ee554c324d5b2ce64e6e3334c48b4944

KpbiTb ana npońM c o6enx ctopoh 3 n. m b KawflOM 2-m p. 3 x 2 m 4 (6) x 1 n. = 86 (106) n. B nocneflHeM p. penbe0-Horo y30pa paBHOMepHO yóasMTb 2 (4) n. = 84 (102) n. Hepe3 49 cm = 132 p. ot waKKapflOBOro y3opa mom cooTeeT-CT8eHHO Ha Bbicoie pe3MHKM 6 cm = 16 p. 3aKpbUb ana ckocob nneaa c o6enx ctopoh 5 (7) n. u b xa>KflOM 2-m p. 1 x 5 n 2 x 6 (3 x 7) n. OflHOBpeMeHHO c 1-m yóaBneHMeM nnena oTno>KnTb ana Bbipe3a ropooBMHbi cpeflHMe 28 (34) n. H OÓe CTOpOHbl 33KOHHMTb pa3fleObHO. flna 3aKpyrneHiiB 3aKpbiTb c BHyrpeH-Hero Kpaa b KawaoM 2-m p. 1 x 4 u 1 x 2 n. 3aKOHHHTb paóOTy aepe3 51,5 cm = 138 p. ot >KaKKapAOBoro y3opa nnM

C00TBeTCT86HH0 Ha BblCOTe p83MHKM

8,5 CM = 22 p.

nepea: BB3aTb, Kax cnMHKy, ho c 6onee rayóoKMM Bbipe30M ropnoBMHbi. floa 3T0T0 Hepe3 45,5 CM = 122 p. OT JK3K-KapaoBoro y3opa mcm cooTBeTCTBeHHo Ha BbicoTe pe3HHKH 2,5 cm = 6 p. ottio->KMTb cpeflHMe 20 (26) n. m 3aKpbiTb b KawflOM 2-m p. 4 x 2 m 2 x 1 n.

PyKaBa: KpecToo6pa3HbiM HaćopOM Ha6paTb 3eneH0H HMTbio 67 (71) n. u bB33Tb b yK33aHHOM nocneflOsaTenb-HOCTM, npM 3T0M b nooieflHeM p. >K3K-KapflOBoro y3opa paBHOMepHO npnóa-BMTb 5 n. = 72 (76) n. B«3aTb pe/ibec{3-HbiO y3op c/ieayioiflMM o6pa30M: Haan-HaTb c kpom. m neTenb ot CTpenKM A (C), noBTopaTb pannopT, 3aKaHHMBaTb neTnsMH flo CTpeoKM B (D), kpom. flna ckoco8 pyKaBa npM6a8MTb c HananoM penbe0Horo y3opa c o6eMx ctopoh nonepeMeHHO b KawflOM 8-m m 10-m p. 7 x (b Kax<flOM 4-m p. 14 x) 1 n. = 86 (104) n., BKmoaaa npMfiaenaeMbie neT-oM b y3op. Ha BbicoTe penbecfmoro y3opa 26,5 cm = 72 p. (21,5 cm = 58 p.) 3axpbiTb floa OKaTa pyKaBa c o6eMx ctopoh 3 n. w b KaacflOM 2-m p. 3 (4) x 2, 15 (14) x 1,1 x2, 1 x3 m 0 (1) x4 n. Ha BbicoTe penbe0Horo y30pa 42 cm = 114 p. (38 cm = 102 p.) 3aKpbiTb ocTaBioMecB 28 (36) n.

C6opKa: BbinonHMTb nneHeBbie iiiBbi: ana BopoTHiiKa nepeeecTM Ha Kpyro-Bbie cnMflbi oT/io>KeHHbie n. m Meway hmmh HaópaTb no 28 (26) n. = 104 (112) n. Bfl33Tb pe3MHKOM TaK, HTOĆbl y3op npoaoniKancn na nepeflHefi m 3aflHew cepeflMHe. Ha BbicoTe bopot-HMK3 24 CM BCe neTJIM 33KpblTb nO PM-cyHKy. BTaeaTb pyKaea, BbinonHMTb ĆOKOBbie LUBbl M UJBbl pyKaBOB. flna OTfle/lKM HaÓpaTb HMTbio UBeTa 3KplO Ha KpyroBbie cnnflbi N° 4,5, a Ha pyxa-Bax Ha synoHHbie cnnflbi no nocneflHe-My p. aoKKapflOBoro y3opa nepeaa, cnMHKM m pyKaBOB M3 Kax<flOM neTnM 1 n., CBB33Tb 1 Kpyr080M p. M3H. M 3aTeM Bce neTnn 3axpbiTb M3H.

