdvbs) .................................................................................................. 0-8
0.0.2. Lselobrdg Hligmrâadeg ......................................................................................... 0-<
0.0.2.2. Lselobrdgs pgr sletgr ......................................................................................... 0-1
0.0.0. Lselobrdg Xlohloedbc .......................................................................................... 0-2=
0.0.0.2.
Plsuilo hl rlsuctbhgs lselobrdg tlohloedbc ................................................. 0-2>
0.0.0.0.
Lselobrdgs pgr sletgrls ................................................................................... 0-2> 0.0.5. Lselobrdg Vrgmrbiâtdeg ...................................................................................... 0-04
0.0.8. Uéotlsds hlc Vrgoõstdeg ........................................................................................ 0-52
D. ...................................................................................................................... 0-50
@D@CDGMPBAÉB ............................................................................................... 0-50
DD. ..................................................................................................................... 0-55
UDMCBU T BEPÕODIGU ................................................................................. 0-55
EGOXLODHG HL MPÂADEGU
Admurb 2 EPLEDIDLOXG NDUXGPDEG HL CB [GOB \P@BOB ................................................... 0-5
EGOXLODHG E\BHPGU
Eubhrg 2 LQGC\EDÕO NDUXÕPDEB HL GE\VBEDÕO HLC XLPPDXGPDG ................................ 0-0
Eubhrg 0 XGXBC HL BML@¸s T CGEBCDHBHLU VGP ULEXGP ................................................ 0-8
Eubhrg 5 LUELOBPDG HLIGMPÂADEG ..................................................................................... 0-<
Eubhrg 8 LUELOBPDG HLIGMPBADEG ULEXGP VDL HL CB E\LUXB ................................... 0-1
Eubhrg < LUELOBPDG HLIGMPBADEG ULEXGP BOADXLBXPG ............................................. 0-=
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BEX\BCD[BEDÕO HLC VCBO HDPLEXGP HL HLUBPPGCCG \P@BOG HL BEBV\CEG HL K\ÂPL[ M\LPPLPG
Elotrg hl Lstuhdgs hl \r`bodsig y Brqudtleturb U.B. hl E.Q.DDD
Eubhrg 1 LUELOBPDG HLIGMPBADEG ULEXGP PLOBEDIDLOXG ― [BVBXB ...................... 0-=
Eubhrg = LUELOBPDG HLIGMPBADEG ULEXGP EBTBEG ― CCBOG CBPMG ..................... 0-26
Eubhrg > LUELOBPDG HLIGMPBADEG ULEXGP HDBIBOXL ............................................... 0-22
Eubhrg 4 LUELOBPDG HLIGMPBADEG ULEXGP XPLU VBCGU ........................................... 0-20
Eubhrg 26 LUELOBPDG HLIGMPBADEG ULEXGP UBO BM\UXÉO ....................................... 0-21
Eubhrg 22 LUELOBPDG XLOHLOEDBC ..................................................................................... 0-2>
Eubhrg 20 LUELOBPDG XLOHLOEDBC ULEXGP VDL HL CB E\LUXB ................................... 0-24
Eubhrg 25 LUELOBPDG XLOHLOEDBC ULEXGP BOADXLBXPG ............................................. 0-24
Eubhrg 28 LUELOBPDG XLOHLOEDBC ULEXGP PLOBEDIDLOXG - [BVBXB ....................... 0-06
Eubhrg 2< LUELOBPDG XLOHLOEDBC ULEXGP EBTBEG ― CCBOG CBPMG ....................... 0-05
Eubhrg 21 LUELOBPDG XLOHLOEDBC ULEXGP HDBIBOXL ................................................. 0-05
Eubhrg 2= LUELOBPDG XLOHLOEDBC ULEXGP XPLU VBCGU ............................................. 0-08
Eubhrg 2> LUELOBPDG XLOHLOEDBC ULEXGP UBO BM\UXÉO ............................................ 0-0>
Eubhrg 24 VPGOGUXDEG X\PDUXDEG ...................................................................................... 0-56
Eubhrg 06 LUELOBPDG VPGMPBIÂXDEG .............................................................................. 0-56
Eubhrg 02 LUELOBPDG PLU\ILO HL VG@CBEDÕO BC 0656 ............................................... 0-52
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BEX\BCD[BEDÕO HLC VCBO HDPLEXGP HL HLUBPPGCCG \P@BOG HL BEBV\CEG HL K\ÂPL[ M\LPPLPG
Elotrg hl Lstuhdgs hl \r`bodsig y Brqudtleturb U.B. hl E.Q.0-2
0.VPGOÕUXDEGEgo `bsl lo lc hdbmoõstdeg hlc egipgrtbidlotg hligmrâadeg, legoõideg, sgedbcy ur`bog qul nb tlodhg cb eduhbh lo cgs ûctdigs bògs, sl trb`bkõ lo bcmuobsndpõtlsds hlc egipgrtbidlotg lsplrbhg pbrb cbs prõxdibs häebhbs: ls vdtbclstdibr cb igvdcdhbh sgedglegoõideb lsplrbhb, ego g`kltg hl pcbotlbr cbshlibohbs y rlqulrdidlotgs hl cgs sbtdsabetgrls iâs bprlidbotls pbrb cbpg`cbedõo; lipclg, vdvdlohb, rlslrvbs pbrb erledidlotg ur`bog, doarblstrueturb,slrvdedgs, lqudpbidlotg ur`bog y hl ibolrb iuy pbrtdeucbr cb hlibohb hligvdcdhbh.
Vbrb tbc ado, sl hlsbrrgccõ y b egotdoubedõo sl hlserd`l cb lvgcuedõo ndstõrdeb hlcerledidlotg pg`cbedgobc, y cb geupbedõo hlc tlrrdtgrdg, b ado hl lstb`clelr bcmuogsdohdebhgrls hl hlibohb.
Nbstb 24=< cb geupbedõo hlc tlrrdtgrdg sl nb`éb egoelotrbhg lo lc Uletgr
Boadtlbtrg bcebozbohg uob suplradedl hl 2,1>4 nletârlbs, hl 24=< nbstb 244< lcerledidlotg ur`bog sl lxtlohdõ b cgs sletgrls hl Ebybeg Ccbog Cbrmg yPlobedidlotg-[bpbtb doerlilotbohg cb suplradedl b <,264 nb, lstg ls, trls vlelsiâs hl cg qul sl tloéb lo 24=<: lo tbotg qul pbrb lc plrdghg hl 244< bc 0666, lcsletgr qul iâs hlstbeg lo erledidlotg aul Vdl hl cb Eulstb: pbrb lc plrdghg hlc0666 b 066<, cgs sletgrls qul iâs doerlilotg tuvdlrgo aulrgo lc UletgrHdbibotl y cb sleedõo Ogrtl hlc Uletgr Plobedidlotg-[bpbtb: adobcilotl lo lcplrdghg 066<-062< cgs sletgrls Vdl hl cb Eulstb, Plobedidlotg-[bpbtb, Ebybeg-Ccbog Cbrmg, Hdbibotl y cgs sletgrls Purbcls Ubo Bmustéo y Xrls Vbcgsrlmdstrbrgo dipgrtbotls doerlilotgs lo su suplradedl ur`bob.
Lc doerlilotg boubc hl cb zgob ur`bob y ur`bob-rurbc hl cb [gob Iltrgpgcdtbobhl 24=< bc 062< aul hl 52<.1 nb boubcls.
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BEX\BCD[BEDÕO HLC VCBO HDPLEXGP HL HLUBPPGCCG \P@BOG HL BEBV\CEG HL K\ÂPL[ M\LPPLPG
Elotrg hl Lstuhdgs hl \r`bodsig y Brqudtleturb U.B. hl E.Q.0-0
Oõtlsl lc erledidlotg hlsilhdhg qul sl prlslotõ lotrl lc bòg 0666 y 0628 bc
pbsbr hl elreb hl 1,64< nb b 28,566, cg qul dipcdeb qul cb eduhbh erledõ b uordtig bprgxdibhg hl 166 nb pgr bòg, cg qul sl lxpcdeb, pgr cgs hlsbrrgccgsnb`dtbedgobcls hl slmuohbs ebsbs lo Lc Ebybeg-Ccbog Cbrmg, hlsbrrgccgsrlsdhloedbc-turéstdegs lo cb `brrb hlc Uletgr Hdbibotl y lc erledidlotg obturbc hlVdl hl Cb Eulstb y lc Arbeedgobidlotg nb`dtbedgobc hl Ubo Bmustéo, nbedb lcOgrtl hl cb zgob ur`bob.
Eubhrg 2
LQGC\EDÕO NDUXÕPDEB HL GE\VBEDÕO HLC XLPPDXGPDG
Erledidlotg ur`bog
Uuplradedl
Nb
Doerlilotg
Nb
Elotrg Ndstõrdeg 211.5
Erledidlotg bc bòg 24=< 2,1>4.6 2,<00.=
Erledidlotg bc bòg 244< <,264.5 5,806.5
Erledidlotg bc bòg 0666 1,64<.0 4><.4
Erledidlotg bc bòg 066< 1,=81.< 1<2.5
Erledidlotg bc bòg 0626 =,<21.6 =14.<Erledidlotg bc bòg 062< 28,528.= 1,=4>.=
A\LOXL; Lstdibedgols lcb`grbhbs pgr EL\PB UB hl EQ, ego `bsl lo DOLMD
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BEX\BCD[BEDÕO HLC VCBO HDPLEXGP HL HLUBPPGCCG \P@BOG HL BEBV\CEG HL K\ÂPL[ M\LPPLPG
Elotrg hl Lstuhdgs hl \r`bodsig y Brqudtleturb U.B. hl E.Q.0-5
Admurb 2
EPLEDIDLOXG NDUXGPDEG HL CB [GOB \P@BOB
A\LOXL; Lcb`grbhg pgr EL\PB UB hl EQ. ego `bsl lo dotlrprltbedõo hl agtgmrbaéb sbtlcdtbc Cbohsbt, 0625
0.2. Boâcdsds hl cbs tlohloedbs hligmrâadebs,legoõidebs, sgedbcls y ur`bobs
Cgs lselobrdgs pcbotlbhgs pbrb lc Elotrg hl Vg`cbedõo hl Bebpuceg hl Kuârlzlstâo rlbcdzbhgs pbrb ebhb sletgr, pbrb lccg, sl rlegpdcõ cb doagribedõo hl cgsElosgs hl Vg`cbedõo y Qdvdlohb hl DOLMD hl cgs bògs 2446, 0666 y 0626 y slrlqudrdõ nbelr lc boâcdsds ego lc ado hl sb`lr qul BML@ —s y cgebcdhbhlsplrtlolelo b ebhb sletgr lo cb qul sl su`hdvdhdõ cb [gob Iltrgpgcdtbob hl
Bebpuceg y ego lccg egogelr lc egipgrtbidlotg hl erledidlotg pgr sletgr.
