Operation&parts Manual For 80K Injector-Spanish Version
February 5, 2023 | Author: Anonymous | Category: N/A
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VTBCMEHO
EMVÁPRIO H VTBCMEHO =.=
TBURABK Ios bquhpos `b Gbrbj sb opbrmk cíehiabktb y sb rbpmrmk eokvbkhbktbabktb. Bi prbsbktb
amkumi eoksthtuyb bi amtbrhmi `b rbcbrbkehm pmrm ios opbrm`orbs y bi pbrsokmi `b amktbkhahbkto rbspbeto m opbrmehõk, rbpmrmehõk y amktbkhahbkto. Uhk badmrno ko pub`b susthtuhr ios amtbrhmibs `b coramehõk procbshokmi, kh ios ihdros `b tbxto nbkbrmibs `b ims cmeuitm`bs `b amquhkmrhm, prbshõk jh`ríuihem, bibetrheh`m` y abeíkhem. Bi prbsbktb amkumi ko pub`b bkuabrmr to`ms ims shtumehokbs poshdibs `urmktb im opbrmehõk, bkthbk`m por cmvor. Bi opbrm`or `bdb prbstmr mtbkehõk bspbehmi mi empátuio HH sbnurh`m` y smiu`, Gbrbj ko sb rbspoksmdhihzmrí `b eumiquhbr rbsuitm`o oemshokm`o por ims opbrmehokbs cubrm `b ims korams `b opbrmehõk y amktbkhahbkto sbnuro `b ios bquhpos. Vmrm ios `hsposhthvos bquhpm`os eok víivuims `b ehbrrb por mpmnm`o babrnbktb bk bi aotor, a otor, bi opbrm`or `bdb prbstmr mtbkehõk bspbehmi m ios átbas `b mtbkehõk `bi empátuio `b ¨AOPOT¨. Mktbs mrrmkemr bi aotor, `bdb msbnurmr qub to`ms ims víivuims `b ehbrrb por mpmnm`o babrnbktb sb bkeubktrm bk im poshehõk mdhbrtm. Uh bi opbrm`or ko rbmihzm im hkspbeehõk `b meubr`o eok ios rbquhshtos, por io eumi oemshokm bi `btbrhoro `b aotor, Gbrbj ko sb rbspoksmdhihzmrí `b km`m. Uh bxhstb eumiquhbr `hcbrbkehm bktrb bi prbsbktb amkumi y bi amkumi `b opbrmehõk y bi amktbkhahbkto ocrbeh`o por bi provbb`or orhnhkmi `b meebsorhos bk amtbrhm `b ims hkcoramehokbs, eoksh`brmk bi amkumi `bi provbb`or orhnhkmi eoao bi eorrbeto. Bi opbrm`or `bdb rbmihzmr im opbrmehõk `b meubr`o eok ims bsthpuimehokbs `bi prbsbktb amkumi y bi orhnhkmi `b meebsorhos. Gbrbj ko sb rbspoksmdhihzmrí `b eumiquhbr rbsuitm`o oemshokm`o por ims opbrmehokbs hkeorrbetms. Bihnbk ios meebsorhos y eoksuahdibs coramibs ocrbeh`os por Gbrbj. Uh oemshokmk ims mvbráms `bi bquhpo por jmdbr uthihzm`o ios meebsorhos y eoksuahdibs ko mutorhzm`os por Gbrbj, Gbrbj chkmihzmrí mutoaíthemabktb bi sbrvheho `b nmrmktám `b tmi bquhpo y bi usumrho sb `bdb bkemrnmr `b ims pèr`h`ms. Uh bi prodibam ko sb soiuehokm m thbapo, bi usumrho pub`b eoktmetmr eok bi pbrsokmi `b sbrvheho post-vbktm qub bstí bk sbrvheho bk 40 jorms.
Xmktmh Gbrbj Ohichbi` Ubrvhebs Nrupo Eo., It`. @hrbeehõk7 Ko. 2 `b mvbkh`m Gbrbj `b ehu`m` `b Xmktmh `b provhkehm Ujmk`okn `b Ejhkm Pbib７066-:=3-4=3= Cmx７6252-3>45=>= Amkumi `b Opbrmehõk y Amktbkhahbkto
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VTBCMEHO
=.4 @BEIM @BEIM TMEHÕK @B EMIH@M@ EMIH@M @ X @BTBEJOU @BTBEJOU M. Gbrbj Nrupo (m eokthkumehõk7 Bi Nrupo) nmrmkthzm qub `bs`b bi `ám ` ám `b mebptmehõk, `bktro `bi `b i pbrho`o `b nmrmktám ios bquhpos vbk`h`os ko mpmrbebk `bcbetos bk eumkto m ios amtbrhmibs uthihzm`os y proebso `b cmdrhemehõk, m`baís euapibk ims bsthpuimehokbs `b im prbsbktm `beimrmehõk (bk im eumi `bdb jmdbr im chram `bi pbrsokmi `b vbktms.) Im `beimrmehõk bstrhetm sõio cmvorbeb ios hktbrbsbs `bi usumrho y soabtb m ims shnuhbktbs eiíusurms7 m. Im `beimrmehõk bstrhetm sõio bs mpihemdib m7 =) Tbmihzmk im opbrmehõk, opbrmehõk, amktbkhahbkto y rbpmrmehõk eorrbetm `b meubr`o eok bi prbsbktb prbsbktb amkumi. 4) @bktro `b ios =6 `áms `bspuès `b qub bi usumrho `bseudrm `bcbetos `bi bquhpo, bi usumrho io bkvám m im cídrhem shtum`m bk Xmktmh `b im provhkehm `b Ujmk`okn(o m otros shthos `bshnkm`os por Gbrbj aís ebremkos `b ios bquhpos y phbzms). 5) Bi prbsbktb nrupo rbmihzm im bxmahkmehõk mi bquhpo `bv `bvubito ubito y eokchram qub bxhstbk bxhstbk `bcbetos bk bi bquhpo `b vbr`m`. d. Im `beimrmehõk `beimrmehõk bserhtm bserhtm ko sb sb mpihem mpihem m 7 =) Bk eumkto mi bquhpo trmkscoram`o trmkscoram`o (sbm por pmrtb `bi Nrupo o `b otrms eoapmýáms), `bspuès `b sbr `hsthknuh`o por bi Nrupo y sb eokchram qub im trmkscoramehõk hkciuyb bi rbk`hahbkto, im bstmdhih`m` y su eokchmdhih`m`. 4) Bk eumkto m ios pro`uetos ko cmdrhem`os por bi Nrupo (hk`bpbk`hbktb `b qub bi Nrupo rbehdm im nmrmktám `b emih`m` `bi cmdrhemktb `bi tmi pro`ueto, bi Nrupo ocrbeb bi pbrho`o `b nmrmktám `b ahsao nrm`o) 5) Bi pbrho`o `b nmrmktám ym sb jm pmsm`o, bi pro`ueto ko bstí bk tmi pbrho`o. pbrho`o. 0) Ims opbrmehokbs ko mprophm`ms o hkeorrbetms, o ko uthihzmk bi bquhpo `bktro `b su miemkeb `b cukehokmahbkto. 2) Bk ims eok`hehokbs `b qub bi usumrho o im pmrtb tbrebrm tbrebrm ym smdb o `bdbrám smdbr ios `bcbetos, bi usumrho shnub uthihzmk`o bi bquhpo hkeorrbetmabktb, o por bi `bseuh`o o meeh`bktb `bi usumrho o `b im pmrtb tbrebrm sb oemshokmk ios `mýos o mvbráms `bi bquhpo. 3) Bk amtbrhm `bi pro`ueto y su uthihzmehõk, odb`bebk bi amkumi `b opbrmehõk y amktbkhahbkto ocrbeh`o por bi Nrupo m ios usumrhos, bi Nrupo ko sb rbspoksmdhihzmrí `b eumiquhbr eoksbgo o sbrvheho `b eoksuitm qub jm ocrbeh`o. Bi prbsbktb amkumi sõio sb `b`hem m im `bserhpehõk `b ims shtumehokbs nbkbrmibs `bi bquhpo, ko eubktm eok bi bcbeto `b nmrmktám `b emih`m`. Ko sb `bdb uthihzmr eoao im nmrmktám `b emih`m`, ims eiíusurms hkeiuh`ms ko eubktm eok khkn÷k bcbeto ibnáthao. >) Ims pmrtbs prhkehpmibs `bi pro`ueto (tmibs eoao ejmshs, aotor, trmksahshõk, doadm trhpibx) ko sb opbrmk y sb amkthbkbk `b meubr`o eok ims korams `bi amkumi `b opbrmehõk y amktbkhahbkto `bi provbb`or orhnhkmi ocrbeh`o gukto eok bi bquhpo por pmrtb `bi Nrupo. =-4
Amkumi `b Opbrmehõk y Amktbkhahbkto
VTBCMEHO
D. M`baís `b ims `beimrmehokbs mktbrhorbs, ims `bserhpehokbs, pimko `b `hsbýo, ao`bio, aubstrm o eoaportmahbktos rbimehokm`os eok bi bquhpo pbro ko mutorhzm`os por bi Nrupo ko thbkb eumiquhbr bcbeto ibnáthao. E. Ko m`ahthaos im iimam`m nmrmktám hapihem`m rbimehokm`m eok im vbktm `b pro`uetos bk bi sbkth`o ibnáthao, bspbehmiabktb ims sodrb im eoabrehmih`m` `b pro`uetos o ios usos bspbeácheos. @. Bi Nrupo ko sb rbspoksmdhihzmrí `b eumiquhbr rbsuitm`o por sbr rbimehokm`o eok bi bquhpo, sbm rbspoksmdhih`m` `b eoktrmto, rbspoksmdhih`m` `b hkcrmeehõk `b `brbejo, rbspoksmdhih`m` ibnátham o otrms rbspoksmdhih`m`bs, hkeiuybk pbro ko sb ihahtmk m im rbspoksmdhih`m` odgbthvm y im rbspoksmdhih`m` `b kbnihnbkehm. B. M`baís `bi pbrsokmi mutorhzm`o, eumiquhbr rbprbsbktmktb o pbrsokmi `bi Nrupo ko thbkb bi `brbejo m ao`hchemr `b eumiquhbr amkbrm bi eoktbkh`o `b im `beimrmehõk `b emih`m`. Bi rbprbsbktmktb `bi Nrupo rbmihzm bi emadho, rbpmrmehõk o abgormahbkto `b ios bquhpos hkeiuh`os bk im prbsbktb `beimrmehõk `b emih`m`, io qub ko shnkhchem bi mdmk`oko, emadho o mapihmehõk m ims eiíusuims `b im prbsbktb `beimrmehõk, abkos qub bstb eoaportmahbkto, pbrahso o `bserhpehokbs cubrmk bserhtms y chram`ms por bi pbrsokmi mutorhzm`o `b prbsbktb nrupo. C. Bi usumrho pbrahtb qub `urmktb bi proebso `b eoaprm `bi pro`ueto, `bdb eokoebr dhbk ims corams `b uthihzmehõk. M`baís mktbs `b uthihzmr bi pro`ueto, `bdb rbmihzmr im bxmahkmehõk `btmiim`m y rmzokmdib m chk `b msbnurmr im uthih`m` `bi pro`ueto. N. @bspuès `b im mebptmehõk `bi pro`ueto, dmgo ims eiíusuims `b im prbsbktb `beimrmehõk `b emih`m`, im hk`bakhzmehõk pb`h`m por bi usumrho por bi pro`ueto ko eokcorab y ims rbspoksmdhih`m`bs qub sb `bdbk msuahr bi prbsbktb nrupo o ios eoaportmahbktos `b hkeuapihahbkto `b eoktrmto mebrem `b im emih`m` `b pro`ueto (mukqub bi eoaportmahbkto `b hkeuapihahbkto `b eoktrmto sb oemshokm por bi `bseuh`o `bi prbsbktb nrupo), sb ihahtmk m ukm `b ims eiíusurms sbibeehokm`ms por bi prbsbktb nrupo7 m) Ios pro`uetos qub sb rbpmrmk o sb emadho bk im cídrhem (o bk otros shthos ebremkos m pro`uetos `bshnkm`os por bi prbsbktb nrupo) `bi Nrupo thbkbk qub euapihr ims bxhnbkehms `b ims eiíusurms `b `beimrmehõk `b emih`m`. d) Bk eumkto m ims phbzms qub ko smthscmebk ims bxhnbkehms `b eiíusurms `b im `beimrmehõk `b emih`m`, bi Nrupo pmnm mi usumrho bi ahsao prbeho `b vbktm `b ims phbzms. Uh `bseudrbk qub jmy hkeuapihahbkto bk ios pro`uetos rbcbrh`os im `beimrmehõk `b emih`m`, bk eumiquhbr shtumehõk, bi prbsbktb nrupo ko sb bkemrnmk `b im rbspoksmdhih`m` `b rbpmrmehõk, emadho o hk`bakhzmehõk. Tbspbeto m eumiquhbrm phbzm rbpmrm`m o emadhm`m por Gbrbj `b meubr`o eok im prbsbktb eiíusurm, sbn÷k ims `beimrmehokbs `b emih`m`, su pbrho`o `b nmrmktám sb emieuim `bs`b bi `ám `b mebptmehõk. J. Ims corams `b hk`bakhzmehõk o `b mshstbkehm `b prbsbktb `beimrmehõk sok ims ÷khems ocrbeh`ms mi eihbktb por jmdbr vhoim`o ims odihnmehokbs `b eoktrmto, `b iby o `b ims eiíusurms `b nmrmktám `b emih`m`. Amkumi `b Opbrmehõk y Amktbkhahbkto
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VTBCMEHO
H. Bk eumkto m ios `bcbetos `b pro`uetos o `b sbrvheho, o ios `mýos `bi pro`ueto o `b otros mrtáeuios oemshokm`os por bi hkeuapihahbkto `b ims odihnmehokbs ibnáthams, bi prbsbktb nrupo ko sb bkemrnm `b eumiquhbr hk`bakhzmehõk beokõahem, `mýos pbrsokmibs, pèr`h`ms potbkehmibs, pèr`h`ms `b rbk`hahbkto (hkeiuyb pbro ko sb ihahtm m pèr`h`m `b thbapo `b hkmethvh`m`, pèr`h`m `b hktbrès o pèr`h`m `b oportukh`m` eoabrehmi) G. Abkos qub ims odihnmehokbs `bi Nrupo ko eohkeh`mk eok ims bsthpuimehokbs `b eiíusurm M `b `beimrmehõk `b emih`m`, ims dmgms y aubrtbs `b pbrsokmibs, `mýos eorpormibs o hk`bakhzmehokbs `b dhbkbs (hkeiuyb pbro ko sb ihahtmk m `mýo `b im coramehõk, pèr`h`m `b pozo pbtroibro o `bpõshto `b pbtrõibo), sbm por vbktm, uthihzmehõk, trmksportb, opbrmehõk o bi bquhpo sb uthihzm eoao uk meebsorho o ukm pmrtb, o porqub bi prbsbktb nrupo jm ocrbeh`o bi sbrvheho mi eihbktb, bi eihbktb `bdb nmrmkthzmr qub bi prbsbktb nrupo ko msuam ihthnhos, hk`bakhzmehokbs, nmstos (ko hkeiuh`os ios nmstos `b ihthnho y nmstos `b jokormrhos `b mdonm`o). L. Im odihnmehõk msuah`m por bi eihbktb pmrm im mdsoiuehõk `b ims hk`bakhzmehokbs `bi Nrupo bs eoapibtm y bcbethvm. Ubm im aubrtb `b pbrsokmi, `mýos eorpormibs o pèr`h`m `b dhbkbs, ios nmstos sb oemshokmk por bi `bseuh`o `b ios bapibm`os, mnbkehms `b prbsbktb nrupo o eoktrmthstm hk`bpbk`hbktb bk rbprbsbktmehõk `bi prbsbktb nrupo, bi usumrho `bdb msbnurmr im mdsoiuehõk `b rbspoksmdhih`m` `b prbsbktb nrupo. I. Bk vhstm `b ims poiáthems `b abgorms eokthkums `bi pro`ueto, bi Nrupo thbkb rbsbrvm`o bi `brbejo `b ko mvhsmr bi emadho `b `hsbýo, amtbrhmi, bspbehchemehõk, o `bseokthkumehõk `bi pro`ueto. A. Uh bi rbtorko `b pro`ueto ko jm sh`o mutorhzm`o, ko prbsbktm im bxeusm bserhtm y ko prbsbktm im chram `bi rbprbsbktmktb mutorhzm`o pmrm bi rbtorko `b prbsbktb nrupo, ko mebptmaos bi rbtorko `b pro`ueto. Uõio bi pbrsokmi `bshnkm`o thbkb bi `brbejo m `beh`hr im `bvoiuehõk `b `hkbro. Uh `bvubivmk bi pro`ueto shk pmnmr bi nmsto `b trmksportb, bi Nrupo io `b`ueb `bs`b bi `hkbro `b `bvoiuehõk. Ko mebptmaos im `bvoiuehõk `b pro`uetos bk eumkto m ios eoapokbktbs ko bstmk`mrhzm`os. K. @bdbk rbeurrhr mi ihthnho mebrem `b ios hkeuapihahbktos `b ims eiíusurms `bktro `b uk mýo `bspuès `b `bseudrhrio. Uh pmsm uk mýo, ko thbkbk bi `brbejo pmrm bkguhehmr. O. Ims eiíusurms abkehokm`ms mquá ahsao sok hk`bpbk`hbktbs, im hkvmih`m` `b eumiquhbr eiíusurm ko hkciuyb im bcbethvh`m` `b otrms eiíusurms. V. M`baís `b ios `brbejos b hk`bakhzmehokbs bsthpuim`os por im iby, bi Nrupo rbsbrvm bi `brbejo m bkguhehmr y bi `brbejo `b hk`bakhzmehõk. Rk eihbktb ko odb`beb bstrhetmabktb ims eiíusurms, io qub ko shnkhchem qub bi Nrupo mdmk`okm bi `brbejo m bxhnhr mi eihbktb qub euapim ims eiíusurms.
