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Bhieiahc ‗ 32´ Cki

Lhgjc Liroctvc

2631/263: ]kh`c`m 2 ‗ Houkh`c`m m Giktriei `m @imkács Cssuki ‗ Houkh`c`m Hkctc m Houkh`c`m C`quhrh`c Ibdmtvis4 Gioprmmk`mr omgckhsois `m rmspistc houkhtãrhc.

Arupi H

C rmspistc hklcoct÷rhc è uoc smquäkghc giopemxc `m cgiktmghomktis qum mkvievm ouhtcs substâkghcs quïohgcs m gèeuecs. Rmsuoh`comktm pi`m `msgrmvmr-sm `i smauhktm oi`i4 cs bcgtèrhcs emsco is ehehbm bmrt rtco co om om`h `hc` c`ir irms ms qu quïo ïohg hgis is qu qumm hkhg hkhghc hco o c hklcocáçi, tmk`i gioi rmsuetc`i c `mstruháçi `cs bcgtèrhcs. C aurc 3 rmprmsmktc i prigmssi `msgrhti.

tmgh`is

(Rmrc`c `m   www.oi`mrkc.gio.br/oi`mrkc/`h`cgis/mo/bhieiahc/tmo csbhi/trckspcrmkghcs/gmeuecsY30.p`)

m

Lha. 3

3.  Pmk`i pir bcsm c aurc 3, gieiqum pir ir`mo cs emtrcs

h`mkgco cs crocáýms smauhktms, rmspmhtcktms ci omgckhsoi `m uoc rmspistc hklcoct÷rhc, `m oi`i c mstcbmemgmr c smquäkghc ttmmopirce ggi irrmtc. G Gi iomgm (C) Mktrc`c `m ohgrirackhsois ki irackhsoi (B) C ehbmrtcáçi `m jhstcohkc irhahkc c vcsi`hectcáçi. (G) Vri`uáçi `m jhstcohkc pmeis ocst÷ghtis. (@) @hamstçi `cs bcgtèrhcs pir mkzhocs ehsiss÷ohgcs. (M) Lhetrcáçi cbuk`cktm `m luh`i pcrc i tmgh`i emsc`i. (L) Cuomkti `c pmromcbheh`c`m `is vcsis sckauïkmis. (A) Oik÷ghtis `hmrmkghco-sm mo ocgr÷cais.

qum

pmec emtrc C.

2. Cs bcrrmhrcs mxtmrkcs, gioi c pmem, `hzmo rmspmhti c omgckhsoi `m `mmsc

   

(C) hkctc, gudc ukáçi è mehohkcr is camktms pctiaèkhgis cp÷s c ssuc uc mktrc`c ki irackhsoi. (B) hkctc, gudc ukáçi è hopm`hr c mktrc`c `is camktms pctiaèkhgis. (G) c`quhrh`c, gudc ukáçi è hopm`hr c mktrc`c `is camktms pctiaèkhgis.

(@) c`quhrh`c, gudc ukáçi è mehohkcr æisoharcáçi camktms pctiaèkhgis c suc mktrc`c ki irackhsoi. 7. @mshakm i mk÷omki girrmspik`mktm `hrmghikce `mcp÷s emug÷ghtis mo rmspistc c arc`hmktms `m `mtmrohkc`is ctirms quïohgis. Suhohitcxhc 0. Rmecvcomktm ci hktmrmrçi, smemghikm c cetmrkcvc qum gecsshgc girrmtcomktm cs crocáýms qum sm

smaumo4 3- È uoc pritmïkc ckohgribhckc ckohgribhckc,, pri`uzh`c pir gèeuecs hkmtc`cs. 2- Hk`uz gèeuecs `i irackhsoi c pri`uzhr pritmïkcs ckvhrchs. 7- È uo omgckhsoi `m `mmsc mspmgïgi mspmgïgi..

   

(C) 3 è vmr`c`mhrc> 2 m 7 sçi cescs. (B) 3 m 2 sçi vmr`c`mhrcs> 7 è cesc.

(G) 2 m 7 sçi vmr`c`mhrcs> 3 è cesc. (@) 7 è vmr`c`mhrc> 3 m 2 sçi cescs.

=. Lcác girrmspik`mr c gc`c uoc `cs emtrcs (`m C c M) `c gieukc H, qum h`mkgco crocáýms, cpmkcs

uo `is kôomris (`m 3 c :) `c gieukc HH, qum h`mkgco gikgmhtis. Msgrmvc kc iejc `m rmspistcs, cpmkcs cs emtrcs m is kôomris girrmspik`mktms. ]ehzm gc`c emtrc m gc`c kôomri cpmkcs uoc vmz.

 

Gieukc H

Gieukc HH (3) Ehk÷ghtis

(C (C)) Gè Gèeu euec ecss gio gio me memv mvc` c`cc gcpc gcpcgh gh`c `c`m `m cai caigï gïg gc, c, qu qumm rmsu rmsuet etco co `c (2) Ocgr÷cais (7) Bcs÷eis `hmrmkghcáçi `hmrmkghcá çi `m oik÷ghtis. (B) Wmgrmáçi giktmk`i substâkghcs t÷xhgcs pcrc ouhtcs bcgtèrhcs. (G) Wmrms cgmeuecrms, hkgcpczms `m sm rmpri`uzhrmo cutikiocomktm. (@) Gèeuecs mmtircs `c houkh`c`m mspmgïgc (M) Wmgrmáçi gio pJ bchxi qum octc ouhtis ohgrirackhsois.

(0) Kmutr÷eis (=) Eãarhocs ( Vãahkc 7 `m 0

 

(G) houkh`c`m pcsshvc kis `ihs gcsis> (@) houkh`c`m cgvc mo 3 m pcsshvc mo 2.  1.7. Rmecvcomkt Rmecvcomktmm cis oèti`is 3 m 2, ki trctcomkti `is rmspmvis `imktms, è vmr`c`mhri crocr-sm

qum (C) 3 è ochs emkti, ocs ochs `urc`iuri `i qum 2> (B) 3 è ochs rãph`i m ochs `urc`iuri `i qum 2> (G) 3 è ochs emkti `i qum 2 m omkis `urc`iuri> (@) 3 è ochs rãph`i `i qum 2, ocs omkis `urc`iuri. 1.7.3- Mxpehqum cs `hmrmkács cpiktc`cs kc qumstçi 1.7.

Vãahkc 0 `m 0