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BEX\BCD[BEDÕO HLC VCBO HDPLEXGP HL HLUBPPGCCG \P@BOG HL BEBV\CEG HL K\ÂPL[ M\LPPLPG
Elotrg hl Lstuhdgs hl \r`bodsig y Brqudtleturb U.B. hl E.Q.0-8
Eubhrg 0
XGXBC HL BML@¸s T CGEBCDHBHLU VGP ULEXGP
Uletgrls 0626
BML@—s Cgebcdhbhls
2 Vdl hl cb Eulstb 1<
0 Boadtlbtrg 204 2
5 Plobedidlotg ― [bpbtb 2<6
8 Ebybeg - Ccbog Cbrmg 40
< Hdbibotl 0= 5
1 Xrls Vbcgs 20 5>
= Ubo Bmustéo 1 06
XGXBC 8>2 10
A\LOXL; EL\PB UB hl EQ ego `bsl lo Elosgs hl Vg`cbedõo y Qdvdlohb 2446, 0666 y 0626, DOLMD.
0.0. Ndpõtlsds hl cb lstrueturb hlauoedgobidlotg hlc sdstlib ur`bog(bctlrobtdvbs)
Egoagril b cbs lxpletbtdvbs hl erledidlotg, sl prlslotbo trls lselobrdgs gbctlrobtdvbs hligmrâadeg-legoõidebs pbrb cb lstrueturb y grhlobidlotg hlctlrrdtgrdg, lvbcubhbs y egoedcdbhbs lo egokuotg ego cbs pgcétdebs legoõidebshlcdolbhbs lo cgs dostruilotgs suplrdgrls hl pcbolbedõo.
Egig rlsuctbhg hl lstl boâcdsds hl lvbcubedõo sl dhlotdadeõ lc ighlcg hlhlsbrrgccg qul prlslotb ibygrls vlotbkbs, egosdhlrâohgsl lc iâs dhõolg pbrb cbzgob hl lstuhdg.
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BEX\BCD[BEDÕO HLC VCBO HDPLEXGP HL HLUBPPGCCG \P@BOG HL BEBV\CEG HL K\ÂPL[ M\LPPLPG
Elotrg hl Lstuhdgs hl \r`bodsig y Brqudtleturb U.B. hl E.Q.0-<
0.0.2. Lselobrdg Hligmrâadeg
Cbs prgyleedgols iuodedpbcls hl EGOBVG sgo utdcdzbhbs egig pgcétdeb obedgobchl erledidlotg lo lc pbés: pbrb rlbcdzbr lstbs prgyleedgols sl nbel usg hl cbssdmudlotls vbrdb`cls; aleuohdhbh, igrtbcdhbh, ibrmdobedõo, idmrbedõodotlrobedgobc y obedgobc.
Eb`l slòbcbr qul cb pg`cbedõo qul utdcdzõ EGOBVG pbrb lc bòg 0626 ls uoblstdibedõo nlenb ego `bsl lo lc ûctdig elosg hl pg`cbedõo yb qul lo lcigilotg hl cb prgyleedõo og sl egotb`b ego cgs rlsuctbhgs hlc Elosg 0626: cbpg`cbedõo qul utdcdzõ EGOBVG pbrb lc 0626 aul hl >60,40= nb`dtbotls y lcElosg hl 0626 brrgkg =>4,4=2 nb`dtbotls.
Ego lstl lselobrdg egoslrvbhgr, cb pg`cbedõo hlc Elotrg hl Vg`cbedõo hl Bebpuceg hl Kuârlz bc bòg 0656 sl lstdib lo >04,>== nb`dtbotls y pbrb lc 06<6lc erledidlotg lsplrbhg slréb hlc grhlo hl >81,155 nb`dtbotls: lc doerlilotgpg`cbedgobc tgtbc pghréb slr hl 10,=<4 nb`dtbotls y lc ilhdg boubc hl 2,14=nb`dtbotls, egosdhlrbhg egig pgeg prg`b`cl, hbhg lc doerlilotg ndstõrdeg qulnb tlodhg Bebpuceg y lc odvlc hl btrbeedõo idmrbtgrdb qul bûo egoslrvb.
Eubhrg 5
LUELOBPDG HLIGMPÂADEG
Uletgrls
Lselobrdg ego tbsb hl EGOBVG
0625 062< 0602 0656 06<6
2 Vdl hl cb Eulstb <>,0>< <4,06< 16,>44 12,=61 10,4<2
0 Boadtlbtrg 0<=,<85 012,16= 014,645 0=0,1<= 0=>,210
5 Plobedidlotg ― [bpbtb 0==,60> 0>2,866 0>4,8<0 045,0>1 044,06>
8 Ebybeg - Ccbog Cbrmg =4,0<8 >6,<6< >0,>6> >5,46< ><,166
< Hdbibotl <4,=21 16,1<4 10,548 15,002 18,84=
Vg`cbedõo sletgrls ur`bogs =52,>01 =85,5=1 =18,181 ==8,==< =46,82>
1 Xrls Vbcgs 5>,0=2 5>,>=< 54,4>= 86,<21 82,55<
= Ubo Bmustéo 25,=== 25,44< 28,54< 28,<>1 28,>>6
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BEX\BCD[BEDÕO HLC VCBO HDPLEXGP HL HLUBPPGCCG \P@BOG HL BEBV\CEG HL K\ÂPL[ M\LPPLPG
Elotrg hl Lstuhdgs hl \r`bodsig y Brqudtleturb U.B. hl E.Q.0-1
Uletgrls
Lselobrdg ego tbsb hl EGOBVG
0625 062< 0602 0656 06<6
Vg`cbedõo sletgrls rurbcls <0,68> <0,>14 <8,5>0 <<,260 <1,02<
VG@CBEDÕO XGXBC =>5,>=8 =41,081 >24,60> >04,>== >81,155
A\LOXL; EL\PB UB hl EQ ego `bsl lo; Vrgyleedgols hl cb pg`cbedõo 0626 ― 06<6, EGOBVG, 0620.
Lstl lselobrdg hligmrâadeg, ego `bsl b cb pgcétdeb hl EGOBVG, rlsuctbréb lo lcsdmudlotl egipgrtbidlotg hl erledidlotg hl cgs sletgrls.
0.0.2.2. Lselobrdgs pgr sletgr
B egotdoubedõo sl prlslotb lc erledidlotg hltbccbhg pgr ebhb sletgr
b) Uletgr Vdl hl cb Eulstb
Eubhrg 8
LUELOBPDG HLIGMPBADEG ULEXGP VDL HL CB E\LUXB
0625-062< 062<-0602 0602-0656 0656-06<6
XIEB 6.=4% 6.8=% 6.2<% 6.26%
Vg`cbedõo pgr BML@—s ur`bogs y cgebcdhbh rurbc 0625 062< 0602 0656 06<6
BML@—s ur`bogs <>,06> <4,201 16,>2> 12,108 10,>1>
Egovlotg Igotl Ubo Bcagosg == => >2 >0 >5
VG@CBEDÕO XGXBC <>,0>< <4,06< 16,>44 12,=61 10,4<2
A\LOXL; EL\PB UB hl EQ ego `bsl lo; Vrgyleedgols hl cb pg`cbedõo 0626 ― 06<6, EGOBVG, 0620.