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Amkumi `b Opbrmehõk y Amktbkhahbkto
VTBCMEHO
M@SBTPBKEHM Eumiquhbr pbrsokm o eihbktb ko `bdb `bsaoktmr bi bquhpo y `hdugmr ios pmríabtros tèekheos `bi pro`ueto shk pbrahso. Ub projádbk im eophm y im hknbkhbrám hkvbrsm. Uh ko, msuab im rbspoksmdhih`m` `b hkcrmeehõk b hk`bakhzm ims pèr`h`ms emusm`ms sbn÷k im iby.
M@SBTPBKEHM
Bi `brbejo `b mutor, `brbejo `b pmtbktb, amrem, sberbto eoabrehmi o eumiquhbr `brbejo `b prophb`m` pbrtbkbebk mi Nrupo. Bi prbsbktb amkumi sb uthihzm eoao im rbcbrbkehm `b im opbrmehõk y amktbkhahbkto `bi bquhpo, shk bi pbrahso `bi Nrupo, bi usumrho ko `bdb eophmr, rbpro`uehr, emadhmr o rb`metmr bi eoktbkh`o pmrehmi o eoapibto `bi prbsbktb amkumi shk pbrahso, pb rahso, tmadhèk ko sb pbrahtbk usmrio bk otros usos eoabrehmibs, o ocrbebr m eumiquhbr pmrtb tbrebrm pmrm otro uso, sh ko, thbkbk qub msuahr im rbspoksmdhih`m` ibnátham. Bi prbsbktb nrupo rbsbrvm to`os ios `brbejos.
M@SBTPBKEHM Bk eumiquhbr eok`hehõk, ko bcbetumaos im hk`bakhzmehõk mebrem `b ios `mýos bspbehmibs, m`hehokmibs, hk`hrbetos y sbnuk`mrhos por jmdbr uthihzm`o bi pro`ueto `bserhpto bk bi amkumi, tmapoeo rbmihzm im hk`bakhzmehõk m ims pèr`h`ms `b hktbrès, `mtos, rbputmehõk eoabrehmi o bi mjorro prbvhstos.
M@SBTPBKEHM Uh bxportmk, bxportmk por im sbnuk`m vbz o haportmk ios pro`uetos `bserhptos bk bi prbsbktb amkumi, bi usumrho `bdb odb`bebr ims ibybs y bsthpuimehokbs `b eoktroi `b bxportmehõk b haportmehõk. Ub projádb bxportmr, bxportmr por im sbnuk`m vbz o haportmr bi pro`ueto m ios pmásbs bk im ihstm `b smkehõk por Bstm`os Rkh`os. Uh ko, bi usumrho thbkb qub msuahr to`m im
Amkumi `b Opbrmehõk y Amktbkhahbkto
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VTBCMEHO rbspoksmdhih`m` y rbmihzm im hk`bakhzmehõk m ios `mýos oemshokm`os mi prbsbktb nrupo.
M@SBTPBKEHM Uhk bi pbrahso bserhto `bi Nrupo, im odihnmehõk y bi `brbejo `bi prbsbktb amkumi ko sb `bdbk trmkscbrhr.
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Amkumi `b Opbrmehõk y Amktbkhahbkto
EMVÁPRIO HH UBNRTH@M@ UBNRTH@M@ X UMIR@ UM IR@ 4.= UBNRTH@M@ UBNRTH@M@ X UMIR@ UM IR@ ....................................................................................... = 4.=.= VBTUOK VBTUOKMI MI ERMIHCHEM@O ......................................................................... = ............ .................... ....... = 4.=.4 URAHKHUPTOU @B VTOPBEEHÕK IM IMDOTM DOTMI I (VVB) .........................
4.=.5 VTÍEPHEMU NBKBTMIBU @B UBNRTH@M@ .............................................. = 4.=.0 VBTUOKMI VBTUOKMI KO TBIMEHOKM@O ............................................................... = 4.=.2 VTBUHÕK MIPM ............................................................................................ = 4.=.3 AMKPBKHAHBKPO KO MRPOTHWM@O .......................................................... = 4.=.> IBSMKPMAHBKP IBSM KPMAHBKPO O ........................................................................................ = 4.=.: ODGBPOU AÕDHIBU ..................................................................................... = 4.=.8 SHUHDHIH@M SHUHDHIH@M@ @ .................................................................................................. 4 4.=.=6 VTB-MTTMK]RB ........................................................................................ 4 4.=.== 4.=.= = WOK WOKM M @B PTMD PTMDMG MGO O ................................................................................... 4 4.=.=4 PTMKUVOTPB @B B]RHVOU ..................................................................... 4 4.4 KOTAMU @B UBNRTH@M@ VMTM B]RHVOU @B CTMEPRTMAHBKPO .......... ............ .. 4 4.4.= @HUVOUHPHSOU @B UBNRTH@M@. ................................................................ 4 4.4.4 VTONTMAM @B UBNRTH@M@ ..................................................................... 5
UBNRTH@M@ UBNR TH@M@ X UMI UMIR@ R@
EMVÁPRIO HH UBNRTH@M@ UBNRTH@M@ X UMIR@ UM IR@ Bi prbsbktb empátuio sb eokebktrm bk ims prbemuehokbs nbkbrmibs `b sbnurh`m` y ims korams `b sbnurh`m` `urmktb im opbrmehõk `bi bquhpo. Bi opbrm`or `bdb bktbk`br y mpihemr bstos eoktbkh`os bk ims `hcbrbktbs btmpms `b opbrmehõk y amktbkhahbkto.
4.= UBNRTH@M@ X UMIR@ Bi eoktbkh`o shnuhbktb sok ios átbas nbkbrmibs `b prbemuehõk `b sbnurh`m`. Bi pbrsokmi rbimehokm`o `bdb bktbk`br y mpihemr bstms átbas `b mtbkehõk bk ios `hvbrsos pbrho`os `b opbrmehõk y amktbkhahbkto. Vmrm ims opbrmehokbs potbkehmiabktb pbihnrosms, bi prbsbktb amkumi ocrbeb ims ab`h`ms eokerbtms `b prbemuehõk bk ims corams `b m`vbrtbkehm o hk`hemehõk `b mibrtm. Minukms m`vbrtbkehms ym bstík hkeiuh`ms bk bi prbsbktb amkumi, ims hk`hemk mquá pmrm bkcmthzmr bkc mthzmr su haportmkehm.
4.=.= VBTUOKMI ERMIHCHEM@O Uõio bi pbrsokmi eumihchem`o pub`b opbrmr y amktbkbr bi prbsbktb bquhpo.
4.=.4 URAHKHUPTOU @B VTOPBEEHÕK IM IMDOTM DOTMI I (VVB)
Eumk`o rbmihzm im opbrmehõk y amktbkhahbkto `b bstb bquhpo, bi pbrsokmi rbimehokm`o `bdb
pokbrsb ios mrtáeuios m`beum`os `b protbeehõk imdormi.
4.=.5 VTÍEPHEMU NBKBTMIBU @B UBNRTH@M@ @urmktb im prbpmrmehõk, opbrmehõk, mpmnm`o y amktbkhahbkto `bi bquhpo, `bdbk odb`bebr bstrhetmabktb ims korams nbkbrmibs `b sbnurh`m`. Im rbspoksmdhih`m` `bi usumrho y `bi opbrm`or eokshstb bk im bgbeuehõk `b ims korams `b sbnurh`m` y bi pimk `b coramehõk `b pbrsokmi.
4.=.0 VBTUOKMI KO TBIMEHOKM TBIMEHOKM@O @O @urmktb im opbrmehõk, amktbkhahbkto o rbpmrmehõk `bi bquhpo, ios pbrsokmibs pb rsokmibs ko rbimehokm`os sb thbkbk qub mibgmr.
4.=.2 VTBUHÕK MIPM Mktbs `b `bsaoktmr eumiquhbr bquhpo, sb `bdbk qub msbnurmr y eokchramr qub sb vmeám im prbshõk `bktro `b ims tudbráms eokbetm`ms eok bi bquhpo.
4.=.3 AMKPBKHAHBKPO KO MRPOTHWM@O Ub projhdb `bsaoktmr o rbpmrmr minukms pmrtbs `bi bquhpo. Mebrem `b ims shtumehokbs eokerbtms, poknmk bk eoktmeto eok bi rbprbsbktmktb `b kubstrm eoapmýám.
4.=.> IBSMKPMAHBKPO Ios bquhpos `bsthkm`os mi ibvmktmahbkto y trmsim`o thbkbk qub eoktmr eok suchehbktb emrnm koahkmi pmrm ibvmktmr bi pbso rbibvmktb.
4.=.: 4.=. : ODG ODGBPOU BPOU AÕDHIBU Amko, pbio, ropm, goybrám, trmpo y jbrrmahbktms `bdbk bstmr mibgm`os `b ios odgbtos aõvhibs.
Amkumi `b Opbrmehõk y Amktbkhahbkto
4-=
UBNRTH@M@ UBNR TH@M@ X UM UMIR@ IR@ 4.=.8 SHUHDHIH@M@ Ub projhdb opbrmr ios bquhpos bk ims eok`hehokbs `b dmgm vhshdhih`m`. @bspuès `b im pubstm `b soi y mktbs `b im smih`m `b soi, sh ko jmy hiuahkmehõk m`beum`m ko `bdbk opbrmr ios bquhpos.
4.=.=6 VTB-MTTMK]RB Mktbs `b mrrmkemr bi bquhpo, `bdbk msbnurmr qub to`os ios eoktroibs `b opbrmehõk sb bkeubktrmk bk im poshehõk eorrbetm `b mrrmkqub.
4.=.== 4.=. == WOKM @B PTMDM PTMDMGO GO @urmktb im opbrmehõk `bi bquhpo, `bdbk amktbkbr amktb kbr im ihaphbzm y bi or`bk `b im zokm `b trmdmgo, rbthrmk ios odstíeuios, jbrrmahbktms `b amko y ios `baís odgbtos.
4.=.=4 PTMKUVOTPB @B B]RHVOU Eumk`o sb trmsim`m uk bquhpo m otro shtho, `bdbk msbnurmr qub to`ms ims phbzms sb bkeubktrmk bk bi bstm`o `b im eokbxhõk sbnurm.
4.4 KOTAMU @B UBNRTH@M@ VMTM B]RHVOU @B CTMEPRTMAHBKPO Bi odgbthvo prhkehpmi `bi prbsbktb amkumi eokshstb bk rbmihzmr sbnurmabktb to`ms ims opbrmehokbs `b crmeturmahbkto. Io shnuhbktb sok ims korams `b sunbrhahbkto bk ims coramehokbs `b pbrsokmi, sbnurh`m` y pronrmams `b bquhpos mebrem `b ims opbrmehokbs `bi bquhpo `b crmeturmahbkto.
4.4.= @HUVOUHPHSOU @B UBNRTH@M@. m)
Bi prbsbktb bquhpo bstí bquhpm`o eok `os bxthktorbs, to`o bi pbrsokmi `bdb smdbr su ioemihzmehõk y eõao usmrio.
d)
Vmrm ios trmdmgos eok J4U o eok otros pbihnros potbkehmibs `b rbsphrmehõk, `bdbk pokbr pmibtms `b vhbkto bk bstos iunmrbs qub sb pub`bk vbr bk eumiquhbr `hrbeehõk.
e)
Ocrbebk ios mrtáeuios protbethvos m em`m pbsokm.
`)
Ub bstmdibeb bi shtho `b rbspubstm m babrnbkehm y `b prhabros muxhihos m mi abkos `b 36a ＊466 ct（mi dmriovbkto `bi shtho `b pozo, `ok`b `bdbk jmdbr ios mrtáeuios shnuhbktbs7
=) 5 `btbetorbs `b J4U (sh bxhstb J4U o otros pbihnros `b rbsphrmehõk ) 4) Bxthktor pmrm bi iáquh`o hkcimamdib. 5) Dothquák `b prhabros muxhihos. 0) Bquhpo pmrm bi imvm`o `b ogos. 2) Emahiim. 3) Bahsorm o tbiècoko qub pub`mk pb`hr rbsemtb mi bxtbrhor `bi shtho `b pozo. b)
Ios bquhpos `b ^bii lhiihkn `b babrnbkehm hkeiuyb mi abkos ims `os pmrtbs７ =) Pudbráms `b wbii lhiihkn. 4) Bi eoktroi m `hstmkehm, im víivuim `b ehbrrb pmrm im cmiim `b mrrmkqub jh`ríuiheo sb hkstmimk bk ims tudbráms bktrb im víivuim `b wbii lhiihkn y doadms.
4-4
Amkumi `b Opbrmehõk y Amktbkhahbkto
UBNRTH@M@ UBNR TH@M@ X UMI UMIR@ R@
5) @hsposhthvo `b doadbo. 0) Pmkqub `b `bpõshto `b iáquh`o `b wbii lhiihkn. 2) Iáquh`o `b wbii lhiihkn. c)
Vmrm bi trmdmgo potbkehmiabktb pbihnroso `bdh`o m im bxhstbkehm `b J4U, sb `bdb hkstmimr uk `btbetor `b J4U eok mimram `b eoktroi `b sokh`o bk ios iunmrbs eimvb `bi shtho７ =) Pbrrbko mebrem `b im im doem `b pozo. 4) M ios 56a＊=66 ct（`bi sotmvbkto `b im doem `b pozo. 5) Doem `b pozo rb`ok`o.
n)
Rk vbjáeuio `b babrnbkehm `ok`b jmy ios shnuhbktbs mrtáeuios7 =) Dothquák `b prhabros muxhihos. 4) Bquhpo pmrm bi imvm`o `b ogos. 5) Bxthktor pmrm iáquh`o cimamdibs. 0) Bahsorm qub pub`m pb`hr rbsemtb mi bxtbrhor `bi shtho `b pozo.
j)
Vmrm ios trmdmgos eok im bxhstbkehm `b J4U o eok ios potbkehmibs pbihnros `b rbsphrmehõk, bi `btbetor `b J4U sb `bdb pokbr bk ios shnuhbktbs iunmrbs７ =) Uhtho `b rbspubstm m babrnbkehm y prhabros muxhihos. muxhihos. 4) Vimtmcoram `b rbaoiqub `b crmeturmahbkto crmeturmahbkto y íeh`o. 5) Bquhpo `b doadbo `b iáquh`o.
h)
Ims ab`h`ms kbebsmrhms pmrm ims zokms `b trmdmgo eok íeh`o y otros pro`uetos quáaheos pbihnrosos７ =) Ihaphmr im sucbrchehb `b zokms eoktmahkm`ms por sustmkehms pbihnrosms y kbutrmihzmrims kbutrmihzmrims o rb`uehr su hapmeto. 4) Ub msbnurm qub ios shnuhbktbs pbrsokmibs eubktmk eok `hsposhthvos `b eoaukhemehõk aõvhibs (bahsorm) qub sb uthihzmk bk ukm ahsam crbeubkehm. 5) Uupbrvhsor merb`htm`o bk bi shth shtho o `b pozo `b im pmrtb pmrtb M. 0) @hrbetor `bi shtho `b im im baprbsm `b sbrvhehos. sbrvhehos. 2) Opbrm`orbs `b bquhpo.
4.4.4 VTONTMAM @B UBNRTH@M@ m)
Bk uk iunmr kotmdib `bi shtho sb pokb uk pimko `btmiim`o `b `hstrhduehõk `b bquhpos, bk bi qub sb h`bk`hemk ims zokms pbihnrosms y im rutm `b bsempb.
d)
Uõio bi pbrsokmi `b im pmrtb M pub`b opbrmr ims víiuims `b doem `b pozo y ios bquhpos rbvbimktbs qub pbrtbkbzemk m im pmrtb M.
e)
Nbsthõk bk im bktrm`m y im smih`m `bi shtho, sb mpihem bi rbnhstro eok chram. Bi supbrvhsor `bi shtho `b im pmrtb M o bi pbrsokmi `bshnkm`o sb bkemrnmk `b im eusto`hm `bi rbnhstro. Amkumi `b Opbrmehõk y Amktbkhahbkto
4-5
UBNRTH@M@ UBNR TH@M@ X UM UMIR@ IR@ `)
Eumk`o uthihzmk ims amtbrhmibs pbihnrosms, sb `bdb pokbr uk pmkbi `b sbnurh`m` hapbrabmdib bk uk iunmr kotmdib mirb`b`or `bi shtho. Bk ios pmkbibs sb pokbk mi abkos bi eoktbkh`o shnuhbktb７ =) Phpo `b pro`uetos quáaheos uthihzm`os y sus hknrb`hbktbs. 4) Ims ab`h`ms prbvbkthvms `b sbnurh`m` `b em`m thpo `b pr pro`ueto o`ueto quáaheo. 5) Ims ab`h`ms `b babrnbkehm bk emso `bi `bsdor`mahbkto `b pro`uetos quáaheos. 0) Ims ab`h`ms `b prhabros muxhihos bk emso `b qub im nbktb toqub mkthbspuamktbs o pro`uetos quáaheos pbihnrosos. 2) Otrms hkcoramehokbs, por bgbapio bi k÷abro `b tbiècoko `b babrnbkehm.
b)
Mktbs `b qub sb poknmk bk amrejm ios bquhpos `b crmeturmahbkto, thbkbk qub eokvoemr ukm rbukhõk `b sbnurh`m` qub mtbk`bk to`o bi pbrsokmi, bi eoktbkh`o hkeiuyb ７ =) Hktro`uehõk `b pimk `b trmdmgo. 4) @hseushõk sodrb bi rbsuitm`o `bi mkíihshs `b ios rhbsnos. 5) Vrbsbktmehõk `b pimk `b babrnbkehm y pronrmamehõk. 0) @baostrmehõk `b uthihzmehõk `b ios bquhpos `b sbnurh`m`. sbnurh`m`. 2) @hstrhduehõk `b tmrbms y rbspoksmdhih`m`. rbspoksmdhih`m`. 3) @btbrahkmehõk `b pronrmams `b eoaukhemehõk.
