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1. 1 {s[m
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1. 1 Fkfchf frsh tb]fpfh
2. 2 Fkfchf bf7fhfpfh
3. 3 Fkfchf frsh tbqspfh

Fq`bh0f=s fb0fqhf ffy im0f[mkf bwj fkshf pvje fvfimsyf fim0f[mn`b fw]f f6`q`hffhf ffy fhys7`f8:

1. 1 F,skn`s bfwqfys> f9c7s f0fuskfpffimf bv9cf[hjeg
2. 2 Fvfimsyf ffyrskfys f6`qhffhf fufyfi7f bffbh]`shjeg
3. 3 {`szofr f,skn` bhvfzys f6`qhffhf fufyfi7f fvfimsyf bffbh]`shjeg

Fv8fcsh0f fcle f6`pfh> fuheynn` fv8f=s fb0fqhf ffy fnhfycgjhnn` [fh[`fuf fhys7`f8 ltb0fqhjeg:

1. 1 Fv8f f0fuskfpffimf bfimfi`fkfys fb,fhrhtb fkfchtb 9cf[ys
2. 2 Pffyfqs bfkb[ef bkf7`e fb,fhrhtb fkfchtb hskf> bffksh7mfys fq`bhtb ffyuskfhtb hslf

F[fkfh0f f6`kfhffy ffyuskfhfn` yrskfuf fhsvff fkfim0hf bf[`0jeg:

1. 1 Fb0fqhf lfyfkfufkfr ffvsim0f[m
2. 2 Fb0fqhf lfyfkfufkfrq`7mf
3. 3 Fb0fqhf lfkfuffyof

Fq`bh0f=s fnhfycgjhnn` [fh[`fuf fwwfrhf f]fhfn`hf ffy fwtynhblfyn` fvx:

1. 1 Bfp]fetbn
2. 2 Tbq[jbn
3. 3 F-f9cf[efv

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2. 2 Pysr ffyrskfuf lf6`s/`/`fys fwwfrhf bhvfzhjeg
3. 3 Bpysrsvr`f ffyrskfuf lf6`s/`/`fys fwwfrhf bhvfzhjeg

Fosktb6`shi`fhf bfl]`fkje feflf8hf6`f h9s[hf ffvsim0f[m> ffyrskfhfn` rjkjlrf6`f ,ffofpfh> fnhfycgjhnn` [fh[`fuf fhys7`f8 ffyrskfuf fecehf fb0fimf6`shuskfhfps:

1. 1 U`s-fyhskf ltb0fqhjeg> fvfimsyf fh-tbhf f0s9f7syof
2. 2 Fb0fqhf yfuofys> imfgskf bpysrsvr`f fgtlfkm lf6`s/`/`fys ffyrskfhfn` rjkjlrf6`f bh,fhjeg.
3. 3 Ltb0fqhjeg ffyuskfhfn` yrskfuf ,;fkf bim0s[e fhsvffkf.

Bfyskfimwje> vf fkf9i,fhf fysw`umje ffv0fps> fnhfycgjhnn` [fh[`fuf fhys7`f8 lspktb0fqif fkfchf bfkb[hjeg> ffyuskfhfyof f,;mfpffhf:

1. 1 Fkf9i,fhf f6`s9iskfhf bfytbqe
2. 2 Fkf9i,fhf f6`s9iskfhf bfytb]fe

Fvfimsyf ffyrskfhf bf[sk=bffp f6`q`hffhf ffyrskfhfps> fnhfycgjhnn` [fh[`fuf fhys7`f8:

1. 1 Ffyrskfhf lf7`sqhjeg
2. 2 Ffyrskfhf yfbuofhjeg ffyrskfuf f6`s/`/`fhf bv9cf[ref
3. 3 Fb=fh9fuf bhw`fhjeg

Fdnjnhfycgjhnn` [fh[`fuf6`f bhpsimf6`shuskje fnt[ybrfn` f]`fhf6`f byhs6`sh9iys> b7fkjv:

1. 1 Fut;m7mf9c6`f h=s fimfhf f7fpffhf vfwfhf
2. 2 Fut;m7mf9c6`f psh/`/`j f,her vf f,he[fqfr flsv[fhums f7fvpffhf vf b/`/`fvr`f fh[[fhtb> bfhf e,fc> fut;m7mf9c6`f h=s fimfhf f7fpffhtb
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1. 1 Fvfimsyf flbyfvbrfn` rjhbljh
2. 2 Fvfimsyf fq`bhf fhflbec
3. 3 Ppby b7je fvfimsyf f,;mfofhf

Fecehffy flumsk fqf7f f0tk tb9im6`f h,fh> b7fqfn`eb?

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2. 2 B[9vsh7mfr`f fecehf bf7`sqn`eg
3. 3 B[9vsh7mfr`f fecehf bf7`sqys> fjabwbfkn` fpby fyhjekfrm ffvsim0f[m fecehf yfhsuojbn

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1. 1 F,;msn` fhlshuf hb0fhjeg
2. 2 Yfgskf fu`-fyqfhfn` fhlshuf hb0fhjeg
3. 3 Fecehfn` 0s9f[m lytbys b[fkf feff fu`-fyqfhf hb0fhjeg

Fecehf bfkfuffyof> f0s9f= fhb tb9i f6`8shf pye fnhfafhtn 7fhqfhjeg:

1. 1 Byfuoj fecehf6`f bhsprys
2. 2 «F0fkfhf b6`b0sveg»
3. 3 Fvfimsyfhys7`f8 b;`ktb> b[mob> bf,[mob

Ft6crfdfnjhf[m fn`sveff hsyfim0hf 7fkjvf?

1. 1 B7fkjbn> f[f fvfimsyfhys7`f8 bwys
2. 2 B7fkjv
3. 3 B7fkjbn> fyfg[uf8w`f hpby fkf

Ft6crfdfnjh f0sqhf ffy [sv9flf:

1. 1 Fhys7`fufn` [fh[`fuf6`f ptums fecehf bf7`s[n`eg
2. 2 F,hb f,bkt0 f=s tb6`s9[mfoje f0fuskfpffimf6`f ptums hsyfuofhf
3. 3 Fhys7`fufn` [fh[`fuf6`f ptums fytbnhfkn` 0fuskfpffimf hs0fn`eg

Fvt[fybpv fecehfn` 0fuskfpffimf=s fys;mhf 7fkjvf?

1. 1 B7fkjv
2. 2 B7fkjbn
3. 3 B7fkjbn 15-20 vbye0 hs8yeq7f

Ft6crfdfnjh fblfhf if6`e fys;mhf 7fkjvf eb fxsvc7`sk flumsk b6`svpfh.

1. 1 B7fkjbn bfh,fypffkfr f]fhfrshf=
2. 2 Fxsvc7`sk [sv9flf flumskf[m bkfim0n`eg
3. 3 B7fkjbn flumsk f7syn` 1 – 1.5 hskf b]fhfrys

Fvt[fybrfn` nhfycgjhnn` [fh[`fuf fhys7`fimf f,fh0 f[r6`f h7syn` hef bfh,fy f,skn`s f[fh\m tbqfpn`ef?

1. 1 Bfhfpyfr fkfchf fhlehtb fimims]`f fkfchf fhvfzhtb.
2. 2 Fimims]`f fkfchf fhlehtb fimims]`f fkfchf fhvfzhtb.
3. 3 Fimims]`f fkfchf fhlehtb bfhfpyfr fkfchf fhvfzhtb.