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BEX\BCD[BEDÕO HLC VCBO HDPLEXGP HL HLUBPPGCCG \P@BOG HL BEBV\CEG HL K\ÂPL[ M\LPPLPG
Elotrg hl Lstuhdgs hl \r`bodsig y Brqudtleturb U.B. hl E.Q.0-=
`) Uletgr Boadtlbtrg
Eubhrg <
LUELOBPDG HLIGMPBADEG ULEXGP BOADXLBXPG
0625-062< 062<-0602 0602-0656 0656-06<6
XIEB 6.=4% 6.8=% 6.2<% 6.26%
Vg`cbedõo pgr BML@—s ur`bogs y cgebcdhbhls rurbcls
0625 062< 0602 0656 06<6
BML@—s ur`bogs 0<=,688 012,262 01>,<=0 0=0,256 0==,108
Qdstb Nlrigsb 818 8=0 8>< 840 <60
Egcgodb Egnltlrgs 58 58 5< 51 5=
VG@CBEDÕO XGXBC 0<=,<85 012,16= 014,645 0=0,1<= 0=>,210
A\LOXL; EL\PB UB hl EQ ego `bsl lo; Vrgyleedgols hl cb pg`cbedõo 0626 ― 06<6, EGOBVG, 0620.
e) Uletgr Plobedidlotg ― [bpbtb
Eubhrg 1
LUELOBPDG HLIGMPBADEG ULEXGP PLOBEDIDLOXG ― [BVBXB
0625-062< 062<-0602 0602-0656 0656-06<6
XIEB 6.=4% 6.8=% 6.2<% 6.26%
Vg`cbedõo pgr BML@—s ur`bogs y cgebcdhbhls rurbcls
0625 062< 0602 0656 06<6
BML@—s ur`bogs 0<> 5=< 010 8<0 014 410 0=5 <5> 0=4 612
Jdcõiltrg 02 2 <24 2 <85 2 <>= 2 16> 2 182
Cgs Õrmbogs hl Kubo P.Lseuhlrg
0 >6< 0 >84 0 452 0 414 5 604
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BEX\BCD[BEDÕO HLC VCBO HDPLEXGP HL HLUBPPGCCG \P@BOG HL BEBV\CEG HL K\ÂPL[ M\LPPLPG
Elotrg hl Lstuhdgs hl \r`bodsig y Brqudtleturb U.B. hl E.Q.0->
Vg`cbedõo pgr BML@—s
ur`bogs y cgebcdhbhls rurbcls
0625 062< 0602 0656 06<6
Cgs Õrmbogs hl Ubo Bmustéo(Lc Rulibhg) 2 <88 2 <14 2 128 2 15< 2 11>
Jdcõiltrg 00 1=2 1>2 =62 =26 =08
Qdccb Mulrrlrg 0<< 0<4 011 0=6 0=<
Vgzb Qlrhl (Vgzg Qlrhl) 25 25 28 28 28
Egcgodb Ibomgs (LcRulibhg)
=04 =86 =12 ==2 =>=
Lc Vbrbésg < < < < <
Cb Eâibrb 5 5 5 5 5
Oulvb Argotlrb 2 <51 2 <16 2 16< 2 101 2 1<4
Egcgodb Cgib Cbrmb (Lc@bsurlrg)
>40 461 450 488 415
Egcgodb Oulvb Cuz <<6 <<4 <=< <>5 <4<
Egcgodb Vrbhlrbs hl
Mubhbcupl <>1 <4< 120 106 155
Bipcdbedõo Argotlrb 2<1 2<> 215 21< 21>
Cbs @umbi`dcdbs > > 4 4 4
Egcgodb Dohlplohloedb 0 0 0 5 5
Egcgodb Hdledsäds hlOgvdli`rl
5=2 5== 5>> 545 862
Egcgodb Cbhrdcclrb (CbVdcbstrb)
<0 <5 <8 << <1
Egcgodb cb Lsplrbozb 00 05 05 08 08
Egcgodb Idmulc XlrrbzbsPdvlrb 1<4 1=6 1>4 14> =20
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BEX\BCD[BEDÕO HLC VCBO HDPLEXGP HL HLUBPPGCCG \P@BOG HL BEBV\CEG HL K\ÂPL[ M\LPPLPG
Elotrg hl Lstuhdgs hl \r`bodsig y Brqudtleturb U.B. hl E.Q.0-4
Vg`cbedõo pgr BML@—s
ur`bogs y cgebcdhbhls rurbcls
0625 062< 0602 0656 06<6
Egcgodb Oulvb Mlolrbedõo 2 06> 2 00> 2 015 2 0=4 2 56<
Egcgodb Pu`äo AdmulrgbBcegelr
512 51= 5=> 5>5 546
Egcgodb cb ArgotlrbBmubebtdccg
2 66< 2 602 2 6<6 2 618 2 6>1
Nulrtb Lusl`dg Ulquldhb = = = > >
Nulrtb Ibredbc Egotrlrbs 25 25 28 28 28
Pboeng Kubo Iuògz 1 1 1 1 1
Nulrtb Pdebrhg Ilohgzb 2 2 2 2 2
Egcgodb Bebpuceg Hgs Idc 41 4= 266 262 265
Nulrtb Arboedseb HdibyumbIlohgzb
56 56 52 52 50
Pboeng Hgo Broucag < < < < <
Pboeng Lusl`dg Ulquldhb
Gzuob 4 26 26 26 26
Egcgodb Qdccb Mulrrlrg 20 20 20 25 25
Egcgodb Bipcdbedõo cgs CdrdgsVbrtl Bctb
<6 <6 <0 <5 <8
Egcgodb Bc`grbhb 2 065 2 000 2 0<1 2 0=5 2 044
Egcgodb Oulvb Plvgcuedõo 2 022 2 056 2 01< 2 0>0 2 56>
Nulrtb Ebrilcb PdvlrbXlrrbzbs
25 25 28 28 28
Kgsä Arboedseg IbrtéolzEcbrj
= = = > >
Egcgodb Hligerâtdeb 5<5 5<4 514 5=8 5>2
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BEX\BCD[BEDÕO HLC VCBO HDPLEXGP HL HLUBPPGCCG \P@BOG HL BEBV\CEG HL K\ÂPL[ M\LPPLPG
Elotrg hl Lstuhdgs hl \r`bodsig y Brqudtleturb U.B. hl E.Q.0-26
Vg`cbedõo pgr BML@—s
ur`bogs y cgebcdhbhls rurbcls
0625 062< 0602 0656 06<6
Cuedg Eb`bòbs ZEbipbilotgVgpucbrY 0>4 048 560 561 525
Vbslg hl cb Cbmuob 08 08 0< 0< 01
Egcgodb cb Mcgrdb 0>< 0>4 04= 562 56=
Kgybs hl Ubo Bmustéo 20 20 20 25 25
Idrdtb hl cgs Plyls <2 <0 <5 <8 <<
Mbspbr Ulquldhb < < < < <
Nulrtb \`bchg Iuògz 1 1 1 1 1
Egcgodb Xb`dqulrb > > 4 4 4
Nulrtb lc Obrbokbc 1 1 1 1 1
VG@CBEDÕO XGXBC 0==,60> 0>2,866 0>4,8<0 045,0>1 044,06>
A\LOXL; EL\PB UB hl EQ ego `bsl lo; Vrgyleedgols hl cb pg`cbedõo 0626 ― 06<6, EGOBVG, 0620.
h) Uletgr Ebybeg - Ccbog Cbrmg
Eubhrg =
LUELOBPDG HLIGMPBADEG ULEXGP EBTBEG ― CCBOG CBPMG
0625-062< 062<-0602 0602-0656 0656-06<6
XIEB 6.=4% 6.8=% 6.2<% 6.26%
Vg`cbedõo pgr BML@—s ur`bogs y cgebcdhbhls rurbcls
0625 062< 0602 0656 06<6
BML@—s ur`bogs =1,82< ==,102 =4,>80 >6,466 >0,<55
Xuoedomg 0,>54 0,>>8 0,411 5,66< 5,611
Vg`cbedõo Xgtbc Uletgr =4,0<8 >6,<6< >0,>6> >5,46< ><,166
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BEX\BCD[BEDÕO HLC VCBO HDPLEXGP HL HLUBPPGCCG \P@BOG HL BEBV\CEG HL K\ÂPL[ M\LPPLPG
Elotrg hl Lstuhdgs hl \r`bodsig y Brqudtleturb U.B. hl E.Q.0-22
0625-062< 062<-0602 0602-0656 0656-06<6
XIEB 6.=4% 6.8=% 6.2<% 6.26%
Vg`cbedõo pgr BML@—s ur`bogs y cgebcdhbhls rurbcls
0625 062< 0602 0656 06<6
Ebybeg ― Ccbog Cbrmg
A\LOXL; EL\PB UB hl EQ ego `bsl lo; Vrgyleedgols hl cb pg`cbedõo 0626 ― 06<6, EGOBVG, 0620.
l) Uletgr Hdbibotl
Eubhrg >
LUELOBPDG HLIGMPBADEG ULEXGP HDBIBOXL
0625-062< 062<-0602 0602-0656 0656-06<6
XIEB 6.=4% 6.8=% 6.2<% 6.26%
Vg`cbedõo pgr BML@—s ur`bogs y cgebcdhbhls rurbcls
0625 062< 0602 0656 06<6
BML@—s ur`bogs <1,460 <=,>62 <4,8<8 16,080 12,8<>
@brrb Qdlkb >>< >44 40< 45= 4<1
Ubo Bohräs Vcbyb Loebotbhb(Lc Vghrdhg)
2,<== 2,160 2,18> 2,1=6 2,=68
Ebebnubtl 1< 11 1> 14 =6
Lc Ibomudtg 2> 2> 24 24 24
Lc Vghrdhg 261 26> 222 220 228
Arbeedgobidlotg Ebiplstrl
hl cb Cbmuob
215 211 2=6 2=5 2=1
VG@CBEDÕO XGXBC <4,=21 16,1<4 10,548 15,002 18,84=
A\LOXL; EL\PB UB hl EQ ego `bsl lo; Vrgyleedgols hl cb pg`cbedõo 0626 ― 06<6, EGOBVG, 0620.