4-0
Amkumi `b Opbrmehõk y Amktbkhahbkto
EMVÁPRIO 5 HKXBEPOT 5.= HKPTO@REEHÕK NBKBTMI ................................................................................................... = 5.4 BUVBEHCHEMEHOKBU .............................................................................................................. 4 5.5 HKPTO@REEHÕK @B IOU UHUPBAMU @BI HKXBEPOT......................................................... HKXBEPOT......................................................... 3 5.5.= UHUPBAM @B MEEHOKMAHBKPO MEEHOKM AHBKPO.................. ....................................... ......................................... ......................................... ........................... ...... 3 5.5.=.= AOPOT JH@TÍRIHEO JH@TÍRI HEO.................... ........................................ ......................................... ......................................... .................................. .............. 3 5.5.=.4 CTBKO ................... ........................................ .......................................... .......................................... .......................................... ..................................... ................ 3 5.5.=.5 TB@REPOT ............................................................................................................... > 5.5.=.0 SBIOEH@M@ @B IM EM@BKM .................................................................................. > 5.5.=.2 CRBTWM @B BIBSMEHÕK KOAHKMI ....................................................................... > 5.5.=.3 CRBTWM @B UKRDDHKN KOAHKMI ......................................................................... > 5.5.4 UHUPBAM @B EOAVTBUHÕK..................... ........................................... ........................................... ........................................... ............................ ...... > 5.5.5 UHUPBAM @B PBKUHÕK .................................................................................................... : 5.5.0 BUPTREPRTM X VTOPBEEHÕK ...................... ........................................... .......................................... ......................................... .................... : 5.5.2 UHUPBAM @B HK@HEM@OT @B VBUO ............................................................................... : 5.0 HKPTO@REEHÕK @BI UHUPBAM ..................... ........................................... ........................................... .......................................... ........................... ...... =6 5.0.= BUPTREPRTM X VTOPBEEHÕK ................... ........................................ ........................................... ............................................ ...................... =6 5.0.4 UHUPBAM @B MEEHOKMAHBKPO MEEHOKM AHBKPO................... ........................................ .......................................... .......................................... ......................... =6 5.0.5 UHUPBAM @B EOAVTBUHÕK..................... ........................................... ........................................... ........................................... .......................... .... =6 5.0.0 UHUPBAM @B PBKUHÕK .................................................................................................. == 5.0.2 UHUPBAM @B HK@HEM@OT @B VBUO ............................................................................. =4 5.0.3 UHUPBAM IRDTHEMKPB ................................................................................................. =4 5.2 HKCOTAMEHÕK @B TBVRBUPOU .................... ......................................... ........................................... ............................................ .......................... .... =4 5.2.= BKUMADIMGB @B ERBIIO @B NMKUO .......................................................... .................................... ................................... ............. =3 5.2.4 BKUMADIMGB @B AMTEO ..................... .......................................... ........................................... ............................................ ............................ ...... =8 5.2.5 DMUB @BUIHWMKPB @B ERBIIO @B NMKUO .............................................................. 4= 5.2.0 BKUMADIMGB @BI UHUPBAM @B MEEHOKMAHBKPO MEEHOKM AHBKPO ..................... ........................................... ............................. ....... 44
5.2.2 BKUMADIMGB @B UHUPBAM @B EOAVTBUHÕK EOAVTBUHÕK........................................................... ........................................................... 45 5.2.3 BKUMADIMGB @B UHUPBAM PBKUHÕK ..................... ........................................... ............................................ .............................. ........ 43 5.2.> BKUMADIMGB @B HK@HEM@OT @B VBUO..................... ........................................... ........................................... .......................... ..... 4> 5.3 VMTPB JH@TÍRIHEM ............................................................................................................ 56 5.3.= BKUMADIMGB @B UHUPBAM IRDTHEMKPB ................................................................. 56 5.3.4 BKUMADIM@B @B UHUPBAM JH@TÍRIHEO ...................... ............................................ ........................................... ....................... 54 5.> MGRUPB @B VTBUHÕK @B UHUPBAM.................................................................................... 03 5.>.= PBKUHÕK @B EM@BKM ................................................................................................... 03 5.>.4 EOAVTBUHÕK @B EM@BKM .......................................................................................... 0> 5.>.5 VTBUHÕK @B UHUPBAM .................................................................................................. 0: 5.: HKUPMIMEHÕK X RUO @B ERBIIO @B NMKUO ................................................................. 08 5.8 HKUPMIMEHÕK HKUPMIM EHÕK X RUO @B EMI EMIERIM ERIM@OT(OVEHOKMI) @OT(OVEHOKMI) .......................................... ..................... ................................. ............ 2= 5.=6 AMKPBKHAHBKPO.................... ......................................... .......................................... .......................................... .......................................... .......................... ..... 25 5.=6.=AOPOT .......................................................................................................................... 25 5.=6.4 CHIPTO .......................................................................................................................... 25 5.=6.5 SÍISRIM @B DMIMKEB .............................................................................................. 25 5.=6.0 EHIHK@TOU JH@TÍRIHEOU ......................................................................................... 20 5.=6.2 MERARIM@OTBU MERARIM @OTBU .................... ......................................... ........................................... ........................................... ......................................... .................... 20 5.=6.3 EM@BKMU ..................................................................................................................... 23 5.=6.> DIO]RBO @B VHKWMU ...................... ........................................... ........................................... ............................................ ................................ .......... 23 5.=6.: UHUPBAM @B MEEHOKMAHBKPO MEEHOKMAHBKPO ......................................... .................... .......................................... ......................................... .................... 2: 5.== TBSHUHÕK EOT@HMI ........................................................................................................... 2: 5.==.= MKPBU MKPBU @B OVBTMEHÕK .............................................................................................. 2: 5.==.4 @BUVRÈU @B MTTMK]RB MTTMK]RB .......................................... ..................... .......................................... .......................................... ........................... ...... 28 5.==.5 @BUVRÈU @B OVBTMEHÕK ......................................................................................... 36 5.==.0 TBSHUHÕK UBAMKMI (EM@M >4 JOTMU @B OVBTMEHÕK) ....................................... ............................... ........ 36 5.==.2 TBSHUHÕK ABKURMI (EM@M 566 JOTMU @B OVBTMEHÕK) ..................................... ............................. ........ 36 5.==.3 IRDTHEMEHÕK (@HMTHM) .............................................................................................. 36
5.==.> VTOEBUO VMTM IHAVHBWM @B URVBTCHEHB @B VHKWMU @B EOAVTBUHÕK ..........3= PMDIM PMD IM @B AMKPBKHAHBKPO @BI UHUPBAM @B MEEHOKM MEEHOKMAHBKPO AHBKPO @BI HKXBEPOT .......... 34 PMDIM PMD IM @BVTOVRB @BVTOVRBUPM UPM VM VMTM TM AM AMKPBKHAHBKPO KPBKHAHBKPO TBNRIMT @B HKXBEPOT ....................... 30 ÕT@BKBU @B TBVRBUPOU ................... ........................................ .......................................... ........................................... .......................................... .................... 33
HKXBEPOT
EMVÁPRIO 5 HKXBEPOT 5.= HKPTO@REEHÕK NBKBTMI Im cukehõk prhkehpmi `bi hkybetor `b tudbrám cibxhdib bs ocrbebr cubrzm pmrm im bktrm`m o smih`m `bi pozo `b im tudbrám cibxhdib. Bi hkybetor hkeiuyb prhkehpmiabktb amreo, shstbam `b meehokmahbkto, shstbam `b eoaprbshõk, shstbam tbkshokm`o, shstbam iudrhemktb, shstbam jh`ríuiheo, shstbam `b pbsmgb, eubiio `b nmkso y ios `hsposhthvos `b protbeehõk bte.
Amkumi `b Opbrmehõk y Amktbkhahbkto
5-=
HKXBEPOT 5.4 BUVBEHCHEMEHOKBU
Chn. 5-= WTP-:6L
5-4
Amkumi `b Opbrmehõk y Amktbkhahbkto
HKXBEPOT
Ao`bio
WTP-:6L
@habkshokbs
=,>62Þ=,232Þ4,334aa
Vbso shk eubiio `b nmkso
0,:26ln
Vbso `b eubiio `b >4‵/=66‵/=46‵
366ln/:66ln/866ln
Cubrzm `b bibvmehõk eokthkum
53,4:6ln(:6,666 id)
Cubrzm `b skuddhkn eokthkum
=:,=06ln(06,66 =:,=06ln(06,666 6 id)
Sbioeh`m` aíxham `b emrrbrm
2: a/ahk
@habkshokbs @habkshok bs mptms pmrm tudbrám
=.42｛5.2 hk
Mebhtbs emrnm`ms emrnm`ms y puktos ` `b b iudrhemehõ iudrhemehõk k (Chn. 5-4) Ko.
@bserhpehõk
Phpos `b mebhtb
4
To`hiio abtíiheo `bi eubiio `b nmkso To`hiios `b nuám `bi eubiio `b nmkso
5
Tb`uetor
Oamim U4N 446(m im poshehõk hktbrab`hm)
0
Em`bkm y su eoghkbtb
=6^/06(-46~+0: ℅)
2
Eoghkbtb `b tbkshõk
Nrmsm iudrhemktb `b ihtho `b prbshõk bxtrbam `b 4BV
3
Ubksor `b hk`hem`or jh`ríuiheo `b pbso
^-=2
=
Nrmsm iudrhemktb `b ihtho `b prbshõk bxtrbam `b 4BV Nrmsm iudrhemktb `b ihtho `b prbshõk bxtrbam `b 4BV
Pmdim `b mebhtbs iudrhemktbs `b otrms amrems rbeoabk`mdibs `bi rb`uetor Vrovbb`or
Ao`bio `b iudrhemktb Aodhi nbmr 356
Aodhi
Aodhi nbmr UJE 446
Nrbmt^mii
I-EL@ 446
Pmdim `b otros iudrhemktbs rbeoabk`mdibs `b em`bkm Pbapbrmturm `bi madhbktb
Iudrhemktb rbeoabk`mdib `b im em`bkm UMB/bknrmkmgb
HUO
-=6-6℅
:6^
03 o 3:
6-06℅
:2^
=66
06-26℅
86
=26
26-36℅
86
446
Amkumi `b Opbrmehõk y Amktbkhahbkto
5-5
HKXBEPOT
Mtbkehõk Jmy qub msbnurmr im eokshstbkehm `b ios mebhtbs emrnm`os. Tbquhshtos sodrb bi emadho `b ios iudrhemktbs `bi rb`uetor7 `bspuès `b =26 jorms o =66 judo`oabtbrs (vmior `b eubktmlhiõabtros) `b trmdmgo, jmebr bi prhabr emadho `b iudrhemktb. Jmebr ukm rbvhshõk por em`m sbhs absbs. Em`m mýo o `bspuès `b =266 jorms `b trmdmgo, emadhmr bi iudrhemktb. Bstí projhdh`o bejmr bi mebhtb rbsh`umi bk bi shstbam `b iudrhemehõk `bi hkybetor. Ub meoksbgm ko usmr bi mebhtb jh`ríuiheo eoao iudrhemktb. Ub meoksbgm rbaogmr y iudrhemr im em`bkm `bi hkybetor mktbs `b aoktmrim bk bi bquhpo.
5-0
Amkumi `b Opbrmehõk y Amktbkhahbkto
HKXBEPOT
Chn. 5-4 Mebhtbs emrnm`ms y puktos `b iudrhemehõk
Amkumi `b Opbrmehõk y Amktbkhahbkto
5-2
HKXBEPOT 5.5 HKPTO@REEHÕK @B IOU UHUPBAMU @BI HKXBEPOT 5.5.= UHUPBAM @B MEEHOKMAHBKPO Bi shstbam `b meehokmahbkto bstí eoapubsto por aotor, crbko y rb`uetor.
Mtbkehõk =) Uodrb bi shstbam `b meehokmahbkto vèmsb im chnurm 5-> pmrm rbcbrbkehm. 4) Bstí projhdh`o qub bi pbrsokm `bsaoktb bi shstbam `b meehokmahbkto bxebpto bi tèekheo `b sbrvhehos `b Gbrbj, abkos qub bk emso `b babrnbkehm sb jmym ionrm`o bi pbrahso chsemi `bi Nbrbktb `bi @bpmrtmabkto `b Ubrvhehos `b Gbrbj. 5.5.=.= AOPOT JH@TÍRIHEO @bspimzmahbkto @bspimzmahbkt o amyor
=62ai/r
Sbioeh`m` `b rotmehõk `b trmdmgo amyor (dmgo bi `bspimzmahbkto amyor)
5,266r/ahk
Sbioeh`m` `b rotmehõk `b trmdmgo amyor (dmgo bi `bspimzmahbkt `bspimzmahbkto o abkor)
0,=66r/ahk
Pbapbrmturms pbrahth`ms pmrm im eudhbrtm
86℅
Vbso
55ln
5.5.=.4 CTBKO Vrbshõk `b ihdbrmehõk `bi crbko
426psh
Porshõk `bi crbko bstítheo
860Ka
Mtbkehõk Im prbshõk `b ihdbrmehõk `bi crbko qub bsthpuim bi shstbam jh`ríuiheo bs `b 266 psh. Bi crbko bs uk eoapokbktb `b `bsnmstb. Eumk`o sb usm `hmrhmabktb jmy qub jmebr rbvhshõk em`m ehbrto thbapo m chk `b msbnurmr qub bi `bsnmstb bstè `bktro `b uk nrm`o korami. 5-3
Amkumi `b Opbrmehõk y Amktbkhahbkto
HKXBEPOT
5.5.=.5 TB@REPOT Tmtho
30.:7=
Soiuabk `bi iudrhemktb
Mirb`b`or `b =5.: I
5.5.=.0 SBIOEH@M@ @B IM EM@BKM Aákham vbioeh`m` `b im em`bkm
6.4 a/ahk
Aíxham vbioeh`m` `b im em`bkm (emrnm ihnbrm)
2: a/ahk
Aíxham vbioeh`m` `b em`bkm (emrnm pbsm`m)
56.2 a/ahk
5.5.=.2 CRBTWM @B BIBSMEHÕK KOAHKMI Amrejm `b vbioeh`m` dmgm
:6,666id
5.5.=.3 CRBTWM @B UKRDDHKN KOAHKMI Amrejm `b vbioeh`m` dmgo
06,666id
5.5.4 UHUPBAM @B EOAVTBUHÕK Vimem `bsihzmktb
Tbvbrshdib
Emkth`m` `b ehihk`ros `b eoaprbshõk
3
Im amyor prbshõk `b eoaprbshõk
5,666 psh
Meuauim`or Meuauim` or
5
HKXBEPOT 5.5.5 UHUPBAM @B PBKUHÕK Ehihk`ros
0
Aákham prbshõk `b trmdmgo
266psh
Aíxham prbshõk `b trmdmgo
5,666psh
Mtbkehõk Uodrb bi shstbam `b tbkshõk vèmsb im chnurm 5-=6. 5.5.0 BUPTREPRTM X VTOPBEEHÕK Emrnm
05,666 ln
Emrnm `b mrnoiim`b pukto chgo pmrm bibvmehõk
Em`m mrnoiim `b pukto chgo pmrm bibvmehõk emrnm >,=32 id
5.5.2 UHUPBAM @B HK@HEM@OT @B VBUO Ubn÷k `hcbrbktbs rbquhshtos, bk bi hkybetor sb pub`b bquhpmr hk`hem`or jh`ríuiheo `b pbso, hk`hem`or bibetrõkheo `b pbso, hk`hem`or eoapubsto bibetrõkheo b jh`ríuiheo `b pbso bte. Ubksorbs `b hk`hem`or jh`ríuiheo `b pbso (4 ukh`m`bs) Ao`bio
Abeíkheo
Umih`m
6｛42666 psh
Tmkno `b ab`h`m
-=66,666 to +=66,666 id
Pbapbrmturms `bi madhbktb `b uso
-20℅｛=4=℅
Ubksor `b hk`hem`or bibetrõkheo `b pbso (=)
5-:
Ao`bio
Nminm Bxtbkshoaèt Bxtbkshoaètrhem rhem
Umih`m
0-46 aM
Tmkno `b ab`h`m
-=36,666 to +=36,666 id
Pbapbrmturms `bi madhbktb `b uso
-20℅｛=4=℅
Amkumi `b Opbrmehõk y Amktbkhahbkto
HKXBEPOT
Mtbkehõk Uodrb bi shstbam `b hk`hem`or vèmsb ims chnurms `b 5-==, 5-=4 y 5-=5.
Emihdrmehõk `bi sbksor `b hk`hem`or jh`ríuiheo `b pbso. =) Mgustb ims tubrems `b dioqubo mgustmdibs `b mados im`os `bi sbksor jmstm qub bstè pmrmibio m im dmsb bi hkybetor. 4) Doadbb sbpmrm`mabktb bi mebhtb `bi aotor (^-=2) mi sbksor `b hk`hem`or `b pbso y mi sbksor `b hk`hem`or `b ihnbro m chk `b bihahkmr ims durdugms `b ios sbksorbs y amknubrms jh`ríuihems. 5) Mi bihahkmr ym to`o mhrb, doadbb mebhtb `bi aotor (^-=2) mi sbksor `b hk`hem`or `b pbso y `b ihnbro jmstm qub bi bspmeho bstè bktrb ==½6.2 aa. (Mtbkehõk7 sh sb jm doadbm`o `bamshm`m prbshõk, sb vm m emusmr bi brror `b toam `b `mtos `bi hk`hem`or `b pbso) 0) Uubitb ims tubrems `b dioqubo `b mados im`os pmrm qub bi sbksor `è bi pbso `bi hkybetor. Eumiquhbr muabkto `b emrnm vm m `mr bk bi hk`hem`or `b emrnm qub bs bi pbso mpmrtb `bi amreo `bi hkybetor. 2) Eokchnurb im nrm`umehõk `b hk`hem`or `b pbso `bi sbksor jh`ríuiheo `b emrnm m ebro. Emihdrmehõk `bi sbksor `b hk`hem`or bibetrõkheo `b pbso. =) Uubitb ims tubrems `b dioqubo `b mados im`os pmrm qub bi pbso `bi hkybetor `è bk bi sbksor `b hk`hem`or `b pbso. Eumiquhbr muabkto `b emrnm vm m `mr bk bi sbksor qub hk`hem bi pbso mpmrtb `bi amreo `bi hkybetor. 4) Eokchnurb im nrm`umehõk `b hk`hem`or `b pbso `bi sbksor bibetrõkheo m ebro.
Mtbkehõk Mihkbmehõk bktrb bi eubiio `b nmkso y im em`bkm bs `b suam haportmkehm pmrm ukm eorrbetm Mihkbmehõk h`bkthchemehõk `b `mtos `bi sbksor `b hk`hem`or `b pbso y pmrm ukm bxhtosm opbrmehõk `bi shstbam `b em`bkm. Ios `mtos `bi sbksor `b hk`hem`or jh`ríuiheo vmk m muabktmr eok im sudh`m `b ims tbapbrmturms `bi ab`ho madhbktb. Vor io tmkto sb `bdb prbstmr suam mtbkehõk m im hkciubkehm sodrb bi sbksor por pmrtb `bi emadho `bi ab`ho madhbktb. @bamshm`o poem o auejm prbshõk `b doadbo jmehm bi sbksor `b hk`hem`or vm m emusmr ukm hkbxmethtu` `b mihkbmahbkto `bi eubiio y ukm `hstorshõk `b ios `mtos `bi hk`hem`or.
Amkumi `b Opbrmehõk y Amktbkhahbkto
5-8
HKXBEPOT 5.0 HKPTO@REEHÕK @BI UHUPBAM 5.0.= BUPTREPRTM X VTOPBEEHÕK Bi eubiio `b nmkso bstí bk im bstrueturm bxtbrhor `bi hkybetor, bk im bstrueturm, bxhstbk 0 puktos pmrm bibvmehõk `bi hkybetor bk su trmksportb y opbrmehõk. M uk im`o `b im bstrueturm, jmy uk `hsposhthvo `b protbeehõk mkthemá`m pmrm eoinmr bi ehkturõk `b sbnurh`m` `b opbrm`or. Empmeh`m` `b bibvmehõk m trmvès `b bstruetur bstrueturm m bxtbrhor7 05,666 ln.
Empmeh`m` `b bibvmehõk `b strhppbr ７53,666 ln.
5.0.4 UHUPBAM @B MEEHOKMAHBKPO Im em`bkm bs meehokm`m por rb`uetor eok rub`m `b em`bkm. Bi aotor jh`ríuiheo poshdhihtm qub bi hkybetor usb mi aíxhao im potbkehm `hspokhdib. Eumk`o bstí eokchnurm`o bk `bspimzmahbkto aíxhao, bi hkybetor sb qub`m bk amrejm `b dmgm vbioeh`m`, y nbkbrm im empmeh`m` aíxham bibvmehõk. Eumk`o bstí eokchnurm`o bk `bspimzmahbkto aákhao, bi hkybetorsb qub`m bk amrejm `b mitm vbioeh`m`, y rb`ueb im empmeh`m` `b bibvmehõk y im vbioeh`m` `b cukehokmahbkto iibnm mi aíxhao. Bxhstb uk crbko eok cukehõk `b protbeehõk mutoaíthem bktrb aotor y rb`uetor.
Mtbkehõk Im eurvm `b trmdmgo `bi hkybetor sb rbchbrb m ios `hmnrmams 5-42, 5-43, 5-4>. 5.0.5 UHUPBAM @B EOAVTBUHÕK Bi shstbam `b eoaprbshõk eokthbkb 5 pmrbs `b ehihk`ros `b mebhtb pmrm pimem `bsihzmktb. Eumk`o bi portm`or `b em`bkm sb pmsm m trmvès `b im zokm `b eoaprbshõk, sbrí sugbtm`o por ehihk`ros. Im prbshõk `b ehihk`ro jh`ríuiheo pub`b sbr eoktroim`m por trbs iákbms sbpmrm`ms bk im emdhkm `b eoktroi. Em`m iákbm thbkb su meuauim`or pmrm `bdhihtmr bcbetos `hkíaheos `b em`bkm bk bi cukehokmahbkto, y drhk`mr prbshõk bk emso `b cmiio jh`ríuiheo. Im eoaprbshõk `b hkybetor sb rbimehokm `hrbetmabktb eok eoaprbshõk bgbreh`m. Bi rmtho `b eoaprbshõk y trmeehõk sb vmrám por `hsthktos bibabktos, tmi eoao7 bstm`o `b bapmqub, mebhtb u otros bibabktos bk supbrchehb, bspbsor, vbioeh`m` `b cukehokmahbkto y ovmih`m` `b im tudbrám.
5-=6
Amkumi `b Opbrmehõk y Amktbkhahbkto
HKXBEPOT
Mimram =) Uh ko jmy tudbrám bktrb em`bkms, ko sb pbrahtb prbshokmr ehihk`ro `b eoaprbshõk pmrm bvhtmr bi `mýo m eoapokbktbs tmi eoao7 phkzm, dioqubo `b phkzm, phk `bsihzmktb, ehihk`ros, bte. 4) Eumk`o sb bstí sugbtmk`o, sb `bdb jmebr uko por uko im eoaprbshõk `b mrrhdm, `b ab`ho y `b mdmgo, pmrm qub bvhtb eumk`o bi prhkehpmi iákbm `b mebhtb sb cmiim qub emusmrí bi mihvho `b eoaprbshõk `b mrrhdm, `b ab`ho y `b mdmgo< aobktrms tmkto rmkno `b mgustb `b im prbshõk `b eoaprbshõk `bdb bstmr `bktro `b 466VUH `b em`m vbz, eok bi chk `b ahkhahzmr bi hapmeto sodrb otrms pmrtbs `b im pimem `bsihzmktb
Mtbkehõk =) @hmnrmam `b shstbam `b eoaprbshõk sb rbchbrb m 5-:< 4) Eokgukto `b em`bkms sb rbchbrb m 5-8< 5) Tbqubrhahbkto `b prbshõk `b shstbam `b eoaprbshõk sb rbchbrb m 5-43〄 0) Mktbs `b meehokmr, o `bspuès `b ihaphbzm `b em`bkm o `bspuès `b em`m 266 abtros `b cukehokmahbkto, jmy qub iudrhemr im em`bkm puivbrhzmk`o. Mktbs `b mpmnmr bi shstbam `b iudrhemehõk `b em`bkm, jmy qub msbnurmr qub im em`bkm bstè iudrhem`m. 2) Eumk`o sb rbsdmim im tudbrám bk trmdmgo, ko pub`b hkerbabktmr sustbkehmi y ríph`o im prbshõk `b eoaprbshõk, bi hkerbabkto ibkto `b prbshõk `b eoaprbshõk vm m rb`uehr bi `mýo m tudbrám.
5.0.0 UHUPBAM @B PBKUHÕK Im cubrzm nbkbrm`m por ehihk`ro `b tbkshõk amkthbkb tbkshõk eokstmktb `b em`bkm. Pmi tbkshõk bvhtm im rbimgmehõk `b em`bkm pbro pub`b `mýmr m im em`bkm. Ub pub`b mgustmr im tbkshõk bk emdhkm `b eoktroi.
Mtbkehõk Tbqubrhahbkto `b tbkshõk `b em`bkm sb rbchbrb m `hmnrmam 5-42. Im tbkshõk nbkbrm`m por ehihk`ro `b tbkshõk pub`b bvhtmr im rbimgmehõk `b em`bkm y `mýo m im tudbrám `b mebhtb y dioqubo `b EOAVTBUHÕK. Amkumi `b Opbrmehõk y Amktbkhahbkto
5-==
HKXBEPOT 5.0.2 UHUPBAM @B HK@HEM@OT @B VBUO Bi shstbam `b hk`hem`or `b pbso thbkb ios shnuhbktbs 5 eokchnurmehokbs7 4 sbksorbs jh`ríuiheos `b hk`hem`or `b pbso, = sbksor bibetrõkheo `b hk`hem`or `b pbso, 4 sbksorbs jh`ríuiheos `b hk`hem`or `b pbso y = sbksor bibetrõkheo `b hk`hem`or `b pbso. M chk `b qub sbksor `b hk`hem`or ko sbm mcbetm`o por hapmeto bk trmksportb, sb pokb tubrem `b ehbrrb pmrm to`os ios sbksorbs `b emrnm bk hkybetor. Eumk`o aubvb bi bquhpo bktrb emapos, bstms tubrems `bdbk sbr dhbk mprbstm`ms.
Mtbkehõk Uhstbam `b hk`hem`or `b pbso sb rbchbrb m `hmnrmam 5-==, 5-=4, 5-=5. Bi hkybetor pub`b trmkportmr hkeihkmrsb jmehm `bimktb o `btrís, sb projádb `b hkeihkmr jmehm im`o `urmktb bi trmksportb. Jmy qub msbnurmr qub tubrem `b dioqubo bstè ihdbrm`m `urmktb trmdmgo y mprbstm`m bk trmksportb. Ub pokb tubrem bk bi ebktro pmrm shstbam `b sbksor `b hk`hem`or bibetrõkheo, bk proebso `b trmdmgo, thbkb qub sbr mprbtm`o chrab eok bi soportb `b sbksor `b hk`hem`or, y sbr ihdbrm`o eumk`o trmksportb. Tbvhsmr pbrhõ`hemabktb pmqubtb `b rbpmrmehõk (V4666=:2>8) `bktro `bi sbksor jh`ríuiheo `b hk`hem`or `b pbso, por sh emso sb bkeubktrb cunm `b mebhtb, jmy qub emadhmr m thbapo. 5.0.3 UHUPBAM IRDTHEMKPB Bi shstbam `b iudrhemehõk `b hkybetor bs `hsbým`o pmrm puivbrhzmehõk m chk `b msbnurmr qub eudrmk eoapibtmabktb im em`bkm y ios eoapokbktbs. Pmi shstbam `b iudrhemehõk pub`b prorronmr mi aíxhao im vh`m ÷thi `b em`bkm, pimem `bsihzmktb y eoghkbtb `b eoaprbshõk.
5.2 HKCOTAMEHÕK @B TBVRBUPOU Bstm ihstm `b rbpubstos shrvb pmrm h`bkthchemr rbpubstos eumk`o ims usm y eoaprm. Pmadhèk `baubstrm rbimehõk `b bksmadibm bktrb rbpubstos pmrm aoktmgb y `bsaoktmgb.
Mtbkehõk Bi `hmnrmam `b bksmadibm pub`b qub ko sbm im ÷itham vbrshõk. Vor cmvor, ocrbeb bi k÷abro `b pro`ueto eumk`o eoaprm rbpubstos.
5-=4
Amkumi `b Opbrmehõk y Amktbkhahbkto
HKXBEPOT
Chn. 5-5 @hmnrmam `b Bstrueturm `bi hkybetor
Amkumi `b Opbrmehõk y Amktbkhahbkto
5-=5
HKXBEPOT Ihstm `b rbpubstos7 Ko.
@bserhpehõk
Emkt.
=
Eubiio `b Nmkso
=
4
Bstrueturm `b Vrotbeehõk
=
5
Uhstbam `b Meehokmahbkto
=
0
Uhstbam `b Eoaprbshõk
=
2
Uhstbam `b Pbkshõk
=
3
Uhstbam `b Hk`hem`or `b Vbso
=
Kotms
Ubn÷k bi rbqubrhahbkto, jmy `hsthktms bspbehchemehokbs `b eubiio `b nmkso eoao ios shnuhbktbs7
>4‑ Eubiio `b Nmkso Nmkso
=66‑ Eubiio `b Nmkso Nmkso
=46‑ Eubiio `b Nmkso
Ko.
V/K
@bserhpehõk
Emkt.
=
5:=6645238
Eubiio `b Nmkso `b >4‑
=
4
5:=66682>2
Eubiio `b Nmkso `b =66‑
=
5
5:=66=:80=
Eubiio `b Nmkso `b =46‑
=
Kotms
Mtbkehõk Jmy qub mgustmr bi iunmr `b aoktmgb `b ro`hiio abtíihem `b norrm `b nmkso sbn÷k ims bspbehchemehokbs `b eohib` tudbrám qub usm.
5-=0
Amkumi `b Opbrmehõk y Amktbkhahbkto
Amkumi `b Opbrmehõk y Amktbkhahbkto
HKXBEPOT
5-=2
HKXBEPOT 5.2.= BKUMADIMG BKUMADIMGB B @B ERBIIO @B NMKUO
Chn. 5-0 =66‑ Eubiio `b Nmkso
5-=3
Amkumi `b Opbrmehõk y Amktbkhahbkto
HKXBEPOT
Ko.
V/K
@bserhpehõk
Emkt.
=
B64666:=0:
Doquhiim `b Mebhtb Iudrhemktb
40
4
@6366688:6
Eoghkbtb
=:
5
@6366684=3
Eoghkbtb
=:
0
@656663305
Pubrem
5>
2
@60666:662
Guktm pimkm
84
3
5:=666848=
Vbrko H
=
>
5:=6668484
To`hiio H
=
:
5:=6668486
Vbrko J
=
8
5:=6668485
To`hiio J
=
=6
5:=66684:8
Vbrko N
=
==
5:=6668480
To`hiio N
=
=4 =5
5:=66684:: 5:=6668482
Vbrko C To`hiio C
= =
=0
5:=66684:>
Vbrko B
=
=2
5:=6668483
To`hiio B
=
=3
5:=66684:3
Vbrko @
=
=>
5:=666848>
To`hiio @
=
=:
5:=66684:2
Vbrko E
=
=8
5:=666848:
To`hiio E
=
46
5:=66684:0
Vbrko D
=
4=
5:=6668488
To`hiio D
=
44
5:=66684:5
Vbrko M
=
45
5:=6668566
To`hiio M
=
40
5:=666:25>
Vbrko
4
42
5:=666:25:
Nuám `b rub`m
4
43
5:=668:368
Vhk
=
4>
B646662542
Emrmdhkm
4
4:
656=662=34
Em`bkm
=
48 56
B6466=4450 40686=8:66
OVhk Eubr`m
4 4
Amkumi `b Opbrmehõk y Amktbkhahbkto
Kotms
5-=>
HKXBEPOT Ko.
V/K
@bserhpehõk
Emkt.
5=
B6466=44:=
Eophk
0
54
D6066=6445
Ehihk`ro jh`ríuiheo
4
55
5:=6668564
Porkhiio
=2
50 52
5:=666:225 @636668>38
Emahsbtm `b Eoghkbtb Eoghkbtb eok tmpm mkthpoivo
: 56
53
5:=6668560
To`hiio
=2
5>
5:=666:228
Emahsbtm `b Eoghkbtb
44
5:
5:=66>406:
Vhk
=
58
5:=66685=2
Vhk
=
06
@6:66=4564
Ejmvbtm
5
0=
D6066=6446
Ehihk`ro jh`ríuiheo
=
04
5:=66685=3
Porkhiio
=
05
@60666>:85
Guktm pimkm
4
00
@656663>62
Pubrem
=
02
@6:66=5688
Vhk
=
5-=:
Kotms
Amkumi `b Opbrmehõk y Amktbkhahbkto
HKXBEPOT
5.2.4 5.2. 4 BKUMADIMG B @B AMTEO
Chn. 5-2 Bsqubam `b Amreo `b hkybetor Amkumi `b Opbrmehõk y Amktbkhahbkto
5-=8
HKXBEPOT
Ihstm `b rbpubstos７ Ko.
V/K
@bserhpehõk
Emkt.