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BEX\BCD[BEDÕO HLC VCBO HDPLEXGP HL HLUBPPGCCG \P@BOG HL BEBV\CEG HL K\ÂPL[ M\LPPLPG
Elotrg hl Lstuhdgs hl \r`bodsig y Brqudtleturb U.B. hl E.Q.0-20
a) Uletgr Xrls Vbcgs
Eubhrg 4
LUELOBPDG HLIGMPBADEG ULEXGP XPLU VBCGU
0625-062< 062<-0602 0602-0656 0656-06<6
XIEB 6.=4% 6.8=% 6.2<% 6.26%
Vg`cbedõo pgr cgebcdhbh rurbc 0625 062< 0602 0656 06<6
Bibtdccg 5,51> 5,802 5,<24 5,<1< 5,15=
Lc @lkueg 0,558 0,5=2 0,854 0,8=2 0,<02
Elrrg hl Vdlhrb 2,<5= 2,<12 2,161 2,10= 2,116
Cb Lstbedõo 2,5=1 2,54= 2,85= 2,8<1 2,8>1
Cbmuob hlc Rulibhg 1<6 116 1=4 1>> =60
Cgibs hl Enbpuctlple 0,068 0,054 0,565 0,555 0,5>6
Lc Iltcbpdc 2,204 2,28= 2,2>6 2,24< 2,006
Gbxbqudccbs 4=1 442 2,606 2,655 2,6<8
Cbs Gccdtbs (Cbs Kgydtbs) 256 250 251 25= 286
Vcbygols hl Ubo Dsdhrg 862 86= 824 808 855
Cbs Vcbzulcbs 2,66< 2,606 2,6<6 2,618 2,6><
Lc Ubctg 2,84= 2,<02 2,<18 2,<>< 2,12=
Ubo Botgodg 4<5 41> 441 2,664 2,656
Ubo Dsdhrg Mbccdolrg (LcMbccdolrg)
0,854 0,8=> 0,<8> 0,<>0 0,158
Ubo Vlhrg Ebebnubtlple 2,825 2,85< 2,8=1 2,841 2,<01
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BEX\BCD[BEDÕO HLC VCBO HDPLEXGP HL HLUBPPGCCG \P@BOG HL BEBV\CEG HL K\ÂPL[ M\LPPLPG
Elotrg hl Lstuhdgs hl \r`bodsig y Brqudtleturb U.B. hl E.Q.0-25
Vg`cbedõo pgr cgebcdhbh rurbc 0625 062< 0602 0656 06<6
Ubo Vlhrg Vcbybs 8,<<2 8,100 8,=<< 8,>2> 8,42<
Xlodlotl Kgsä Bzultb (PégVbpbmbyg)
248 24= 060 06< 064
Cb Xlstbruhb 014 0=5 0>2 0>< 042
Xrls Vbcgs <,6=< <,2<1 <,565 <,5=5 <,8>0
Lc Brlobc 2,62> 2,658 2,618 2,6=> 2,644
Cbs Enbolebs 8<6 8<= 8=6 8=1 8>1
Ebohlcdccb (Cbs Vbcidtbs) 010 011 0=8 0== 0>5
Xbsbklrbs 1<4 1=6 1>4 14> =20
@boeg hl Grg 2< 2< 2< 2< 21
Cgs Egygtls 41 4= 266 262 265
26 hl B`rdc 2,658 2,6<2 2,6>2 2,64< 2,22=
Cb Nbedlohb (Cb Nbedlohb hlVbpbmbyg)
< 1 1 1 1
Cb Nlrrbhurb 22 22 20 20 20
Nulrtb Vbrbésg (Vbrbésg hl cbCbmuob)
51 51 5= 5> 54
Cgs Cdigols 1< 1= 1> 14 =2
Odegcâs @rbvg ([bokb hlcXlodlotl)
=25 =08 =8< =<< ==6
Pboeng Gclb 2< 2< 21 21 21
Lc Pboendtg (Cbs Vbcidtbs) 0>6 0>< 045 04= 565
Vuotb hl Ebsb 06 02 02 00 00
Qbrbhlrg hl Xrls Vbcgs =5 =8 =1 == =4
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BEX\BCD[BEDÕO HLC VCBO HDPLEXGP HL HLUBPPGCCG \P@BOG HL BEBV\CEG HL K\ÂPL[ M\LPPLPG
Elotrg hl Lstuhdgs hl \r`bodsig y Brqudtleturb U.B. hl E.Q.0-28
Vg`cbedõo pgr cgebcdhbh rurbc 0625 062< 0602 0656 06<6
Cb Qdstb Bclmrl 24= 066 06< 06> 020
Bmrgpleubrdb 1 1 1 = =
Kgsladob hl cb G <> <4 12 10 15
Klsûs Nlroâohlz 0 0 5 5 5
Cbmuob cb Xlstbruhb = = > > >
Cbs Ibrelcbs 5< 51 5= 5= 5>
Cb Ebsb hlc Boedbog = = = = >
Egcgodb Qdstb Nlrigsb hl cbsAcgrls
515 51> 5=4 5>8 540
Egcgodb Igotl Udobé >1 >= 46 42 45
Pboeng Aäcdx CgrlozgIbrtéolz
5 5 8 8 8
Pboeng Ibréb BomlcdobEbrigob
2 2 2 2 2
Nulrtb Ibredbc Iuògz Udcvb 8 8 8 8 8
Nulrtb Dmobedg Eulvbs 2 2 2 2 2
Nulrtb \`bchg Iurdccg@bcbozbr
2 2 2 2 2
Pboeng Hgidomg Qdccboulvb 1 1 1 1 1
Egcgodb Âomlc NlcbhdgBmudrrl Pdvlrg
000 001 050 05< 086
Egcgodb Ibrdbog Igcdob 20< 20= 256 250 25<
Egcgodb Qbccl Loebotbhg 20 20 20 20 25
Nulrtb lc \og (Botgodg @uedgNgrtls)
= = = = =
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BEX\BCD[BEDÕO HLC VCBO HDPLEXGP HL HLUBPPGCCG \P@BOG HL BEBV\CEG HL K\ÂPL[ M\LPPLPG
Elotrg hl Lstuhdgs hl \r`bodsig y Brqudtleturb U.B. hl E.Q.0-2<
Vg`cbedõo pgr cgebcdhbh rurbc 0625 062< 0602 0656 06<6
Nulrtb Mdc`lrtg [lquldhbQdvdbog
5 5 5 5 5
Nulrtb Vdcdtb 5 5 8 8 8
Ibmuly \og 0> 04 56 56 52
Xuozdomg Z\odhbhNb`dtbedgobcY
856 851 884 8<< 818
Cb Cgidtb ZPlstburbotlY <2 <2 <5 <5 <<
Nulrtb Ibrelcdog Acgrls@bdcõo
1 1 1 1 1
Egcgodb Oulvb hl Ubo Pbablc 81 8= 8> 84 <6
Egcgodb Ubo Dsdhrg hlcVrgmrlsg
=4 >2 >5 >8 >1
Plsdhloedbc Vbrbésg Hdbibotl 51 5= 5> 5> 54
Egcgodb Iboulc Bògrvl@bògs
<= <> <4 16 12
Cb Nulrtb 20 25 25 25 25
Nulrtb cb @umbi`dcdb < < < < 1
Nulrtb Hbvdh Kdiäolz 28 2< 2< 2< 21
Nulrtb Ilhbrhg Gclb Mlrbrhg 5 5 5 5 5
Egcgodb Ubotb Cueéb =1 == >6 >2 >0
Pboeng Qdlkg < < < < 1
Nulrtb Vbtrdedb Uâoenlz
Pdvlrb
2 2 2 2 2
Bebpuceg 0666 06 06 06 02 02
VG@CBEDÕO XGXBC 5>,0=2 5>,>=< 54,4>= 86,<21 82,55<
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BEX\BCD[BEDÕO HLC VCBO HDPLEXGP HL HLUBPPGCCG \P@BOG HL BEBV\CEG HL K\ÂPL[ M\LPPLPG
Elotrg hl Lstuhdgs hl \r`bodsig y Brqudtleturb U.B. hl E.Q.0-21
A\LOXL; EL\PB UB hl EQ ego `bsl lo; Vrgyleedgols hl cb pg`cbedõo 0626 ― 06<6, EGOBVG, 0620.
m) Uletgr Ubo Bmustéo
Eubhrg 26
LUELOBPDG HLIGMPBADEG ULEXGP UBO BM\UXÉO
0625-062< 062<-0602 0602-0656 0656-06<6
XIEB 6.=4% 6.8=% 6.2<% 6.26%
Vg`cbedõo pgr cgebcdhbh rurbc 0625 062< 0602 0656 06<6
Ebrb`bcé 8<4 81= 8>6 8>1 841
Jdcõiltrg 56 1,584 1,8<6 1,158 1,=00 1,><>
Cgibs hlc Bdrl 5=6 5=1 5>= 540 866
Cgib Cbrmb 0= 0> 04 04 56
Lc Vlcdccg 2>8 2>= 240 248 24>
Vul`cg Oulvg 0> 04 56 56 52
Cgibs hl Ubo Kubo 0,802 0,8<4 0,<56 0,<15 0,12<
Xlxeb 0,282 0,2=< 0,05= 0,01= 0,520
Lc Qlcbhlrg (QlcbhlrgIgrlcgs)
=8= =<4 =>2 =42 >6=
Lc [bpgtl 504 55< 588 584 5<1
Vbsg Xlxeb <06 <0> <85 <<2 <10
Pbsebsgcb 24 24 24 06 06
Lc Cd`rbidlotg (Cb Mbslrb) 5< 5< 51 5= 5>
Cb Mrbokb ZEndvlrébY 2 2 2 2 2
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BEX\BCD[BEDÕO HLC VCBO HDPLEXGP HL HLUBPPGCCG \P@BOG HL BEBV\CEG HL K\ÂPL[ M\LPPLPG
Elotrg hl Lstuhdgs hl \r`bodsig y Brqudtleturb U.B. hl E.Q.0-2=
Vg`cbedõo pgr cgebcdhbh rurbc 0625 062< 0602 0656 06<6
Egcgodb lc Vulotl hl Xlxeb 25> 286 288 281 284
Lc Kéebrg 2 2 2 2 2
Lc Ibily 1 1 1 1 1
Cgibs hlc Vlhrlmbc 2 2 2 2 2
VG@CBEDÕO XGXBC 25,=== 25,44< 28,54< 28,<>1 28,>>6
A\LOXL; EL\PB UB hl EQ ego `bsl lo; Vrgyleedgols hl cb pg`cbedõo 0626 ― 06<6, EGOBVG, 0620.