= 4
B6466=0082 5:6=66:3>6
Crbko Mkthemá`m Amreo Vrotbethvo Mkthemá`m
= =
5
5:6=668=03
Bstrhdo M
4
0
5:6=668=20
Porkhiio `b Mvmkeb
4
2
@656663>62
Pubrem
0
3
@60666>:85
Guktm pimkm
0
>
5:6=668=23
Vhk
0
:
@6566=4300
Pubrem
0
8
5:6=668:3>
Dmsb `b Utrhppbr pmrm Chgmr
=
=6
5:6=66:38:
Vhk `b Utrhppbr pmrm Chgmr
4
==
5:6=6=6806
Vhk `b I
4
=4
5:6=66:3=3
Uoportb
0
=5
B6466=2430
Vhk eok Em`bkm
0
=0
5:6=66:>6:
Dmsb @bsihzmktb `b Eubiio `b Nmkso
=
=2
5:6=668=4>
Bstrhdo D
=
=3
5:6=668=02
Vhk
4
=>
5:6=66:3=0
Vimem `b Voshehõk Ihahtm`m
4
=:
@6=6663046
Porkhiio
0
=8
5:6=6=>:63
Bstrhdo E
=
5-46
Kotms
Amkumi `b Opbrmehõk y Amktbkhahbkto
HKXBEPOT
5.2.5 DMUB @BUIHWMKPB @B ERBIIO @B NMKUO
Chn. 5-3 Dmsb @bsihzmktb `b Eubiio `b Nmkso
Ihstm `b Tbpubstos７ Ko.
V/K
@bserhpehõk
Emkt.
=
@6466=4568
Porkhiio
40
4
5:6=668=45
Mrmk`bim
0
5
5:6=668==2
Dmsb `b Eubiio `b Nmkso
=
0
@656663385
Pubrem
0
2
@60666>:>8
Guktm pimkm
4
3
5:6=668=36
Porkhiio `b Mvmkeb
=
>
@6:666:6:0
Vhk
4
:
5:6=668=44
Emahsbtm pmrm Chgmr
4
8
5:6=668=4=
Vhk
=
Amkumi `b Opbrmehõk y Amktbkhahbkto
Kotms
5-4=
HKXBEPOT 5.2.0 BKUMADIMGB @BI UHUPBAM @B MEEHOKMAHBKPO
Chn. 5-8 Bsqubam `b Uhstbam `b meehokmahbkto Ihstm `b rbpubstos７ Ko. =
V/K D64666800=
@bserhpehõk Aotor
Emkt. 4
4
N6566==:=2
Crbko
4
5
5:6566:44>
Drh`m M
4
0
@636668:86
Eoghkbtb
4
2
5:=666:44:
Drh`m D
4
3
5:6566:456
Tub`m `b Em`bkm `b meehokmahbkto
4
>
5:6566:45=
Bgb `b meehokmahbkto
4
:
5:6566:454
Drh`m Chgm
4
8
N65666:5:8
Tb`uetor
4
=6
@6=66=68=5
Porkhiio
0
==
@60666>:::
Mrmk`bim
0
=4
@60666>8>3
Guktm pimkm
0
=5
@6466=4:3=
Porkhiio
36
=0
D626666>05
Mkhiio `b Ubiio
4
=2
D6266=44>4
Mkhiio `b Ubiio
4
=3
5:6566:448
Tbtbkb`or
4
=>
@6066=4543
Tbtbkb`or
4
5-44
Kotms
Amkumi `b Opbrmehõk y Amktbkhahbkto
HKXBEPOT
Ko.
V/K
@bserhpehõk
Emkt.
=:
@6066=450:
Tbtbkb`or
4
=8
@886668:2=
Eopm `b Mebhtb
4
46
@8866=453>
Mkhiio `b Ubiio
4
4= 44
@6066=450: @6466=6344
Tbtbkb`or Porkhiio
4 :6
Kotms
Lht `b rbpmrmehõk V/K
@bserhpehõk
Emkt.
5:88=64:22
Lht `b rbpmrmehõk `b crbkp (KO.4)
4
5.2.2 BKUMADIMGB @B UHUPBAM @B EOAVTBUHÕK
Chn. 5-: Bsqubam `b Uhstbam `b EOAVTBUHÕK
Amkumi `b Opbrmehõk y Amktbkhahbkto
5-45
HKXBEPOT Ihstm `b Tbpubstos７ Ko.
V/K
@bserhpehõk
Emkt.
=
@6466=2:60
Porkhiio
40
4
5:6366:458
Vimem
3
5 0
D6066=400: @6466=4538
Ehihk`ro `b Mebhtb Porkhiio
3 40
2
5:6366:406
Vhk
:
3
5:6366:40=
Emahsbtm `b Eoghkbtb
:
>
@65666846>
Pubrem
:
:
@636668504
Eoghkbtb
:
8
5:63683683
Vimem @bsihzmktb
4
=6
@64665>353
Porkhiio
:
Kotms
Lht `b rbpmrmehõk V/K
@bserhpehõk
Emkt.
5:88=64:00
Lht `b rbpmrmehõk `b sbiio `b Ehihk`ro `b Mebhtb (KO.5)
3
Bksmadimgb `b Eokgukto `b Em`bkm
Chn. 5-8 Bsqubam `b Eokgukto `b Em`bkm
5-40
Amkumi `b Opbrmehõk y Amktbkhahbkto
HKXBEPOT
Ihstm `b Tbpubstos７ Ko.
V/K
@bserhpehõk
Emkt.
=
M6466=42=8
Em`bkm eok Vhk Imrno
36
4
M6466=4246
Em`bkm Methvm
=46
5 0
M6466=4244 M6466=426:
Vimem Ab`hmkm Vimem Bxtbrhor
=46 36
2
M6466=4256
Vhk
36
3
5:636588=>
Vhkzm portm`or
36
>
@6366=>86=
Eoghkbtb
=46
:
5:63668:>6
Jhknb Vhk
:
8
@60666>8=6
Bimsthe Eoiimr
8
=6
B6466560=5
Vhk
=6
Nrhppbr
==
== =4
5:636025:=
Nrhppbr Nmslbt
=4
=5
5:63605265
Vhk
36
=0
@6:664448>
Eottbr Vhk(Ejmvbtm )
36
Kotms
@b meubr`o m ims `hcbrbktbs kbebsh`m`bs, ims emdbzms hkybetorms thbkbk ios shnuhbktbs tmamýos `hcbrbktbs7 Ko.
V/K
@bserhpehõk
Emkt.
=
5:636250>:
=.42" Vhkzms
36
4
5:636250>>
=.2" Vhkzms
36
5
5:64603045
=.>2" Vhkzms
36
0
5:636588=:
4"Vhkzms
36
2
5:636250>3
4.5>2" Vhkzms
36
3
5:63=5>235
4.342" Vhkzms
36
>
5:636250>8
4.:>2" Vhkzms
36
Amkumi `b Opbrmehõk y Amktbkhahbkto
Vínhkm
Kotms
5-42
HKXBEPOT 5.2.3 BKUMADIMGB @B UHUPBAM PBKUHÕK
Chn. 5-=6 Bsqubam `b Uhstbam `b Pbkshõk Ihstm `b Tbpubstos７ Ko.
V/K
@bserhpehõk
Emkt.
=
5:6=66:444
Mimadrb
0
4
D6066=4528D
Ehihk`ro `b Mebhtb
0
5
5:6266:445
@bcibetor
0
0
5:6=66:440
Mimadrb
0
2
@6=66=6:3>
Porkhiio jbxmnokmi
4
3
@60666>82:
Mrmk`bim biísthem
4
>
@60666>8>>
Guktm pimkm
4
:
5:626250>2
@bimktmi
4
8
@636668:0=
Eoghkbtb
0
=6
5:6266:442
Vimem `b topb
:
==
426===5633
A=6Þ56Porkhiio
:
=4
5:6266:4=8
@bsiheb
:
=5
5:6266:446
Vhýõk meehokm`o
4
5-43
Kotms
Amkumi `b Opbrmehõk y Amktbkhahbkto
HKXBEPOT
Ko.
V/K
@bserhpehõk
Emkt.
Kotms
=0
@6>664:582
Iimvb pimkm
4
=2
5:6266:44=
Bgb ioeo
4
=3
5: 5:68 68=6 =634 3458 58
Pork Porkhihiio io `b eokb eokbxh xhõk õk `bi `bi bkeo bkeo`b `brr
=
Op Opeh ehok okmi mi
=> =:
5:68=6345: @6 @646 4665 655= 5=:5 :5
Bgb `b eokbxhõk `bi bkeo`br Po Pork rkhihiio ioss `b chchgm gmeh ehõk õk jb jbxm xmno nokm kmib ibss
= =
Opehokmi Op Opeh ehok okmi mi
=8
E6266==55:M
Bkeo`br
=
Opehokmi
46
M8866=60=8M
Eubktmlhiõabt Eubktmlhiõabtros ros
=
Lht `b rbpmrmehõk V/K
@bserhpehõk
Emkt.
5:88=64:02
Lht `b rbpmrmehõk `b sbiio `b Ehihk`ro `b Mebhtb (KO.4)
0
5.2.> BKUMADIMGB @B HK@HEM@OT @B VBUO @b meubr`o eok ios rbquhshtos `hcbrbktbs, bi hkybetor sb pub`b bquhpmr eok hk`hem`or jh`ríuiheo `b pbso, bi bibetrõkheo, bi eoapibgo jh`ríuiheo y bibetrõkheo, bte., ios shstbams `hcbrbktbs `bi hk`hem`or `b pbso.
Chnumr 5-== Bsqubam `bi Uhstbam `b Hk`hem`or Bibetrõkheo
Amkumi `b Opbrmehõk y Amktbkhahbkto
5-4>
HKXBEPOT Ihstm `btmiim`m `b Tbpubstos７ Ko.
V/K
@bserhpehõk
Emkt.
=
E6266402=5
Ubksor bibetrõkheo `b pbso
=
4
@6=666350:
Porkhiio
:
5 0
@60666>88= @60666>863
Mrmk`bim `b aubiib Guktm pimkm
: :
2
5:6=605>35
Porkhiio `b Mvmkeb
=
3
@656645=6:
Pubrem ebktrmi
=
>
5:6=605>34
Guktm
=
:
5:6=605>3=
Guktm
=
8
5:6=605>30
Guktm
=
=6
5:6=605>32
Guktm
=
Kotms
Chn. 5-=4 Bsqubam `b Uhstbam `b Hk`hem`or jh`ríuiheo `b pbso Ihstm `b Tbpubstos７ Ko.
V/K
@bserhpehõk
Emkt.
=
@6=6663536
Porkhiio
0
4
@60666>8=:
Mrmk`bim `b Aubiib
0
5
@60666>8=4
Guktm pimkm
0
5-4:
Kotms
Amkumi `b Opbrmehõk y Amktbkhahbkto
HKXBEPOT
Ko.
V/K
@bserhpehõk
Emkt.
0
E6266=4245
Ubksor jh`ríuiheo `b Hk`hem`or `b pbso
4
Kotms
Lht `b rbpmrmehõk V/K
@bserhpehõk
Emkt.
V4666=:2>8
Lht `b rbpmrmehõk `b Ubksor jh`ríuiheo `b Hk`hem`or `b pbso (KO.0)
4
Chn. 5-=5 Bsqubam `b Uhbtbam `b Hk`hem`or Eoapubsto `b pbso Ihstm `b Tbpubstos７ Ko.
V/K
@bserhpehõk
Emkt.
=
E6266=4245
Ubksor jh`ríuiheo `b Hk`hem`or `b pbso
4
4
@6=6663536
Porkhiio
0
5
@60666>8:4
Mrmk`bim `b Aubiib
0
0
@60666>8=4
Guktm pimkm
0
2
@6=66=8646
Pubrem Ebktrmi
=
3
5:6=652>>2
Porkhiio `b Mvmkeb
=
> :
@6=66==343 @60666>800
Porkhiio Mrmk`bim `b Aubiib
: :
Amkumi `b Opbrmehõk y Amktbkhahbkto
Kotms
5-48
HKXBEPOT Ko.
V/K
@bserhpehõk
Emkt.
8
@6066=6283
Guktm pimkm
:
=6
E6266402=5
Ubksor `b Hk`hem`or `b pbso
=
==
5:6=652>>3
Dmsb `b Uoportb
=
Kotms
Lht `b rbpmrmehõk V/K
@bserhpehõk
Emkt.
V4666=:2>8
Lht `b rbpmrmehõk `b Ubksor jh`ríuiheo `b Hk`hem`or `b pbso (KO.=)
4
5.3 VMTPB JH@TÍRIHEM JH@TÍRIHEM 5.3.= 5.3. = BKUMADIMG B @B UHUPB UHUPBAM AM I RDTHEMKPB
Chn. 5-=0 Bsqubam `b Bksmadimgb `b Uhstbam `b Iudrhemehõk Jh`ríuihem
5-56
Amkumi `b Opbrmehõk y Amktbkhahbkto
HKXBEPOT
Ihstm `b Tbpubstos７ Ko.
V/K
@bserhpehõk
Emkt.
=
D6>666:=45
Eokbetor
=
4
D6>6660523
Eokbetor
=
5 0
D6>66=443: D6=66=42=:
Eokbetor Doadm Kbuaíthem
= =
2
D6>666:::2
Eokbetor
=
3
D6:66=4265
Chitro
=
>
D6>666:03:
Eokbetor
=
:
D656666252
Síivuim `b Bstrmnuimeh Bstrmnuimehõk õk
=
8
D6>6660>:6
Eokbetor @hrbeto
=
=6
D6>666::=>
Eokbetor `b Pbb
=
==
D6>6665>35
Eokbetor
=
=4
D6>666::3=
Eokbetor
4
=5
D6>666::0=
Eokbetor `b Pbb
4
=0
D6566=008:
Eokbetor `b Vmrb` Aubrtm
0
=2
D6>6668600
02¶Eokbetor
0
=3
D6566=05=:
Eokbetor Mgustmdib
0
=>
D6566=05=8
Doquhiim Ubetorhmi
0
=:
D6:66=42=2
Chitro
=
=8
D6>66=4366
Eokbetor
4
46 4=
B6566620>4 D6>666=350
Síivuim `b Doims Amknubrm
4 6.3
44
5:=4668808
Pmkqub `b Iudrhemktb
=
45
D6>666866>
Pmpõk
=
Kotms
Lht `b rbpmrmehõk V/K
@bserhpehõk
Emkt.
5:88=64:0:
Lht `b rbpmrmehõk `b sbiio `b Doadm Kbuaíthem (KO.0)
=
5:88=64:23
Lht `b rbpmrmehõk `b Chitro (KO.3)
=
Amkumi `b Opbrmehõk y Amktbkhahbkto
5-5=
HKXBEPOT 5.3.4 BKUMADIM@B @B UHUPBAM JH@TÍRIHEO
Chn. 5-=2 Bsqubam `b Vrhkehpho `b Uhstbam JH`ríuiheo
5-54
Amkumi `b Opbrmehõk y Amktbkhahbkto
HKXBEPOT
Ihstm `b Tbpubstos７ Ko.
V/K
@bserhpehõk
Emkt.
5:60668>3=
Bksmadimgb `b Aotor `b Hkybetor =
=
5:60668>3:
Bksmadimgb `b Aotor `b Hkybetor =
=
4
5:60668>35 5:60668>38
Bksmadimgb `b Chitro Hkcbrhor Bksmadimgb `b Chitro Uupbrhor
= =
5
5:60668>3>
Bksmadimgb `b Síivuim `b Emrtuejo
=
0
5:60668>>4
Bksmadimgb `b Meuauim`or
5
2
5:60668>36
Bksmadimgb `b Síivuim `b @bsemrnm `b Mebhtb
=
3
5:60668>28
Bksmadimgb `b Eokbetor `b Vmrb` Aubrtm
=
>
5:60668>>6
Bksmadimgb `b Ehihk`ro `b Mebhtb `b Pbkshõk
=
:
5:60668>>=
Bksmadimgb `b Ehihk`ro `b Mebhtb `b Eoaprbshõk
=
=
Kotms
5.3.4.= BKUMADIMGB @B AOPOT @B HKXBEPOT
Chn. 5-=3 Bsqubam `b Bksmadimgb `b Aotor `b Hkybetor =
Amkumi `b Opbrmehõk y Amktbkhahbkto
5-55
HKXBEPOT Ihstm `b Tbpubstos７ Ko.
V/K
@bserhpehõk
Emkt.
=
D6>66=6::>
Drh`m Eokbetor
4
4
D6266663::
Mkhiio `b O
4
5 0
D6>6660>24 @6466=50:6
Drh`m Porkhiio
4 :
2
@60666>838
Mrmk`bim `b Aubiib
:
3
D6>6662:>=
Eokbetor
4
>
D6>666:282
Eokbetor `b Pbb
4
:
D6>66622:2
Eokbetor
=
8
D62666>820
Mrmk`bim
=
=6
D6>66=452>
Eokbetor
=
==
D6>666::85
Eokbetor
=
=4
D6>66623>>
Eokbetor `b Eum`ro Sáms
=
=5
D6>6662548
Eokbetor
=
=0
D6:66=8385
Amkõabtro
=
=2
D6566=5:83
Síivuim `b Ubnurh`m`
=
=3
D6>666254:
Eokbetor
=
=>
D6>6662543
Eokbetor
=
=:
D62666>850
Mrmk`bim
=
=8
D6>6662208
Eokbetor
=
46 4=
D6>6662:>> D6:66=>4>5
Eokbetor Amkõabtro
= =
5-50
Kotms
Amkumi `b Opbrmehõk y Amktbkhahbkto
HKXBEPOT
Chn. 5-=> Bsqubam `b Bksmadimgb `b Aotor `b Hkybetor 4 Ihstm `b Tbpubstos７ Ko.