0.0.0. Lselobrdg Xlohloedbc
Lc lselobrdg tlohloedbc ls uob lstdibedõo hlc erledidlotg hligmrâadeg lo cbzgob hl lstuhdg, sd cbs egohdedgols hl erledidlotg pg`cbedgobc egotdoûbo bcidsig rdtig qul lc g`slrvbhg lotrl 2446 ― 0666, ego `bsl lo cb betdvdhbhlegoõideb betubc, cgs prgelsgs idmrbtgrdgs y cgs dohdebhgrls hl aleuohdhbh,prgyletbhbs pbrb cgs plrdghgs 062<, 0602 y 0656.
Lc prgelhdidlotg pbrb rlbcdzbr lstl lselobrdg aul lc sdmudlotl;
Egogelr cb tbsb hl erledidlotg qul sl prlslotb pgr sletgr pbrb lc plrdghg2446 ― 0626: lo BML@—s y cgebcdhbhls: pbrb lc ebsg hl cgs BML@—s hl ebhb
sletgr, sl ebceucb cb suib beuiucbhb hl ebhb plrdghg y sl g`tdlol cb tbsbhl erledidlotg.
\ob vlz qul sl tdlol lc rlsuctbhg hl cb tbsb hl erledidlotg, sl bpcdeb hlagrib cdolbc, pbrb cgs plrdghgs 062<, 0602 y 0656, tbotg lo cb suibbeuiucbhb hl BML@—s, egig lo ebhb uob hl cbs cgebcdhbhls pbrb ebhbsletgr: bcmuobs cgebcdhbhls og prlslotbo rlmdstrg lo cgs plrdghgs 2446 y0666, pgr cg qul, lc erdtlrdg qul sl utdcdzõ pbrb lstdibr cb tbsb hlerledidlotg aul usbr cb tbsb prgilhdg qul prlslotõ lc sletgr.
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BEX\BCD[BEDÕO HLC VCBO HDPLEXGP HL HLUBPPGCCG \P@BOG HL BEBV\CEG HL K\ÂPL[ M\LPPLPG
Elotrg hl Lstuhdgs hl \r`bodsig y Brqudtleturb U.B. hl E.Q.0-2>
0.0.0.2. Plsuilo hl rlsuctbhgs lselobrdg tlohloedbc
Cb pg`cbedõo lstdibhb, ego lc erledidlotg tlohloedbc, pbrb cb [gob Iltrgpgcdtbobhl Bebpuceg hl Kuârlz bc bòg 0656, slréb hl 2,648,>=8 nb`dtbotls y pbrb lc 06<6lc erledidlotg lsplrbhg pghréb slr hl 2,4>6,026 nb`dtbotls, lc doerlilotgpg`cbedgobc lsplrbhg slréb hl 2,241,551 nb`dtbotls ego uo doerlilotg ilhdgboubc hl 50,555 nb`dtbotls pgr bòg. Lstl prgoõstdeg, ls iâs abetd`cl qul lcegoslrvbhgr hl EGOBVG, yb qul Bebpuceg sdmul y slmudrâ sdlohg cbegoelotrbedõo ur`bob iâs dipgrtbotl hlc lstbhg, idsig, qul rlsuctb lo uorlelptgr hl dovlrsdgols y pgr egosdmudlotl, uob hdoâideb dipgrtbotl lo cgs acukgsidmrbtgrdgs y lo cbs lxpletbtdvbs hl mlolrbedõo hl lipclg.
Eubhrg 22
LUELOBPDG XLOHLOEDBC
Vg`cbedõo pgr sletgrLselobrdg Xlohloedbc
0625 062< 0602 0656 06<6
2 Vdl hl cb Eulstb <>,0>< <4,4<4 1<,0=< =8,281 4>,82=
0 Boadtlbtrg 0<=,<85 0<>,212 016,60= 010,><> 014,560
5 Plobedidlotg ― [bpbtb 0==,60> 0>1,6>0 52<,=12 5=6,21= 125,>81
8 Ebybeg - Ccbog Cbrmg =4,0<8 >1,08> 222,215 210,1>4 5=4,<08
< Hdbibotl <4,=21 1=,2>5 4<,>00 215,=88 <80,82=
Vg`cbedõo sletgrls ur`bogs =52,>01 =<=,158 >8>,68> 2,655,16< 2,465,<6=
1 Xrls Vbcgs 5>,0=2 54,61= 82,15< 81,61= <4,5<>
= Ubo Bmustéo 25,=== 25,456 28,826 2<,060 2=,58<
Vg`cbedõo sletgrls rurbcls <0,68> <0,44= <1,68< 12,014 =1,=65
VG@CBEDÕO XGXBC =>5,>=8 >26,156 468,645 2,648,>=8 2,4>6,026
A\LOXL; EL\PB UB hl EQ ego `bsl lo Elosg hl Vg`cbedõo y Qdvdlohb pbrb cgs bògs 2446, 0666 y 0626, DOLMD.
0.0.0.0. Lselobrdgs pgr sletgrls
b) Uletgr Vdl hl cb Eulstb
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BEX\BCD[BEDÕO HLC VCBO HDPLEXGP HL HLUBPPGCCG \P@BOG HL BEBV\CEG HL K\ÂPL[ M\LPPLPG
Elotrg hl Lstuhdgs hl \r`bodsig y Brqudtleturb U.B. hl E.Q.0-24
Eubhrg 20
LUELOBPDG XLOHLOEDBC ULEXGP VDL HL CB E\LUXB
Vg`cbedõo pgr BML@—s ur`bogsy cgebcdhbh rurbc
XIEB 0625 062< 0602 0656 06<6
BML@—s ur`bogs 2.8% <>,06> <4,>>6 1<,2>4 =8,684 4>,0>>
Egovlotg Igotl Ubo Bcagosg 2.8% == =4 >1 4> 204
VG@CBEDÕO XGXBC 2.8 % <>,0>< <4,4<4 1<,0=< =8,281 4>,82=
A\LOXL; EL\PB UB hl EQ ego `bsl lo Elosg hl Vg`cbedõo y Qdvdlohb pbrb cgs bògs 2446, 0666 y 0626, DOLMD.
`) Uletgr Boadtlbtrg
Eubhrg 25
LUELOBPDG XLOHLOEDBC ULEXGP BOADXLBXPG
Vg`cbedõo pgr BML@—s ur`bogsy cgebcdhbhls rurbcls
XIEB 0625 062< 0602 0656 06<6
BML@—s \r`bogs 6.2% 0<=,688 0<=,18= 0<4,818 010,020 01>,801
Qdstb Nlrigsb 2.<% 818 8=4 <08 <44 >64
Egcgodb Egnltlrgs 2.4% 58 5< 54 8= 1>
VG@CBEDÕO XGXBC 0<=,<85 0<>,212 016,60= 010,><> 014,560
A\LOXL; EL\PB UB hl EQ ego `bsl lo Elosg hl Vg`cbedõo y Qdvdlohb pbrb cgs bògs 2446, 0666 y 0626, DOLMD.
Lstl sletgr, pghréb bc`lrmbr uo ibygr oûilrg hl nb`dtbotls, sd sl cclvbo bc eb`g,cbs lstrbtlmdbs hl hlosdadebedõo hl egrrlhgrls ur`bogs y sl prgiulvl ldoelotdvb cb geupbedõo hl ouilrgsgs cgtls `bchégs. Xbi`däo, slrâ auohbilotbc,cb bpcdebedõo hl cbs pgcétdebs hl doelotdvgs pbrb cb egostrueedõo hl vdvdlohb loârlbs elotrbcls.
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BEX\BCD[BEDÕO HLC VCBO HDPLEXGP HL HLUBPPGCCG \P@BOG HL BEBV\CEG HL K\ÂPL[ M\LPPLPG
Elotrg hl Lstuhdgs hl \r`bodsig y Brqudtleturb U.B. hl E.Q.0-06
e) Uletgr Plobedidlotg ― [bpbtb
Eubhrg 28
LUELOBPDG XLOHLOEDBC ULEXGP PLOBEDIDLOXG - [BVBXB
Vg`cbedõo pgr BML@—s ur`bogsy cgebcdhbhls rurbcls
XIEB 0625 062< 0602 0656 06<6
BML@—s ur`bogs 2.<% 0<>,5=< 011,5>5 042,404 558,425 8<8,818
Jdcõiltrg 02 -6.=% 2,<24 2,844 2,886 2,5<1 2,2>1
Cgs Õrmbogs hl Kubo P.