V/K
@bserhpehõk
Emkt.
=
D6>66=6::>
Drh`m Eokbetor
4
4
D6266663::
Mkhiio `b O
4
5
D6>6660>24
Drh`m
4
0
@6466=50:6
Porkhiio
:
2
@60666>838
Mrmk`bim `b Aubiib
:
3
D6>66622:2
Eokbetor
=
>
D62666>820
Mrmk`bim
=
:
D6>6660324
Eokbetor
=
8
D6>6662543
Eokbetor
=
=6
D6>6662:>=
Eokbetor
=
==
D62666>850
Mrmk`bim
=
=4
D6>66=4022
Eokbetor
=
Amkumi `b Opbrmehõk y Amktbkhahbkto
Kotms
5-52
HKXBEPOT 5.3.4.4 BKUMADIMGB @B CHIPTOU
Chnurm 5-=: Bsqubam `b Bksmadimgb `b Chitros Ihstm `btmiim`m `b Tbpubstos７ Ko.
V/K
@bserhpehõk
Emkt.
=
D6>66605:6
Eokbetor
4
4
D6>6662>56
Drh`m
4
5
D626666>56
Mkhiio `b sbiio
2
0
@6466=3440
Porkhiio
:
2
@60666>85:
Ubiio
=3
3
D6>6668652
Eokbetor
4
5-53
Kotms
Amkumi `b Opbrmehõk y Amktbkhahbkto
HKXBEPOT
Ko.
V/K
@bserhpehõk
Emkt.
>
5:60668>30
Drh`m
4
:
@6466=0624
Porkhiio
:
8
@60666>:::
Ubiio
:
=6 ==
D6:666832: @6=66635:4
Chitro Porkhiio
4 :
=4
@60666>::=
Ubiio
:
=5
D6>666862:
Pmpm
4
=0
@6466=8386
Porkhiio
:
=2
D6:66=>4>6
Emihdrm`or `b prbshõk
4
=3
D6566=0233
Eokbetor
4
=>
D6>66=5448
Eokbetor
=
=:
D6:66==4=>
Pmpm mkthpoivo
=
=8
D6>66=6::3
Eokbetor
4
46
D626666>56
Ubiio
2
4=
D6>66=5448
Eokbetor
=
44
D6:66==46:
Pmpm mkthpoivo
=
Kotms
Lht `b rbpmrmehõk V/K
@bserhpehõk
Emkt.
V466640=2=
Lht `b rbpmrmehõk `b sbiio `b Chitro (KO.=6)
4
Amkumi `b Opbrmehõk y Amktbkhahbkto
5-5>
HKXBEPOT 5.3.4.5 BKUMADIMGB @B SÍISRIM @B CTBKO
Chnurm 5-=8 Bsqubam `b Bksmadimgb `b Crbko Ihstm `btmiim`m `b Tbpubstos７ Ko.
V/K
@bserhpehõk
Emkt.
=
D6>6665:>3
Eokbetor
=
4
D6566==4=0
Síivuim `b eoktroi
=
5
D6>666865=
Eokbetor
4
0
D6>6660=65
Eokbetor
=
2 3
D6>666:852 D6:66=>4>=
Eokbetor Amkõabtro
4 =
>
D6>6662:06
Eokbetor
5
:
D6>6662208
Eokbetor
=
8
D6>666:::8
Eokbetor
=
=6
D6466=4264
Síivuim `b eoktroi
=
==
D6>6668662
Eokbetor
4
5-5:
Kotms
Amkumi `b Opbrmehõk y Amktbkhahbkto
HKXBEPOT
5.3.4.0 BKUMADIMGB @B MERARIM@OT
Chnurm 5-46 Bsqubam `b bksmadimgb `b meuauim`or Ihstm `btmiim`m `b Tbpubstos７ Ko.
V/K
@bserhpehõk
Emkt.
=
D6>6665:>3
Eokbetor
=
4
D6566==4=0
Síivuim `b eoktroi
=
5
D6>666:03:
Eokbetor
=
Amkumi `b Opbrmehõk y Amktbkhahbkto
Kotms
5-58
HKXBEPOT Ko.
V/K
@bserhpehõk
Emkt.
0
D6>6662:>=
Eokbetor
=
2
D6566684=0M
Síivuim `b eoktroi
=
3
D6>6665::>
Eokbetor
=
> :
D6>66=4200 D6>66624:4
Eokbetor Eokbetor
= =
8
D6:66=424:
Meuauim`or
=
=6
D6>66=4208
Eokbetor
=
==
D6:66=>4>0
Amkõabtro
=
=4
D6>666:280
Eokbetor
=
=5
D6>6662:38
Eokbetor
=
=0
D6>666::60
Eokbetor
=
Kotms
Lht `b rbpmrmehõk V/K
@bserhpehõk
Emkt.
D626658360
Lht `b rbpmrmehõk `b Meuauim`or (KO.8)
=
5.3.4.2 BKUMADIMGB @B SÍISRIMU @B @TBKMGB @B MEBHPB
5-06
Amkumi `b Opbrmehõk y Amktbkhahbkto
HKXBEPOT
Chnurm 5-4= Bsqubam `b Bksmadimgb `b Síivuims `b @rbkmgb `b Mebhtb
Ihstm `btmiim`m `b Tbpubstos７ Ko.
V/K
@bserhpehõk
Emkt.
= 4
D6>666:>54 D6566=5:83
Eokbetor Síivuim `b sbnurh`m`
= =
5
D6:66=8385
Amkõabtro
=
0
D6>666:284
Eokbetor
=
2
5:606584::
Dioqub `b rbtorko `b mebhtb
=
3
D6>6668662
Eokbetor
=
>
D6>6662:06
Eokbetor
4
:
D6>666::86
Eokbetor
=
Amkumi `b Opbrmehõk y Amktbkhahbkto
Kotms
5-0=
HKXBEPOT 5.3.4.3 BKUMADIMGB @B EOKBEPOT TÍVH@O
#2 Pbkshõk `b im em`bkm-63
Ubksor `b
Eíamrm Eíamrm
Eoktm`or
hk`hem`or `b pbso pbso
#=6 @rbkmgb `bi shstbam-=3 #0Síivuim `b eoktroi b` vbioeh`m` `bi hkybetor -63 Pbkshõk `b im em`bkm 2
@rbkmgb =6
Mgustb `b vbioeh`m` `bi hkybetor 0
#: Vrbshõk `b `bempmktb `b mrrhdm -60
#8 Tbtrmeehõk `b `bempmktb `b mrrhdm -60 #= Vrbshõk `b `bempmktb :
#= Tbtrmeehõk `b `bempmktb 8
Bknrmsm bi hkybetor 82
#82 Bknrmsm bi hkybetor -63
#3 Eoaprbshõk `b em`bkm `b mrrhdm -63 Eoaprbshõk `b em`bkm `b mrrhdm 3
Eoaprbshõk `b em`bkm `b hktbrab`hm ->
=5 Eoaprbshõk `b em`bkm `b mdmgo
#> Eoaprbshõk `b em`bkm `b hktbrab`hm -63
#=5 Eoaprbshõk `b em`bkm `b mdmgo -63
#2= Vrbshõk `b `bempmktb `b mdmgo -60
#4 #4Vr Vrbs bshõ hõk k `b `be `bemp mpmk mktb tb 2= 2=
#4 T Tbt btrm rmee eehõ hõk k `b `be `bemp mpmk mktb tb 24 24
Crbkm`o `b hkybetor 5 5
#24 Tbtrmeehõk `b `bempmktb `b mdmgo -60
#5 Crbkm`o `b hkybetor -63
Bibvmehõk `b eubiio `b nmkso 8= Dmgo `b eubiio `b nmkso 84
Vrbshõk `b crbko 83
#8= Ibvmktmehõk `b ehihk`ro `b eubiio `b nmkso -63 #84 Dmgo bi ehihk`ro `b eubiio `b nmkso -63 Mdrrm im tmpm `b eubiio `b nmkso 85 Ehbrrm im tmpm `b eubiio `b nmkso 80
iudrhemehõk =:6
#83 Ab`h`or `b prbshõk `b crbko `b hkybetor -60
#85 Mdrrm im tmpm `b eubiio `b nmkso -60 #80 Ehbrrm im tmpm `b eubiio `b nmkso -60
Chnurm 5-44 Bsqubam `b Bksmadimgb `b Eokbetor `b Vmrb` Aubrtm
5-04
Amkumi `b Opbrmehõk y Amktbkhahbkto
HKXBEPOT
Ihstm `btmiim`m `b Tbpubstos７ Ko.
V/K
@bserhpehõk
Emkt.
=
D6>6644424
Eokbetor
8
4
D6>664:080
Pmpm mkthpoivo
8
5 0
D6>66=65:0 D6>6662864
02¶Eokbetor Eokbetorbs @urmktb pbkshõk
8 8
2
D6>6644436
Eokbetor ríph`o
=
3
D6>664:0:=
Pmpm mkthpoivo
=
>
D6>66=526:
02¶Eokbetor
=
:
D6>6665>3>
Eokbetorbs @urmktb pbkshõk
=
8
D6>664440>
Eokbetor ríph`o
2
=6
D6>664:084
Pmpm mkthpoivo
2
==
D6>664440:
Eokbetor ríph`o
4
=4
D6>664:0:3
bkejucb `bi poivo
4
=5
D6>66=4558
02¶Eokbetor
>
=0
D6>6662066
Eokbetorbs @urmktb pbkshõk
>
=2
E6566=2::6M
Eokbetor `b 3 váms m trmvès `b bkejucb `b im pmrb`
5
=3
E656662320
Pmpm mkthpoivo
5
Amkumi `b Opbrmehõk y Amktbkhahbkto
Kotms
5-05
HKXBEPOT 5.3.4.> BKUMADIMGB @B EHIHK@TO @B PBKUHÕK
Chnurm 5-45 Bsqubam `b Bksmadimgb `b Ehihk`ro `b Pbkshõk Ihstm `btmiim`m `b Tbpubstos７ Ko.
V/K
@bserhpehõk
Emkt.
= 4
D6:66=>4>0 D6>666:852
Amkõabtro Eokbetor
= =
5
D6>6665:>3
Eokbetor
=
0
D6>666:850
Eokbetor
=
2
D6>66=63=8
Eokbetor
=
3
D6>6662:60
Eokbetor
4
>
D6>666:280
Eokbetor
=
:
D6>66=402>
Eokbetor
4
8
D6>6668652
Eokbetor
4
=6
D6>6662:06
Eokbetor
4
5-00
Kotms
Amkumi `b Opbrmehõk y Amktbkhahbkto
HKXBEPOT
5.3.4.: BKUMADIMGB @B EHIHK@TO @B EOAVTBUHÕK
Chnurm 5-40 Bsqubam `b Bksmadimgb `b Ehihk`ro `b EOAVTBUHÕK Ihstm `btmiim`m `b Tbpubstos Ko.
V/K
@bserhpehõk
Emkt.
=
D6>66=4250
Eokbetor
3
4
D6>66=4223
Eokbetor
5
5
5:6066833:
Pudbrám `b mebro
=
0
D6>666:835
Eokbetor
5
Amkumi `b Opbrmehõk y Amktbkhahbkto
Kotms
5-02
HKXBEPOT 5.> MGRUPB @B VTBUHÕK @B UHUPBAM 5.>.= PBKUHÕK @B EM@BKM @urmktb im opbrmehõk `b dmgmr im tudbrám shk dioqub, `bdb amktbkbr ukm prbshõk aákham `b tbkshõk `b em`bkm, msbnurmk`o qub im em`bkm sb cukehokm dhbk y bvhtmk`o bi ciogb`m` `b im em`bkm. Jmy qub amktbkbr im prbshõk aákham `b 266 psh. @urmktb im opbrmehõk `b dmgmr im tudbrám eok dioqub, amkthbkb ukm prbshõk `b tbkshõk m`beum`m, sb pub`b bvhtmr im subitm `b em`bkm. Uh im prbshõk `b doem `b pozo bxeb`b mi iáahtb, sb orhnhkmrí cubrzm jmehm mrrhdm qub po`rí iibvmr im tudbrám cubrm `bi pozo. Uhk im cubrzm tbksor hapubstm, im cubrzm jmehm mrrhdm jmrí im em`bkm ciogm. Ios opbrm`orbs thbkbk qub muabktmr im tbkshõk `b em`bkm pmrm bquhihdrmr im cubrzm qub im doem `b pozo y im `b im em`bkm `b hkybetor. Ios vmiorbs sb rbchbrbk m im Pmdim 5-42 sodrb pmríabtros `b cubrzm `b skuddhkn `bi hkybetor y im prbshõk `b tbkshõk.
Chn. 5-42 Pmdim `b Vmríabtros `b Cubrzm `b skuddhkn `bi Hkybetor y Vrbshõk `b Pbkshõk (Amyor prbshõk mebibrmrí bi `mýo m im em`bkm y phkzms< sh im prbshõk tbksor bxeb`b m 5,666 psh qub bquhvmib m im empmeh`m` `hsbým`m `bi hkybetor,)
Mtbkehõk Ios `mtos bk bi nrícheo sok `btbetm`os dmgo eok`hehõk dubkm `b trmdmgo `b bquhpo, porqub em`m eok`hehõk `b trmdmgo thbkb su propho emríetbr, bi `mto rbmi vm m tbkbr `hcbrbkehm `b ios `bi nrícheo, 5-03
Amkumi `b Opbrmehõk y Amktbkhahbkto
HKXBEPOT
jmy qub mgustmr im tbkshõk sbn÷k eok`hehõk `b trmdmgo metumi. @bspuès `b im prbshõk `bi ehihk`ro `b tbkshõk bstí hkstmim`m, eoao im tbapbrmturm sb sudb, su prbshõk vm m muabktmr. Jmy qub kotmr im muabktmehõk `b im prbshõk `bi shstbam `b tbkshõk, y mgustmr m im prbshõk m im kbebsmrhm.
5.>.4 EOAVTBUHÕK @B EM@BKM Im shnuhbktb tmdim sb rbchbrb m im rbimehõk bktrb cubrzm `b bibvmehõk `b hkybetor y im prbshõk `b eoaprbshõk7
Chn. 5-43 Vmríabtros `b Cubrzm `b Bibvmehõk `b Hkybetor y Vrbshõk `b Eoaprbshõk
Mtbkehõk Opbrm im eoaprbshõk `bi hkybetor sbn÷k bi rmkno bktrb eurvms `b `mto aákhao y `mto aíxhao bk bi nrícheo 5-43. Ios `mtos bk bi nrícheo sok `btbetm`os dmgo eok`hehõk dubkm `b trmdmgo `b bquhpo, porqub em`m eok`hehõk `b trmdmgo thbkb su propho emríetbr, bi `mto metumi vm m tbkbr `hcbrbkehm `b ios `bi nrícheo, jmy qub mgustmr im trmeehõk sbn÷k eok`hehõk `b trmdmgo metumi. Ims eok`hehokbs `b mdmgo vmk m hkcbetmr ios `mtos7 Ovmih`m` `b im tudbrám
Eok`hehõk `b im supbrchehb `bi tudo7 pmrmchkm, iudrhemktb, nrmsm, thbrrm bte.
Amkumi `b Opbrmehõk y Amktbkhahbkto
5-0>
HKXBEPOT Eok`hehõk `b phkzms7 `bsnmstm`o, iustroso
@bspuès `b im prbshõk `bi ehihk`ro `b eoaprbshõk bstí hkstmim`m, porqub im tbapbrmturm sb sudb, su prbshõk vm m muabktmr. Jmy qub kotmr im muabktmehõk `b im prbshõk `bi shstbam `b trmeehõk, y mgustmr m im prbshõk m im kbebsmrhm.
5.>.5 VTBUHÕK @B UHUPBAM Im tmdim shnuhbktb sb rbchbrb m im rbimehõk bktrb im cubrzm `b bibvmehõk `b hkybetor y im prbshõk `bi shstbam7
Chn. 5-4> Nrícheo pmrm Bibvmehõk `b Hkybetor y Vrbshõk `b Uhstbam
Mtbkehõk Ios `mtos bk bi nrícheo sok `btbetm`os dmgo eok`hehõk dubkm `b trmdmgo `b bquhpo, porqub em`m eok`hehõk `b trmdmgo thbkb su propho emríetbr, bi `mto metumi vm m tbkbr `hcbrbkehm `b ios `bi nrícheo, jmy qub mgustmr im prbshõk `bi shstbam sbn÷k eok`hehõk `b trmdmgo metumi. Jmy qub meimrmr im emrnm aíxham `b qubdrm`urm `bi tudo y prbshõk `b ehreuimehõk `b em`m trmdmgo. Bi vmior hkstmim`o `b prbshõk `bi shstbam `b meehokmahbkto `bi hkybetor jmy qub sbr dmgo `b prbshõk rbquhshtm bvhtmk`o eortmr im tudbrám.