Lseuhlrg5.<% 0,>6< 5,665 5,1>< <,664 4,46>
Cgs Õrmbogs hl Ubo Bmustéo(Lc Rulibhg)
6.>% 2,<88 2,<=2 2,1<0 2,=>0 0,26>
Jdcõiltrg 00 2.=% 1=2 145 =11 >>4 2,05>
Qdccb Mulrrlrg 2.1% 0<< 015 0>4 558 8<>
Vgzb Qlrhl (Vgzg Qlrhl) 6.6% 25 25 25 25 25
Egcgodb Ibomgs (Lc Rulibhg) 8.=% =04 =44 2,6<< 2,162 8,68<
Lc Vbrbésg -1.<% < 8 5 0 6
Cb Eâibrb ->.8% 5 5 0 2 6
Oulvb Argotlrb 20.1% 2,<51 2,148 0,0=5 5,<52 5=,1<1
Egcgodb Cgib Cbrmb (Lc@bsurlrg)
2.=% >40 405 2,600 2,242 2,1=5
Egcgodb Oulvb Cuz 2.=% <<6 <=6 152 =5< 2,655
Egcgodb Vrbhlrbs hlMubhbcupl
2.=% <>1 161 1=2 =>0 2,644
Bipcdbed¿o Argotlrb 2.=% 2<1 212 2=4 06> 045
Cbs @umbi`dcdbs 2.=% > 4 4 22 21
Egcgodb Dohlplohloedb 2.=% 0 0 5 5 8
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BEX\BCD[BEDÕO HLC VCBO HDPLEXGP HL HLUBPPGCCG \P@BOG HL BEBV\CEG HL K\ÂPL[ M\LPPLPG
Elotrg hl Lstuhdgs hl \r`bodsig y Brqudtleturb U.B. hl E.Q.0-02
Vg`cbedõo pgr BML@—s ur`bogs
y cgebcdhbhls rurbcls XIEB 0625 062< 0602 0656 06<6
Egcgodb Hdledsäds hlOgvdli`rl 2.=% 5=2 5>8 80< 84< 141
Egcgodb Cbhrdcclrb (Cb Vdcbstrb) 2.=% <0 <8 16 14 4>
Egcgodb cb Lsplrbozb 2.=% 00 05 01 56 80
Egcgodb Idmulc Xlrrbzbs Pdvlrb 2.=% 1<4 1>0 =<< >>6 2,05=
Egcgodb Oulvb Mlolrbed¿o 2.=% 2,06> 2,0<6 2,5>< 2,128 0,01=
Egcgodb Pu`äo AdmulrgbBcegelr 2.=% 512 5=8 828 8>5 1=>
Egcgodb cb Argotlrb Bmubebtdccg 2.=% 2,66< 2,686 2,2<0 2,580 2,>>1
Nulrtb Lusl`dg Ulquldhb 2.=% = = > 4 25
Nulrtb Ibredbc Egotrlrbs 2.=% 25 25 2< 2= 08
Pboeng Kubo Iuògz 2.=% 1 1 = > 22
Nulrtb Pdebrhg Ilohgzb 2.=% 2 2 2 0 0
Egcgodb Bebpuceg Hgs Idc 2.=% 41 44 226 20> 2>6
Nulrtb Arboedseb HdibyumbIlohgzb
2.=% 56 52 58 54 <<
Pboeng Hgo Broucag 2.=% < < < 1 4
Pboeng Lusl`dg UlquldhbGzuob
2.=% 4 26 22 25 2>
Egcgodb Qdccb Mulrrlrg 2.=% 20 20 28 21 00
Egcgodb Bipcdbed¿o cgs Cdrdgs
Vbrtl Bctb 2.=% <6 <2 <= 11 45
Egcgodb Bc`grbhb 2.=% 2,065 2,088 2,5=> 2,161 0,0<1
Egcgodb Oulvb Plvgcued¿o 2.=% 2,022 2,0<5 2,5>= 2,12= 0,0=0
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BEX\BCD[BEDÕO HLC VCBO HDPLEXGP HL HLUBPPGCCG \P@BOG HL BEBV\CEG HL K\ÂPL[ M\LPPLPG
Elotrg hl Lstuhdgs hl \r`bodsig y Brqudtleturb U.B. hl E.Q.0-00
Vg`cbedõo pgr BML@—s ur`bogs
y cgebcdhbhls rurbcls XIEB 0625 062< 0602 0656 06<6
Nulrtb Ebrilcb PdvlrbXlrrbzbs 2.=% 25 25 2< 2= 08
Kgsä Arboedseg Ibrtéolz Ecbrj 2.=% = = > 4 25
Egcgodb Hligerâtdeb 2.=% 5<5 51< 86< 8=0 115
Cuedg Eb`bòbs ZEbipbilotgVgpucbrY
2.=% 0>4 044 550 5>1 <85
Vbslg hl Cb Cbmuob 2.=% 08 08 0= 50 88
Egcgodb Cb Mcgrdb 2.=% 0>< 04< 501 5>6 <58
Kgybs hl Ubo Bmustéo 2.=% 20 20 28 21 00
Idrdtb hl Cgs Plyls 2.=% <2 <5 <> 1> 4<
Mbspbr Ulquldhb 2.=% < < < 1 4
Nulrtb \`bchg Iuògz 2.=% 1 1 = > 22
Egcgodb Xb`dqulrb 2.=% > 4 4 22 21
Nulrtb Lc Obrbokbc 2.=% 1 1 = > 22
VG@CBEDÕO XGXBC 2.=% 0==,60> 0><,>56 528,6=< 510,025 <04,654
A\LOXL; EL\PB UB hl EQ ego `bsl lo Elosg hl Vg`cbedõo y Qdvdlohb pbrb cgs bògs 2446, 0666 y 0626, DOLMD.
Eb`l hlstbebr qul lc erledidlotg hl cbs cgebcdhbhls rurbcls pbsbréb hl 2>,1<5nb`dtbotls b elreb hl =8,<=<: lo pbrtdeucbr, pgr lc erledidlotg qul sl g`slrvb locgs pg`cbhgs hl Oulvb Argotlrb, y cbs Egcgodbs Oulvb Mlolrbedõo, Bc`grbhb,Idmulc Xlrrbzbs, Argotlrb Bmubebtdccg y Plvgcuedõo.
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BEX\BCD[BEDÕO HLC VCBO HDPLEXGP HL HLUBPPGCCG \P@BOG HL BEBV\CEG HL K\ÂPL[ M\LPPLPG
Elotrg hl Lstuhdgs hl \r`bodsig y Brqudtleturb U.B. hl E.Q.0-05
h) Uletgr Ebybeg ― Ccbog Cbrmg
Eubhrg 2<
LUELOBPDG XLOHLOEDBC ULEXGP EBTBEG ― CCBOG CBPMG
Vg`cbedõo pgr BML@—s ur`bogsy cgebcdhbhls rurbcls
XIEB 0625 062< 0602 0656 06<6
BML@—s ur`bogs 8.8% =1,82< >5,028 26=,812 2<=,=62 514,>86
Xuoedomg 5.8% 0,>54 5,658 5,=62 8,4>4 4,1>5
VG@CBEDÕO XGXBC 8.5% =4,0<8 >1,08> 222,215 210,1>4 5=4,<08
A\LOXL; EL\PB UB hl EQ ego `bsl lo Elosg hl Vg`cbedõo y Qdvdlohb pbrb cgs bògs 2446, 0666 y 0626, DOLMD.
Lstl sletgr, tlohréb uo erledidlotg iuy dipgrtbotl, yb qul pbsbréb hl =4,0<8 b5=4,<08 nb`dtbotls, hl`dhg prdoedpbcilotl b cb hdoâideb hligmrâadeb qul sl nbprlslotbhg lo bògs rledlotls pgr cb galrtb hl vdvdlohb hl dotlräs sgedbc yrlsdhloedbc hl ado hl slibob.
l) Uletgr Hdbibotl
Eubhrg 21
LUELOBPDG XLOHLOEDBC ULEXGP HDBIBOXL
Vg`cbedõo pgr BML@—s ur`bogsy cgebcdhbhls rurbcls
XIEB 0625 062< 0602 0656 06<6
BML@—s ur`bogs 1.0% <1,460 18,2>4 40,254 2<>,816 <0>,146
@brrb Qdlkb -6.2% >>< >>0 >=8 >15 >5=
Ubo Bohräs Vcbyb Loebotbhb(Lc Vghrdhg)
<.>% 2,<== 2,=1< 0,8=2 8,648 20,<=<
Ebebnubtl -5.<% 1< 16 84 51 2>
Lc Ibomcdtg -6.5% 2> 2> 2= 2= 21
Lc Vghrdhg 6.5% 261 26= 26> 222 22>
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BEX\BCD[BEDÕO HLC VCBO HDPLEXGP HL HLUBPPGCCG \P@BOG HL BEBV\CEG HL K\ÂPL[ M\LPPLPG
Elotrg hl Lstuhdgs hl \r`bodsig y Brqudtleturb U.B. hl E.Q.0-08
Arbeedgobidlotg Ebiplstrl hl
Cb Cbmuob
<.4% 248 02= 561 <25 2,128
VG@CBEDÕO XGXBC <.4% <4,=8= 1=,05> 4<,41< 218,648 <85,>14
A\LOXL; EL\PB UB hl EQ ego `bsl lo Elosg hl Vg`cbedõo y Qdvdlohb pbrb cgs bògs 2446, 0666 y 0626, DOLMD.
Cb zgob eulotb ego uob rlslrvb tlrrdtgrdbc lxtlosb, tbotg pbrb erledidlotg ur`bogegig turéstdeg, pgr cg qul, pulhl b`sgr`lr sdo odomuob hdadeuctbh lc doerlilotg hlpg`cbedõo tlohloedbc qul prlslotb. Hlstbeb, cb zgob hl Lc Vghrdhg qul nb vlodhgbuilotbohg su pg`cbedõo, pgr cg qul cb zgob hl`l lstuhdbrsl lo hltbccl y prlvlrsu grhlobidlotg.
a) Uletgr Xrls Vbcgs
Eubhrg 2=
LUELOBPDG XLOHLOEDBC ULEXGP XPLU VBCGU
Vg`cbedõo pgr cgebcdhbhlsrurbcls
XIEB 0625 062< 0602 0656 06<6
Bibtdccg 6.=% 5,51> 5,82< 5,<12 5,=40 8,512
Lc @lkueg 6.4% 0,558 0,5== 0,<26 0,=08 5,014
Elrrg hl Vdlhrb 2.2% 2,<5= 2,<=0 2,1=4 2,><< 0,528
Cb Lstbedõo 6.0% 2,5=1 2,5>0 2,862 2,852 2,844
Cbmuob hlc Rulibhg 6.4% 1<6 110 =66 =12 421
Cgibs hl Enbpuctlple 6.<% 0,068 0,00< 0,0>4 0,5>> 0,10<
Lc Iltcbpdc 2.8% 2,204 2,210 2,01< 2,85> 2,420
Gbxbqudccbs 6.1% 4=1 4>= 2,606 2,6=0 2,241
Cbs Gccdtbs (Cbs Kgydtbs) 6.=% 256 250 25= 28= 214
Vcbygols hl Ubo Dsdhrg 0.2% 862 82> 8=5 <14 ><=
Cbs Vcbzulcbs -6.0% 2,66< 2,662 446 4=8 486
Lc Ubctg 2.6% 2,84= 2,<0= 2,102 2,==5 0,215
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BEX\BCD[BEDÕO HLC VCBO HDPLEXGP HL HLUBPPGCCG \P@BOG HL BEBV\CEG HL K\ÂPL[ M\LPPLPG
Elotrg hl Lstuhdgs hl \r`bodsig y Brqudtleturb U.B. hl E.Q.0-0<
Vg`cbedõo pgr cgebcdhbhls
rurbcls XIEB 0625 062< 0602 0656 06<6
Ubo Botgodg 2.5% 4<5 4=4 2,616 2,24< 2,<16
Ubo Dsdhrg Mbccdolrg (LcMbccdolrg)
2.5% 0,854 0,<60 0,=65 5,655 5,406
Ubo Vlhrg Ebebnubtlple 2.<% 2,825 2,8<8 2,<>1 2,>6< 0,864
Ubo Vlhrg Vcbybs 0.6% 8,<<2 8,=50 <,524 1,554 4,510
Xlodlotl Kgsä Bzultb (PégVbpbmbyg)
-6.8% 248 240 2>> 2>2 21>
Cb Xlstbruhb 2.6% 014 0=< 040 506 540
Xrls Vbcgs 6.<% <,6=< <,201 <,0=4 <,<24 1,646
Lc Brlobc 6.1% 2,62> 2,656 2,61> 2,201 2,01>
Cbs Enbolebs 0.1% 8<6 8=8 <<8 =62 2,2>6
Ebohlcdccb (Cbs Vbcidtbs) 5.8% 010 0>6 582 816 >48
Xbsbklrbs -6.<% 1<4 1<5 158 161 <<6
@boeg hl Grg 2.0% 2< 2< 21 2> 05
Cgs Egygtls 5.1% 41 265 20> 2=1 512
26 hl B`rdc -6.<% 2,658 2,608 440 481 ><2
Cb Nbedlohb (Cb Nbedlohb hlVbpbmbyg)
-5.6% < < 8 5 0
Cb Nlrrbhurb =.>% 22 25 02 82 2>0
Nulrtb Vbrbésg (Vbrbésg hl cbCbmuob)
8.4% 51 54 <0 >6 06=
Cgs Cdigols 6.>% 1< 11 =6 =8 >=
Odegcâs @rbvg ([bokb hlcXlodlotl)
0.2% =25 =88 >8< 2,600 2,<12
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BEX\BCD[BEDÕO HLC VCBO HDPLEXGP HL HLUBPPGCCG \P@BOG HL BEBV\CEG HL K\ÂPL[ M\LPPLPG
Elotrg hl Lstuhdgs hl \r`bodsig y Brqudtleturb U.B. hl E.Q.0-01
Vg`cbedõo pgr cgebcdhbhls
rurbcls XIEB 0625 062< 0602 0656 06<6
Pboeng Gclb 0.>% 2< 21 24 0< 85
Lc Pboendtg (Cbs Vbcidtbs) 2.1% 0>6 0>4 52> 51= <61
Vuotb hl Ebsb 8.2% 06 00 0> 82 42
Qbrbhlrg hl Xrls Vbcgs 0.4% =5 == 40 22> 06>
Cb Qdstb Bclmrl 6.>% 24= 066 064 00< 015
Bmrgpleubrdb 6.4% 1 1 = = 4
Kgsladob hl cb G 2.8% <> 16 11 =< 266
Klsûs Nlroâohlz -=.2% 0 0 2 2 6
Cbmuob cb Xlstbruhb -5.2% = = 1 8 0
Cbs Ibrelcbs -2.<% 5< 58 52 0= 06
Cb Ebsb hlc Boedbog 6.6% = = = = =
Egcgodb Qdstb Nlrigsb hl cbsAcgrls
5.5% 515 5>= 8=6 104 2,068
Egcgodb Igotl Udobé 0.=% >1 46 261 251 055
Pboeng Aäcdx Cgrlozg Ibrtéolz -<.=% 5 5 0 2 6
Pboeng Ibréb BomlcdobEbrigob
-5.8% 2 2 2 2 6
Nulrtb Ibredbc Iuògz Udcvb -0.6% 8 8 5 5 0
Nulrtb Dmobedg Eulvbs -20.4% 2 2 6 6 6
Nulrtb \`bchg Iurdccg @bcbozbr 6.6% 2 2 2 2 2
Pboeng Hgidomg Qdccboulvb 6.6% 1 1 1 1 1
Egcgodb Âomlc Nlcbhdg BmudrrlPdvlrg
<.2% 000 08< 550 <02 2,800
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BEX\BCD[BEDÕO HLC VCBO HDPLEXGP HL HLUBPPGCCG \P@BOG HL BEBV\CEG HL K\ÂPL[ M\LPPLPG
Elotrg hl Lstuhdgs hl \r`bodsig y Brqudtleturb U.B. hl E.Q.0-0=
Vg`cbedõo pgr cgebcdhbhls
rurbcls XIEB 0625 062< 0602 0656 06<6
Egcgodb Ibrdbog Igcdob <.6% 20< 25> 2>8 0>8 =84
Egcgodb Qbccl Loebotbhg -5.>% 20 22 4 1 5
Nulrtb lc \og (Botgodg @uedgNgrtls)
-8.4% = 1 < 5 2
Nulrtb Mdc`lrtg [lquldhbQdvdbog
-<.5% 5 0 0 2 6
Nulrtb Vdcdtb -8.4% 5 5 0 2 2
Ibmuly \og 6.8% 0> 04 04 56 50
Xuozdomg Z\odhbhNb`dtbedgobcY
6.>% 856 85= 8<4 84< <>8
Cb Cgidtb ZPlstburbotlY 2.6% <2 <0 << 16 =8
Nulrtb Ibrelcdog Acgrls @bdcõo -0.<% 1 < < 8 0
Egcgodb Oulvb hl Ubo Pbablc 2.6% 81 8= <6 << 11
Egcgodb Ubo Dsdhrg hlc
Vrgmrlsg 2.6% =4 >2 >1 48 228
Plsdhloedbc Vbrbésg Hdbibotl 2.6% 51 5= 54 85 <0
Egcgodb Iboulc Bògrvl @bògs 2.6% <= <> 12 1= >2
Cb Nulrtb 2.6% 20 25 25 2< 2>
Nulrtb cb @umbi`dcdb 2.6% < < 1 1 =
Nulrtb Hbvdh Kdiäolz 2.6% 28 2< 21 2= 02
Nulrtb Ilhbrhg Gclb Mlrbrhg 2.6% 5 5 5 8 8
Egcgodb Ubotb Cueéb 2.6% =1 => >0 46 264
Pboeng Qdlkg 2.6% < < 1 1 =
Nulrtb Vbtrdedb Uâoenlz Pdvlrb 2.6% 2 2 2 2 2
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BEX\BCD[BEDÕO HLC VCBO HDPLEXGP HL HLUBPPGCCG \P@BOG HL BEBV\CEG HL K\ÂPL[ M\LPPLPG
Elotrg hl Lstuhdgs hl \r`bodsig y Brqudtleturb U.B. hl E.Q.0-0>
Vg`cbedõo pgr cgebcdhbhls
rurbcls XIEB 0625 062< 0602 0656 06<6
Bebpuceg 0666 2.6% 06 06 02 05 0>
VG@CBEDÕO XGXBC 2.6% 5>,0=2 54,61= 82,15< 81,61= <4,5<>
A\LOXL; EL\PB UB hl EQ ego `bsl lo Elosg hl Vg`cbedõo y Qdvdlohb pbrb cgs bògs 2446, 0666 y 0626, DOLMD.
Qbrdgs hl lstgs pg`cbhgs sl loeulotrbo prõxdigs b cb zgob ur`bob g slloeulotrbo sg`rl vébs hl egiuodebedõo dipgrtbotls y pgr egosdmudlotl, sgo cgsiâs prgplosgs b erlelr: hlstbebo Xuoedomg, Ubo Vlhrg Cbs Vcbybs, Xrls VbcgsLc Brlobc, Ubo Dsdhrg Lc Mbccdolrg, Lc Bibtdccg y Cgibs hl Enbpuctlple: y cbsegcgodbs Âomlc Nlcbhdg Pdvlrb, Ibrdbog Igcdob, Qdstb Nlrigsb hl cbs Acgrls yOdegcâs @rbvg: lo hgohl sl lsplrbréb, hl beulrhg ego cb tlohloedb, uodoerlilotg elrebog b cgs 06,666 nb`dtbotls.
m) Uletgr Ubo Bmustéo
Eubhrg 2>
LUELOBPDG XLOHLOEDBC ULEXGP UBO BM\UXÉO
Vg`cbedõo pgr cgebcdhbhlsrurbcls
XIEB 0625 062< 0602 0656 06<6
Ebrb`bcé 6.>% 8<4 81= 842 <56 101
Jdcõiltrg 56 6.5% 1,584 1,5>0 1,8>6 1,156 1,4==
Cgibs hlc Bdrl 6.6% 5=6 5=6 5=6 5=6 5=6
Cgib Cbrmb -8.2% 0= 0< 06 28 1
Lc Vlcdccg 0.>% 2>8 248 004 048 <25
Vul`cg Oulvg 2.<% 0> 04 50 51 84
Cgibs hl Ubo Kubo 6.1% 0,802 0,8<2 0,<85 0,1>> 5,686
Xlxeb 6.<% 0,282 0,218 0,058 0,588 0,16>
Lc Qlcbhlrg (Qlcbhlrg Igrlcgs) 6.1% =8= =<1 =>2 >02 42=
Lc [bpgtl 2.>% 504 580 5>2 884 18<
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BEX\BCD[BEDÕO HLC VCBO HDPLEXGP HL HLUBPPGCCG \P@BOG HL BEBV\CEG HL K\ÂPL[ M\LPPLPG
Elotrg hl Lstuhdgs hl \r`bodsig y Brqudtleturb U.B. hl E.Q.0-04
Vg`cbedõo pgr cgebcdhbhls
rurbcls XIEB 0625 062< 0602 0656 06<6
Vbsg Xlxeb 2.=% <06 <5> <41 14< 4=4
Pbsebsgcb <.6% 24 06 0= 85 228
Lc Cd`rbidlotg (Cb Mbslrb) 0.4% 5< 5= 88 <= 262
Cb Mrbokb ZEndvlrébY 6.<% 2 2 2 2 2
Egcgodb lc Vulotl hl Xlxeb 0.4% 25> 281 2=8 008 54<
Lc Kéebrg 6.<% 2 2 2 2 2
Lc Ibily -0.<% 1 < < 8 0
Cgibs hlc Vlhrlmbc 6.<% 2 2 2 2 2
VG@CBEDÕO XGXBC 6.<% 25,=== 25,456 28,826 2<,060 2=,58<
A\LOXL; EL\PB UB hl EQ ego `bsl lo Elosg hl Vg`cbedõo y Qdvdlohb pbrb cgs bògs 2446, 0666 y 0626, DOLMD.