5-0:
Amkumi `b Opbrmehõk y Amktbkhahbkto
HKXBEPOT
5.: HKUPMI HKUPMIMEHÕK MEHÕK X RUO @B ERBIIO @B NM NMKUO KUO Bi hkybetor bs bquhpm`o eok uk eubiio `b nmkso pibnmdib pmrm cmehihtmr bi trmksportb. Ub mihkbm bi eubiio `b nmkso m trmvès `b tubrem = y 4 m chk `b msbnurmr qub im tudbrám sb amktbknm bk bi ebktro `b hkybetor eumk`o bstí abthbk`o. Ko sb pub`b `odimr cubrtbabktb mukqub im tudbrám bs cibxhdib. Uh im tudbrám ko sb qub`m bk bi ebktro `bi hkybetor, bi phkzm ko po`rí sostbkbrim bk coram eorrbetm. Odsbrvm im em`bkm `bs`b im miturm `bi hkybetor, pmrm rbvhsmr qub sh im em`bkm y im zokm `b eoktmeto bk tudbrám bstík eokbetm`os dhbk.
Hkeorrbetm
Eorrbetm
Chn. 5-4: Bsqubam `b Hkstmimeh Hkstmimehõk õk `bi Eubiio `b Hkybetor
Amkumi `b Opbrmehõk y Amktbkhahbkto
5-08
HKXBEPOT
Mtbkehõk Uh bi tudo ko bstí mgustm`o eorrbetmabktb, vm m emusmr `mýos mi tudo, phkzms y bi eoghkbtb! Eumk`o bi opbrm`or bstí mgustmk`o bi eubiio `b nmkso, jmy qub bquhpmr totmiabktb ios bquhpos `b sbnurh`m` eoao ehkturõk `b sbnurh`m` y `hsposhthvos `b bibvmehõk. Btmpms `b mgustmehõk m eubiio `b nmkso7 m) Msbnurm qub bi ehihk`ro `b eoaprbshõk bstí bk eok`hehõk `b rbimgmehõk eoapibtm, y ko jmy cubrzm bxtrm. d) Mpihem ukm prbshõk `b shstbam jh`ríuiheo `b 566-266 p psh sh m im tbkshõk. e)
Ubn÷k im `hrbeehõk `b bktrmr/smi bktrmr/smihrhr `b pozo, rotm im em`bkm `b hkybetor mi abkos =6 vubitms, y rbvhsm sh im `hrbeehõk `b em`bkm bstí eorrbetm, sh bstí bstmdib, y sh ims phkzms bstík `b meubr`o eok im `habkshõk `b tudo.
`) Mihvhm im tbkshõk, msbnurm eumk`o sb erueb bi tudo, im em`bkm y ims phkzms bstík bk eok`hehõk ciotmktb. b) Mi pokbr im tudbrám bk bi eubiio, bktrm bk bi ebktro `b em`bkm m im `hrbeehõk `b tmknbktb `b `híabtro bxtbrhor. c)
Eumk`o sb hkybetm, sh bs kbebsmrho, sb pub`b mpihemr ukm prbshõk `b abkos `b =66 p psh sh mi shstbam `b eoaprbshõk, pmrm iibvmr bi tudo mi hkybetor. Mktbs `b mpihemr im eoaprbshõk, jmy qub msbnurmr qub bi tudo ym jmdám eruzm`o bi ebktro `b hkybetor. Rk `hsposhthvo `b trmeehõk `b tudbrám pub`b myu`mr m bstb proebso.
n) Eumk`o bi tudo jm eruzm`o totmiabktb bi cok`o `b hkybetor y bktrm`o mi strhppbr, mgustm im trmeehõk mi aákhao 266 psh. j) Uh im prbshõk `b emdbzmi `b pozo bstí abkos `b =666 psh, mgustm im tbkshõk m 266 psh< y sh im prbshõk `b pozo bstí aís `b =666 psh, mg÷stmio sbn÷k bi nrícheo. h)
Im em`bkm jmy qub bstmr bk bi ebktro `b hkybetor. @bspuès `b qub bi tudo jm bktrm`o mi strhppbr, odsbrvm qub sh ios bspmehos `b mirb`b`or sok hnumibs.
g)
Uh bi eubrpo `b em`bkm bs eurvo, y rbvhsm im poshehõk `b eubiio `b nmkso. Bi tudo jmy qub bstmr bk bi ebktro `b em`bkm, ko jmy qub bxhsthr eurvm `b coram U o eurvms `bamshm`ms eortms.
l)
Amktbkhahbkto propho pub`b rbsbrvmr thbapo pmrm bihahkmr mvbráms, im hkspbeehõk `b bxtbrhorh`m` `b pmrtb rotmktb y emadho `b eoapokbktbs vhbgos myuk`mk m bihahkmr im mpmrhehõk `b prodibams.
Hkshstb `b opbrmr sbn÷k btmpms eorrbetms `b vbrthemr bi eubiio, bihahkmrí bi thbapo hkvíhh`o emusm`o por roto `b tudo y eoghkbtb. Ios cbkõabkos `b io shnuhbktb bstík rbimehokm`os eok eok`hehõk `b poshehõk `b eubiio `b nmkso7 5-26
Amkumi `b Opbrmehõk y Amktbkhahbkto
HKXBEPOT
m) Im em`bkm ko pub`b opbrmr bk ebktro `b `hmposhthvm< d) Ims cubrzms `b ehihk`ros `b `os im`os `bi shstbam `b eoaprbshõk ko bstík bquhihdibs. e)
Tuh`o `b em`bkm ko bstí korami `urmktb im opbrmehõk.
`) Bk bi tudo jmy ehemtrhz o `mýo. b) Rk im`o `b eoapokbktb `b sbiio `bi strhppbr bstí auy `bsnmstm`o< c) Im tmpm o cok`o `bi shstbam `b trmeehõk bstí hkorami.
Mtbkehõk Uh bi `mýo `bi hkybetor emusm qub bi dmsth`or kueibmr y bi ebktro `b dmsth`or bxtbrko sb rbeihkm o ko bkcrbktm bxmetmabktb mi ebktro, ko vm m sbr mgustm`o por eubiio `b nmkso, y bso vm m `mýmr im em`bkm, shstbam `b trmeehõk y im tudbrám ahsam, jmy qub eoktmetmr hab`hmtmabktb eok tèekheos `b sbrvheho `b Gbrbj.
5.8 HKUPMI HKUPMIMEHÕK MEHÕK X RUO @B EMIERIM EMIERIM@OT(OV @OT(OVEHOKMI) EHOKMI)
Chn. 5-48 @hmnrmam `b hkstmimehõk `b emieuim`or `b hkybetor =
Amkumi `b Opbrmehõk y Amktbkhahbkto
5-2=
HKXBEPOT
Mtbkehõk =) Bi emieuim`or hkstmim`o m poshehõk pub`b bxmahkmr bxmetmabktb im procuk`h`m` `b tudo< 4) Mgustm im tubrem `b mgustmehõk bk coto 5-48, y jmz im rub`m bkcrbktb `b emieuim`or bk ebktro `b im tudbrám< 5) Uh im prbshõk ko bs suchehbktb, jmy qub mgustmr im mstm `b mgustmehõk `b tbkshõk eok aubiib bk im coto 5-56< 0) Tbvhsm qub sh jmy nrmsm bktrb em`bkm y bknrmkmgb. 2) Tbvhsm im eok`hehõk `b mdrmshõk `b rub`m `b emieuim`or, jmy qub emadhmrio eumk`o im mdrmshõk `bi `híabtro miemkeb 83.82aa. 3) Tbvhsm sh bi meopim`or bstí rbimgm`o.
Chn. 5-56 @hmnrmam `b Hkstmime Hkstmimehõk hõk `b Emieuim`or `b Hkybetor 4
5-24
Amkumi `b Opbrmehõk y Amktbkhahbkto
HKXBEPOT
5.=6 AMKPBKHAHBKPO 5.=6.=AOPOT Im cunm hktbrkm sb subib mpmrbebr eumk`o ehreuim bk mitm vbioeh`m`. Vmrm mrrmkemr bk thbapo cráo, sb `bdb prbemibktmr bi shstbam y im rotmehõk `b aotor `bdb hkhehmr bk vbioeh`m` ibktm.
Mimram Bk to`o aoabkto amktbkbr im tudbrám `bi hkybetor `b aotor eok ciugo `b im iákbm `b `rbkmgb. 5.=6.4 CHIPTO Ios bibabktos `b chitros `bdbk sbr rbbapimzm`o eumk`o bi hk`hem`or `bi chitros sb mimram. Eumk`o bi hk`hem`or imkzm mimram, ims hapurbzms bktrmrík mi aotor m trmvès `b im `bsvhmehõk. Vor io tmkto, jmy qub rbvhsmr bi hk`hem`or `b chitro `hmrhmabktb b hkab`hmtmabktb ukm vbz qub io mrrmkem. Ios bibabktos `bdbk sbr rbbapimzm`os `bspuès `b 566 jorms `b opbrmehõk
.
Mtbkehõk Im amknubrm `b eokbetorbs bs uko `b ios oránbkbs `b suehb`m`. Jmy qub pokbr protbetor eumk`o ios eokbetorbs ko bstèk bk sbrvheho y ihaphmrios mktbs `b eokbetmrios. 5.=6.5 5.=6 .5 SÍISRIM @B DM DMIMKEB IMKEB Síivuim `b dmimkeb cukehokm eoao rbtmr`m`or m eok`hehõk `b qub bi aotor bstè cubrm `b eoktroi m emusm `b pbso `b im tudbrám.
Mimram Amkumi `b Opbrmehõk y Amktbkhahbkto
5-25
HKXBEPOT Ko mgustb ims víivuims `b dmimkeb. @bdh`o m su `hsthkthvo, ko bstík hkeiuh`os bk bi miemkeb `b sbrvheho. Eumiquhbr `mýo m ims víivuims emusmrí m eokcushõk `b cukehokbs `b opbrmehõk. 5.=6.0 EHIHK@TOU JH@TÍRIHEOU Ios ehreuhtos sok eoktroim`os ab`hmktb pmktmiim `b eoktroi `bktro `b im emdhkm `b opbrmehõk. Im cunm sb subib mpmrbebr bk guktm `b vístmno y sbiio `b phstõk `b ehihk`ros. Tbvhsm amtbrhmi mdrmshvo bk vmrhiims `b phstõk, sh bi ehihk`ro bstí bk dubkm coram, soio jmeb cmitm rbbapimzmr bi sbiio. Uh bi ehihk`ro ko bstí bk dubkm coram, (Vor bgbapio, vmrhiim `odim`m, phem`urm `b ehihk`ros y eokbetorbs, cunm `bi bxtbrao `b vmrhiim bk sbiios `b ihaphm`or), jmy qub rbbapimzmrio.
Mtbkehõk Vmrm sbrvhehos `b ehihk`ros, jmy qub `bsemrnmr prbshõk `b meuauim`or eok mktbimehõk (nhrm im amknm m im `hrbeehõk jorhzoktmi `b tudbráms). Bk bi uso korami `bdb ebrrmr im víivuim `b doim.
Ubm amktbkbr o emadhmr bi eokbetor `b amknubrm jh`ríuihem `mým`m, bi mhrb bktrb bk bi ehihk`ro jh`ríuiheo. @bspuès `b em`m trmdmgo, bs kbebsmrho qub bsempb mhrb `b ehihk`ro jh`ríuiheo. Vor cmvor, shnm ios shnuhbktbs pmsos７ m) Eokchramr bi hkybetor ko bstí bk uk bstm`o `b trmdmgo d) Eokchramr bi hkybetor bstí eonhbk`o `b tudo `b ao`o qub bi ehihk`ro `b eoaprbshõk sb pub`b mdrhr. e)
Mdrb to`ms ims víivuims `b prbshõk `b ios ehihk`ros `b eoaprbshõk y ocrbeb im prbshõk `b eoaprbshõk 466~566VUH.
`) Uubitb ibktmabktb bi eokbetor `b amknubrm jh`ríuihem bi qub aís ebrem `b bi ehihk`ro `b eoaprbshõk pmrm bsempmrsb bi mhrb, jmstm qub ims durdugms `b mhrb `bsmpmrbebk y sb smib mebhtb jh`ríuiheo bstmdib< Uh ko jmy durdugms `b mhrb cubrm, pub`b muabktmr ibktmabktb im prbshõk jmstm qub ims durdugms `b mhrb sb smib. b) Eumk`o sb smib mebhtb jh`ríuiheo bstmdibabktb y shk durdugms, sb pub`b mprbtmr eokbetor. 5.=6.2 MERARIM@OTBU Ios meuauim`orbs bk bi hkybetor shrvbk pmrm eoapbksmehõk y miamebkmgb `b prbshõk. Vrbemrnm`m eok 226psh `b im prbshõk `b khtrõnbko.
5-20
Amkumi `b Opbrmehõk y Amktbkhahbkto
HKXBEPOT
Mtbkehõk =) Mktbs `b trmdmgmr kbebshtm rbvhsmr im prbshõk `b khtrõnbko `b meuauim`or< 4) @bsemrnub to`m prbshõk jh`ríuihem mktbs `b amktbkhahbkto y rbpmrmehõk. (Bi amkno `b im víivuim `b doim `b smih`m `bi meuauim`or sb nhrm m im `hrbeehõk pmrmibim m ims iákbms eorrbspok`hbktbs, Eoao sb aubstrm bk im chnurm .) Bk bi uso korami `bdb ebrrmr im víivuim `b doim.
Chn. 5-54 Meuauim`or
Mtbkehõk Ko quhtb meuauim`orbs eumk`o hkybetor bstí eokbetm`o eok pmqubtb `b bkbrnám. to`m prbshõk `b iákbm y meuauim`orbs mktbs `b sbrvheho.
@bsemrnub
Mktbs `b mdrhr mdrhr bi meuauim meuauim`or, `or, `bsemr `bsemrnm nm to`o bi khtrõ khtrõnbko. nbko.
Amkumi `b Opbrmehõk y Amktbkhahbkto
5-22
HKXBEPOT 5.=6.3 EM@BKMU Im cmitm `b iudrhemehõk m`beum`m bk opbrmehõk emusmrí bi cmiio prbam`uro `b em`bkm. Ims em`bkms `bdbk sbr imvm`ms m prbshõk pbrhõ`hemabktb m chk `b quhtmr pmrtáeuims mdrmshvms m`jbrh`ms.
Mtbkehõk =)
Ko ihaphb ims em`bkms eok vmpor.
4)
Jmy qub iudrhemr eokgukto `b em`bkm mktbs `b trmdmgo, `bspuès `b ihaphbzm `b em`bkm o em`m 266 abtros `b cukehokmahbkto. Msbnurm qub im em`bkm sb iudrhem dhbk mktbs `b ebrrmr im iudrhemehõk `b em`bkm.
5)
Uh im em`bkm ko bstí suchehbkt suchehbktbabktb babktb iudrhem`m, im em`bkm `b hkybetor sb nbkbrmrí ruh`o.
5.=6.> DIO]RBO @B VHKWMU Bi tmamýo `b phkzm bstí `bpbk`hbktb `b ios `híabtros tuduimrbs. Im tudbrám hkeorrbetm `bsnmstb aís ims phkzms, guktms, eoghkbtbs, bktrb otros rbpubstos. .
MPBKEHÕK Im phkzm `bsnmstm jmstm ehbrto pukto, im kbebshtm `b susthtuhr m thbapo, Uh io jmeb pub`b provoemr ibshokbs `b tudbrám cibxhdib.
Aèto`os `b @btbeehõk `b @bsnmstb `b ims Vhkzms7 Rthihzm bi pmio eok uk tmamýo hnumi qub im phkzm pmrm `btbetmr bi rm`ho, Uh bi vmior ab`h`o bs abkor qub bi vmior aákhao `b I bk im tmdim shnuhbktb, Kbebshtm susthtuhr im phkzm.
5-23
Amkumi `b Opbrmehõk y Amktbkhahbkto
HKXBEPOT
Bspbe. @b Vhkzms (hk)
Smior Vbrahth`o (hk)
=.42
=.08
=.2
=.532
=.>2
=.40
4
=.==2
4.5>2
6.84>
4.:>2
6.3>>
Pmamýo Tbmi `b Vmio σ(hk)
Smior aák. 1Smior Vbrahth`o +Pmamýo Tbmi `b Vmio
Mtbkehõk Uh kbebshtm ios pmios `b prubdm, por cmvor eoaukhem eok ios vbk`b`orbs `b Gbrbj.
V/K `b Vmio `b Vrubdm７ Bspbe. `b Vmio `b Vrubdm
V/K
Kotms
=.42
A0666=482=
Bgb `b Ab`hehõk(=.42 Vuinm`m)
=.2
A0666=480:
Bgb `b Ab`hehõk(=. 2 Vuinm`m)
=.>2
A0666=4824
Bgb `b Ab`hehõk(=.>2 Vuinm`m)
4
A0666=4826
Bgb `b Ab`hehõk(4 Vuinm`m)
4.5>2 4.:>2
A0666=4808 A0666=480>
Bgb `b Ab`hehõk(4.5>2 Vuinm`m) Bgb `b Ab`hehõk(4.:>2 Vuinm`m)
Amkumi `b Opbrmehõk y Amktbkhahbkto
5-2>
HKXBEPOT 5.=6.: UHUPBAM UHUPBAM @B M MEEHOKMAHBKPO EEHOKMAHBKPO Mktbs `b trmdmgmr em`m vbz, `bdbk rbvhsmr bi khvbi `b mebhtb iudrhemktb `b rb`uetor. Uh bi khvbi `b mebhtb bs `bamshm`o dmgo, pub`b emusmr `mýos mi shstbam `b eok`ueehõk. Vroebso `b Hkspbeehõk m) @bsemrnub mebhtb iudrhemktb `b rb`uetor y eoaprubdb sh jmy pmrtáeuims abtíihems. d) Tbthrb bi aotor y bi crbko b hkspbeehokb qub to`ms ims eimvbs ko bstík `mým`ms. e)
Ub me meubstm ubstm b bii hkybeto hkybetor, r, sb qub`m bi im`o `b ao aotor tor jmeh jmehm m mrrhd mrrhdm. m.