Lo lstl sletgr, hl beulrhg ego cb tlohloedb, sl lsplrbréb uo erledidlotg rlmucbrlo cbs cgebcdhbhls hl Ji 56, Xlxeb, Vbsg Xlxeb y Cgibs hl Ubo Kubo.
0.0.5. Lselobrdg Vrgmrbiâtdeg
Lc lselobrdg prgmrbiâtdeg sl `bsb lo uob lstrbtlmdb hl hlsbrrgccg sustlotbhb louo doerlilotg hl cb betdvdhbh legoõideb y hl ilkgr prghuetdvdhbh l dipucsg hlslrvdedgs y olmgedgs qul plridtbo b Bebpuceg ilkgrbr sus aulotls hl lipclg ypgr egosdmudlotl, cgmrbr ilkgrls odvlcls hl `dlolstbr pbrb sus nb`dtbotls. Lstllselobrdg, pbrtl hlc dipucsg qul sl hl`l rlbcdzbr pbrb cb rlegovlrsdõo,ighlrodzbedõo l dipucsg hlc turdsig egig aulotl prdoedpbc hl cb legogiéb cgebc,bc pbrlkg hl dipucsbr oulvgs slrvdedgs adoboedlrgs, lhuebtdvgs, hl tleogcgméb,edloedbs y prghueedõo: ls uob dibmlo g`kltdvg hl cg qul geurrdréb lo cb [gobIltrgpgcdtbob hl Bebpuceg sd cbs egohdedgols hl erledidlotg pg`cbedgobclstuvdlrbo hbhbs lo auoedõo hl cb betdvdhbh turéstdeb y lo lc doerlilotg hl cb
galrtb ngtlclrb pbrb cgs plrdghgs 062=, 0602 y 0656.
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BEX\BCD[BEDÕO HLC VCBO HDPLEXGP HL HLUBPPGCCG \P@BOG HL BEBV\CEG HL K\ÂPL[ M\LPPLPG
Elotrg hl Lstuhdgs hl \r`bodsig y Brqudtleturb U.B. hl E.Q.0-56
Eubhrg 24
VPGOGUXDEG X\PDUXDEG
Egoelptgs0625 062= 0602 0656
Doerlilotg0622-0656
Eubrtgs ngtlclrgs 2>,<2< 24,=04 06,142 05,>1> <,5<5
Eubrtgs lxtrbngtlclrgs 2,261 2,1<4 2,45<
Vg`cbedõo mlolrbhb pgr lcturdsig
05=,626 0<6,42< 0>4,<84
Lipclgs hdrletgs 2,>88 2,<<1 8,=20
Lipclgs dohdrletgs 8,1=6 5,4>8 22,>>2
LIVCLGU XGXBCLU 1,<28 <,<86 21,<48 0>,18>
A\LOXL; EL\PB UB hl EQ ego `bsl lo doagribedõo hl HBXBX\P 0625 y hl ULAGX\P y AGOBX\P.
Ul lstdib, qul hl dipucsbr cbs ilhdhbs iloedgobhbs, cb galrtb hl bcgkbidlotgsl doerlilotbréb lo iâs hl <,666 eubrtgs cg qul rlprlslotbréb cb mlolrbedõo hliâs hl 8,=66 lipclgs hdrletgs y pgr egosdmudlotl uo dipbetg lo cb aulrzb hltrb`bkg y lo lc erledidlotg hl cb pg`cbedõo (vlr lc eubhrg bolxg).
Eubhrg 06
LUELOBPDG VPGMPBIÂXDEG
Vg`cbedõo Lselobrdg Vrgmrbiâtdeg Xurdsig
0625 062= 0602 0656Doerlilotg0625-0656
\r`bob =52,>01 =46,655 >51,5>0 41<,21< 055,554
\r`bob-rurbc <0,68> ==,604 4<,8<> 25=,262 ><,6<5
VG@CBEDÕO XGXBC =>5,>=8 >1=,610 452,>86 2,260,011 52>,540
A\LOXL; EL\PB UB hl EQ ego `bsl lo doagribedõo prgpdb.
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BEX\BCD[BEDÕO HLC VCBO HDPLEXGP HL HLUBPPGCCG \P@BOG HL BEBV\CEG HL K\ÂPL[ M\LPPLPG
Elotrg hl Lstuhdgs hl \r`bodsig y Brqudtleturb U.B. hl E.Q.0-52
0.0.8. Uéotlsds hlc Vrgoõstdeg
Eubhrg 02
LUELOBPDG PLU\ILO HL VG@CBEDÕO BC 0656
Lselobrdg Vg`cbedõo 062</2 Vg`cbedõo 0656
Lselobrdg Hligmrâadeg =41,081 nb` >04,>== nb`.
Lselobrdg Xlohloedbc >26,516 nb` 2,648,>=8 nb`.
Lselobrdg Vrgmrbiâtdeg >26,516 nb` 2,260,011 nb`.
A\LOXL; 2/Lstdibedgols EL\PB UB hl EQ ego `bsl lo doagribedõo hl EGOBVG l DOLMD
Lc lselobrdg bhgptbhg, pbrb laletg hl cb Betubcdzbedõo hlc Vcbo Hdrletgr, ls lcprgmrbiâtdeg, lc eubc, sd `dlo ls sdidcbr bc tlohloedbc, prgpgol uo oulvg dipucsgb cb betdvdhbh hlc turdsig, yb qul, Bebpuceg slmudrâ sdlohg lc hlstdog hl pcbybiâs elrebog b uo ilrebhg hl vdsdtbotls hlc elotrg hlc tlrrdtgrdg obedgobc, qul sllstdib cclmbrâ b iâs hl 51 idccgols hl nb`dtbotls lo cbs prõxdibs häebhbs. Udoli`brmg, ls ilolstlr, og hlplohlr hl lstb rbib hl cb legogiéb l dipucsbrgtrbs betdvdhbhls badols egig cb prghueedõo plsqulrb, cb edloedb y cb tleogcgméb,lc bprgvlenbidlotg sustlotb`cl hlc ilhdg bi`dlotl y cgs slrvdedgs adoboedlrgs.
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BEX\BCD[BEDÕO HLC VCBO HDPLEXGP HL HLUBPPGCCG \P@BOG HL BEBV\CEG HL K\ÂPL[ M\LPPLPG
Elotrg hl Lstuhdgs hl \r`bodsig y Brqudtleturb U.B. hl E.Q.0-50
D.@D@CDGMPBAÉB
d. Cd`rgs y Hgeuilotgs
EGOBVG, (0620). Vrgyleedgols hl cb Vg`cbedõo 0626 ― 06<6 .
Dostdtutg Obedgobc hl Lstbhéstdeb y Mlgmrbaéb, (2446). ^D Elosg Mlolrbc hlVg`cbedõo y Qdvdlohb.
Dostdtutg Obedgobc hl Lstbhéstdeb y Mlgmrbaéb, (0666). ^DD Elosg Mlolrbc hlVg`cbedõo y Qdvdlohb.
Dostdtutg Obedgobc hl Lstbhéstdeb y Mlgmrbaéb, (0626). Elosg hl Vg`cbedõo yQdvdlohb.
Botlprgyletg hlc Vrgmrbib hl Grhlobidlotg Legcõmdeg Xlrrdtgrdbc pbrb lcIuodedpdg hl Bebpuceg hl Kuârlz, Mulrrlrg 244> (Qlrsdõo og pu`cdebhb).
Dostdtutg Obedgobc hl Lstbhéstdeb y Mlgmrbaéb, (0625). Agtgmrbaéb UbtlcdtbcCbohsbt.
Ulerltbréb hl Xurdsig, (0625). HBXBX\P –Egiplohdg Lstbhéstdeg hlcUletgr Xurdsig’.
Agtgmrbaéb Ubtlcdtbc Cbohsbt, 0625
7/21/2019 02 Nivel Pronóstico
http://slidepdf.com/reader/full/02-nivel-pronostico 36/36
BEX\BCD[BEDÕO HLC VCBO HDPLEXGP HL HLUBPPGCCG \P@BOG HL BEBV\CEG HL K\ÂPL[ M\LPPLPG
DD.UDMCBU T BEPÕODIGU
BML@¸s Ârlb Mlglstbhéstdeb @âsdebEGOBVG Egoslkg Obedgobc hl Vg`cbedõo
DOLMD Dostdtutg Obedgobc hl Lstbhéstdeb y Mlgmrbaéb
XIEB Xbsb Ilhdb hl Erledidlotg Boubc