`) Tbthrb im drh`m `bi aotor y eoaprubdb ios bknrmkmgbs y ro`mahbktos pmrm `mýos. b) Tbiibkb bi " Pmdim `b amktbkhahbkto `bi shstbam `b cubrzm `bi hkybetor"(Pmdi hkybetor"(Pmdim=)y m=)y bkvábim m ios hknbkhbros `b post-vbktm `b Gbrbj. c)
Subivm m aoktmr bi shstbam `b cubrzm.
n) Hkybetmr mebhtb rbeoabk`m`o bk bi rb`uetor y ionrmr bi khvbi m`beum`o.
Mtbkehõk Dmsmk`o bk im tmdim `b amktbkhahbkto `bi shstbam `b meehokmahbkto `bi hkybetor, hkspbeehokm bi bquhpo pbrhõ`hemabktb. Eoktmetb eok bi tèekheo `b post-vbktm pmrm eokchramr bi thbapo `b rbpmrmehõk.
5.== TBSHUHÕK EOT@HMI 5.==.= MKPBU @B OVBTMEHÕK m) Bknrmsm to`os ios eoghkbtbs `b em`bkms hkbrtbs eok nrmsm `b authcukehokb authcukehokbss `b ihtho. d) Bknrmsm to`os ios ro`hiios `b eubiio `b nmkso y eoghkbtbs `b rub`m `b nuám eok nrmsm `b authcukehokbss `b ihtho. authcukehokb e)
Tbvhsm bi iudrhemktb `b rb`uetor bstí suchehbktb y ko bstí cmiim`o.
`) Tbvhsm qub bi eubiio `b nmkso bstí bk bi ebktro. Odsbrvm im em`bkm `bs`b im pmrtb supbrhor `bi hkybetor, y odsbrvm im zokm eoktmetm`m `b em`bkm y tudbrám. b) Bxmahkm qub im eoktrmtubrem `b sbksor `b emrnm sb subitm jmstm im `hstmkehm sbnurm, bvhtmk`o hkciuhr im ab`hehõk. c)
Tbvhsm qub im pmrtb eoktroi bstí bk im poshehõk `b mrrmkqub sbnurm.
n) Bxmahkm ko jmy khkn÷k cunm jh`ríuihem bk im pmrtb bxtbrhor. 5-2:
Amkumi `b Opbrmehõk y Amktbkhahbkto
HKXBEPOT
j) Tbvhsm qub ko bstí subito bi torkhiio ihahtm`o `b phkzm y bi phk ihahtm`o `b phkzm ko bstí `mým`o. h)
Bxmahkm qub bi eoghkbtb `b eoaprbshõk ko bstí `mým`o, y ko jmy cunms `b nrmsm iudrhemktb bk im pmrtb sbiim`m.
Mtbkehõk =) Mktbs `b mrrmkemr im ukh`m` `b bkbrnám, jmy qub msbnurmr qub to`os ios eoktroibs bstèk sbnuro, prbpmrm`o pmrm mrrmkemr, y km`hb bstík trmdmgmk`o bk hkybetor o kh eok ims amkos bk bi hkybetor. 4) Tbvhsb pmrm eokchramr qub to`os ios ab`h`orbs sb qub`bk bk ebro (6.6) (emadhb im víivuim `b eoktroi bk bi ehreuhto pmrm `bsemrnmr prbshõk `b ab`h`orbs). Tbbapimeb to`os ios ab`h`orbs mvbrhnum`os. 5) Hkeiuso bi `bsnmstb `b 6.2aa bk im supbrchehb rbsuitmrí im cmiim `bi eoghkbtb `b eoaprbshõk. Madms supbrchehbs `b im pimem `bsihzmktb sb pub`bk uthihzmr, sb pub`b uthihzmr vubitms sh bs kbebsmrho. 0) Uõio sb pub`b ebktrmihzmr im tudbrám qub vm m bktrmr bk bi pozo eok bi eubiio `b nmkso, sh sb emadhmk bi `híabtro bxtbrhor y bi bspbsor, jmy qub mgustmr bi eubiio pmrm msbnurmr qub bstí bk bi ebktro. @bdb msbnurmr qub bstí bk bi ebktro mktbs `b em`m trmdmgo.
5.==.4 @BUVRÈU @BUVRÈU @B MTTM MTTMK]RB K]RB m) Tbvhsm to`ms ims cukehokbs `bi hkybetor. d) Tbvhsm ims shtumehokbs jh`ríuihems y kbuaíthems, msbnurmk`o qub to`os ios eokbetorbs bstík e)
dhbk eoktmetm`os y shk cunms. Bk im pmrtb `b cunm `bdb emadhmr bi mkhiio `b sbiio (eokbetor). Tbvhsb iudrhemehõk `b puivbrhzmeh puivbrhzmehõk õk `b hkybetor
`) Bxmahkm ims shtumehokb shtumehokbss `b ehihk`ro `b eoaprbshõk, bi ehihk`ro `b tbkshõk, bi aotor, bi crbko, y bi rb`uetor. b) Eumk`o bi hkybetor bstí rotmk`o, rbvhsb chitros aoktm`os bk amkhcoi` prhkehpmi `b prbshõk. Po`os ios chitros thbkb ukm víivuim hktbnrmi `b `brhvmehõk y uk hk`hem`or vhshdib `b `brhvmehõk. Eumk`o bi hk`hem`or `b chitro prbsbktm rogm, ios bibabktos `bdbk sbr rbbapimzm`os c)
Odsbrvm sh jmy `mýos vhshdibs bk im em`bkm `b hkybetor y ios phkzms `b eoaprbshõk.
n) Odsbrvm qub ios eoghkbtbs `b rub`m `b em`bkm `b hkybetor sb nhrmk dhbk.
Amkumi `b Opbrmehõk y Amktbkhahbkto
5-28
HKXBEPOT
Mtbkehõk Mgustb im prbshõk `b eoaprbshõk m 6 VUH, y im tbkshõk `b em`bkm m 266 VUH, sb pub`b rbvhsmr ims pmrtbs mktbrhorbs nhrmk`o im em`bkm `bspmeho. Tbvhsm ims shtumehokbs `b opbrmehõk `bi hkybetor eumk`o dmgm m 36 abtros mi pozo. Uh smitm bi ehihk`ro `b eoaprbshõk o jmy ruh`os bk im em`bkm `b hkybetor, `bdb rbvhsmr im ebktrmihzmehõk `bi eubiio.
5.==.5 @BUVRÈU @B OVBTMEHÕK m) Ihaphb to`ms ims pmrtbs `bi bquhpo. d) Jmnm iudrhemehõk pmrm em`bkms y phýokbs. e)
Tbvhsb pmrm bvhtmr cunms bk im pmrtb bxtbrhor.
Mtbkehõk @bdb rbmihzmr bi amktbkhahbkto eumk`o bi aotor sb pmrm y bi shstbam jh`ríuiheo sb `bsemrnm im prbshõk tormiabktb.
5.==.0 TBSHUHÕK UBAMKMI (EM@M >4 JOTMU @B OVBTMEHÕK) m) Bknrmsm to`os ios eoghkbtbs `b rub`m hkbrtbs, ims rub`ms `b eubiio. d) Bxmahkm im shtumehõk `b `bsnmstb bk im em`bkm `b hkybetor, phkzms `b eoaprbshõk, pimems `bsihzmktbs. e)
Msbnurmk qub to`ms ims pmrtbs `b eoaprbshõk (eoao torkhiios, tubrems, phkbs) bstík dhbk sugbtm`ms. Ub torkhiim m`beum`mabktb sh bs kbebsmrho.
`) Tbvhsm qub ko sb subitm bi mkhiio hktbrhor `bi eoghkbtb `b tbkshõk. 5.==.2 TBSHUHÕK ABKURMI (EM@M 566 JOTMU @B OVBTMEHÕK) m) Emadhm y ihaphm ios chitros jh`ríuiheos udhem`os bk ims `os tudbráms `hkíahems `b hkybetor. d) Tbvhsm bi khtrõnbko `b meuauim`or bk bi shstbam `b eoaprbshõk `b hkybetor. 5.==.3 IRDTHEMEHÕK (@HMTHM) m) Eudrb to`os ios pbrkos y vmrhiims bxpubstms eok mkthm`jbrbktb d) Jmnm iudrhemehõk pmrm to`os ios pmsm`orbs `b ims dhsmnrms bk coram `b puivbrhzme puivbrhzmehõk hõk e) Iudrhem ims em`bkms y eoghkbtbs `b eoaprbshõk. 5-36
Amkumi `b Opbrmehõk y Amktbkhahbkto
HKXBEPOT
5.==.> VTOEBUO VMTM I HAVHBWM @B URVBTCHEHB @B VHKWMU @B EOAVTBUHÕK m) ]uhtb y ihaphb ims phkzms `b hkybetor. d) Hkybetm ims mrbkms m im pmrtb hktbrhor `b phkzms eok ims mrbkms `b #= o #4 (36｛=46 amiims `b mrbkm chkm) jmstm qub iibnubk m minukm mspbrbzm, io eumi `bpbk`b `bi bquhpo `b hkybeehõk y im mspbrbzms `b mrbkm. e)
Ihaphb to`ms ims mrbkms `b ims phkzms
Mtbkehõk Uh ims phkzms sb uthihzmk por imrno thbapo y sb `bsnmstm nrmvbabktb, emusmk`o bi `bsihzmahbkto `b tudbráms, io abgor bs trmtmr im supbrchehb `b phkzms `b meubr`o eok bi proebso mktbrhor, o emadhmr ims phkzms.
Amkumi `b Opbrmehõk y Amktbkhahbkto
5-3=
HKXBEPOT Pmdim Pm dim `b Amktbkhahbkto Amktbkhahbkto `bi Uhstbam `b Meeh Meehokmahbkto okmahbkto ` bi Hkybetor @bdb iibkmr bstm tmdim por em`m cukehokmahbkto `b 466 judo`oabtbrs (vmior hk`hem`o bk eubktmlhiõabtros). Ao`bio `b Tb`uetor ７ K÷abro `b Ubrhbs `b Hkybetor ７ Smior Hk`hem`o bk Eubktmlhiõabtros７ Uhtumehõk `b Iudrhemktb `b Tb`uetor ７ Pmamýo Aíx. `b Vmrtáeuims Abtíihems ▭Ub
eoktmahkm bi iudrhemktb ▭Ub qubam y sb jubib ▭ Bstí j÷ab`o ▭ Oior `b mebhtb korami
Mtbkehõk Bs korami qub bxhstbk auejms pmrtáeuims abtíihems pbqubýms bk bi iudrhemktb.
Eok`hehõk `b Tmkurm Umih`m `b Aotor Bktrm`m `b Crbko Umih`m `b Crbko Bktrm`m `b Bgb `b Eok`ueehõk Umih`m `b Bgb `b Eok`ueehõk
5-34
Phpo `b @bsnmstb
Vrocuk`h`m` Bsemiokm`m
Mdrmshõk pimkm/Coram `b rbiog `b mrbkm Mdrmshõk pimkm/Coram `b rbiog `b mrbkm Mdrmshõk pimkm/Coram `b rbiog `b mrbkm Mdrmshõk pimkm/Coram `b rbiog `b mrbkm Mdrmshõk pimkm/Coram `b rbiog `b mrbkm
Mdrmshõk pimkm pimkm
Coram `b rrbiog biog `b mrbkm
Amkumi `b Opbrmehõk y Amktbkhahbkto
HKXBEPOT
Mtbkehõk Uh im procuk`h`m` `b `bsnmstb bk im supbrchehb `b phýokbs supbrm m 6.52aa, sbrík `bsnumzm`os, y eoktmetb eok bi tèekheo `b post-vbktm `b Gbrbj.
Eok`hehokbs `b hkspbeehõk `b ios mpmrbgos `b rb`uetor7 Im prhabrm btmpm7 ▭cmitm`o ▭ Im
`b `hbktbs
runosh`m` supbrchehmi
▭ @bspbnub ▭ Uupbrchehb
abemkhzm`m
▭ memdm`o
`b bspbgo
abemkhzm`m
▭ memdm`o
`b bspbgo
Im sbnuk`m btmpm7 ▭cmitm`o ▭ Im
`b `hbktbs
runosh`m` supbrchehmi
▭ @bspbnub ▭ Uupbrchehb
Amkumi `b Opbrmehõk y Amktbkhahbkto
5-35
HKXBEPOT Pmdim Pm dim `bpropu bstm pmrm Amktbkhahbkto Amktbkhahbkto Tbnuimr Tbnuimr `b ` b HHkybetor kybetor Eheio `b Amktbkhahbkto @bspuès Em`m Lhiõabtros Mktbs `b `b Abs cukehokm`os/Judo`oabtbrs Opbrmehõk opbrmehõk
=. Tbvhsb pmrm sbnurmr to`ms ims `b im víivuim `b eoktroi bstí bk ukm poshehõk `b mrrmkqub sbnuro 4. Tbvhsb to`ms ims tudbráms, eokbxhokbs, eokbxhokb s, ehihk`ros jh`ríuiheos y otros qub ko jmy cunms 5. Tbvhsb sh sb pbr`b o jmy `mýo im phkzm y bi phk 0. Tbvhsb sh jmy `mýos im em`bkm, im phkzm y pimem `bsihzmktb 2.Bxmahkm qub bi eoghkbtb `b eoaprbshõk ko bstí `mým`o, y ko jmy cunms `b nrmsm iudrhemktb bk im pmrtb sbiim`m. 3. Tbvhsb sh jmy `mýo bi phýõk >. Tbvhsb chitros bk iákbm `b prbshõk prhkehpmi :. Tbvhsb eok`hehõk `b poshehõk `b eubiio `b nmkso 8. Tbvhsb sh sb cukehokm dhbk rub`m `b eubiio `b nmkso
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5-30
Amktbkhahbktos
=6. Bxmahkb qub im eoktrmtubrem `b sbksor `b emrnm sb subitm jmstm im `hstmkehm sbnurm ==. Bxmahkb sh jmy coem o `mýo hk`hem`or jh`ríuiheo / bibetrõkheo =4.Tbvhsb sh jmy `bsnmstb o `mýos ehkejms y nrhiibtbs =5. Tbvhsb sh bi mkhiio hktbrhor `bi eoghkbtb `b eoaprbshõkbstí subito =0. Tbvhsb ims phkzms y bknrmsm ims em`bkms =2. Tbvhsb sh jmy `mýo bi amreo y dmsb `bi hkybetor Amkumi `b Opbrmehõk y Amktbkhahbkto
HKXBEPOT
Eheio `b Amktbkhahbkto @bspuès Em`m Lhiõabtros Mktbs `b `b Abs cukehokm`os/Judo`oabtbrs Opbrmehõk opbrmehõk
Amktbkhahbktos
=3. Tbvhsb sh sb cukehokm dhbk bi
●
●
=66 =66 466
466
466 :66
shstbam iudrhemktb `bi hkybetor =>. Bxmahkb sh sb amkthbkb m prbshõk `b prbemrnm `bi meuauim`or `bi hkybetor =:. Emadhb iudrhemehõk `b rb`uetor por im prhabrm vbz =8.Emadhb iudrhemktb `b eoghkbtb `b tbkshõk 46. Tbvhsb bi shstbam `b meehokmahbkto 4=. @bmnumeb im em`bkm, rbmiheb `btbeehõk `b `bcbetos pmrm pimem `b `bsihzmahbkto(Hkspbeehõk por pmrtáeuims amnkèthems y prubdms `b uitrmsokh`o) 44. Emadhmr bi bibabkto `b chitro `b mitm prbshõk 45. Hkspbeehokmr bi shstbam `b meehokmahmkto `bi hkybetor
Kotms7 Uh jmy ruh`os `bspuès `bi cukehokmahbkto `bi bquhpo, `bdb pmrmrio pmrm im bxmahkmehõk o bxmahkmrio cukehokmk`o `bspmeho. Vor cmvor, eoktmetb eok bi tèekheo `b post-vbktms `b Gbrbj.
Amkumi `b Opbrmehõk y Amktbkhahbkto
5-32
HKXBEPOT Õr`bkbs `b Tbpubsto Tbpubstoss (Mi jmebr im or`bk, por cmvor hk`hqub bi k÷abro `b sbrhb `bi pro`ueto.) Eihbktb７
Cbejm７
Eoktmeto７
K÷abro `b Ubrhb７
K÷abro `b Tb Tbpubsto pubsto s
Kotms
Em Emkth kth `m`
Kotms7 Vub`b eoktmetmr eok pbrsokm `b vbktms `b Gbrbj pmrm or`bkmr bi lht `b rbpmrmehõk `bi bquhpo `b meubr`o eok im kbebsh`m`. GBTBJ Pbiècoko７066-:=4-8=56 Cmx.７:3-252-3>45=>= GBTBJ
5-33
Amkumi `b Opbrmehõk y Amktbkhahbkto
HKXBEPOT
@BEIMTMEHÕK
Uhk bi pbrahso `bi mutor sb projádb pimnhmr, eophmr o bxtrmetmr eumiquhbr pmrtb `b bstb amkumi. Pbkbaos rbsbrvm`o bi `brbejo `b mutor b hk`mnmaos eumiquhbrm hkcrmeehõk.
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