CneTHasi cxeMa

I X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

Xj

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

:<

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

x,x

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

XX

X

X

X

X

X

X

X

X

X

X

x!x

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

X

J<

X

X

_LL

s

- MS -----

CxeMa

I	I	I	^11^1			T	i		1	1	I	1	1	1	1	1	JJ	n~	T		1	1	I	I	I
I	I	I	i Lu		i	—	-	p		1	I	1	1	1	1	JJ	T	-	—	T		1	I	I	I
I	I	I	JJ	T	-	-	-	-	T		I	1	1	1	_lj	1	-	-	—	—	l'		I	I	I
I	I	I	T							a.					3							1	I	I	I
I	I	I	1							1	I	1	1	1	1							1	I	I	I
I	I	I	1							1	l	1	1	1	1							1	I	I	I
I	I	I	1							3					3							1	I	I	I
I	I	I	T)							T	I	1	1	1	T							T	I	I	I
I	I	I	1	T	c.	-	—	-	T	1	1	1	1	1	1	"p	c.	-	-	_Z,	n^-	1	I	I	I
I	I	I	1	1	T	Cl		T	1	1	1	1	1	1	i	1	V	c.		'\	1	1	I	I	I
I	I	I	1	1	1	1	1	1	1	1	1	1	1	1	1	1	1	1	1	1	1	1	I	I	I
I	I	I				3	3		/		1	1	1	1	T^1			3	3		/	T	I	I	I
I	I	I	T^1			3	3		/	'1	1	1	1	1	“p			3	3			T	I	I	I
I	I	I	T^1			3	3			T	1	1	1	1	V			3	3		/	T	I	I	I
I	I	I	T^1			3	3			'1	1	1	1	1	V			3	3		/	"1	I	I	I
I	I	I	1	1	1	1	1	1	1	I	1	1	1	1	1	1	1	1	1	1	1	I	I	I	I
\ /		\																	/					^ /

ycnoBHbie o6o3HaHeHMB

□= 3eneHbiti (Ha pyxaBax pBeT 3Kpio) 0= useT 3Kpio (Ha pyxa8ax 3eneHbiń) 1 KneTKa = 1 n. n 1 p.

yCJIOBHbie 0&03HaHeHMB

[0= 1 flMfl.

1 m3h.

I=m= 2 nMU./M3H. nepeKpecTMTb na-npaBo: ocTaBMTb 1 n. Ha BcnoM. cnMpe 3a pafiOToń, 1 nny. m npoea-3aTb neTnio co BcnoM. cnMflbi M3H.

lTkz.l= 2 M3H.//1MU. nepeKpecTMTb Ha-neBo: ooraBMTb 1 n. Ha BcnoM. cnn-pe nepea paóoToii, 1 M3H. m npoea-3aTb neTnio co boiom. cnMflbi nnfl.

ITLLI= 2 jiMfl, nepeKpecTMTb Haneso: ocTaBMTb 1 n. Ha BcnoM. cnnfle ne-pea paóoToil, 1 nMfl. n nposa3aTb neTnio co BcnoM. cnMflbi nny.

IJ/n= 2 nMfl. nepeKpecTMTb HanpaBo: ocTaBMTb 1 n. Ha BcnoM. cnnfle 3a pańoTOM,1 nMfl.n npoBR3aTb neTnio co BcnoM. cnMflbi nMfl.

1³1 l ^1= 4 nMfl. nepeKpecTMTb Ha-npaso: ocTaBMTb3 n. Ha BcnoM. cnMfle 3a paóOTOfi, 1 nny. u npOBa-3aTb nemn co BcnoM. cnMflbi nny.

ITk I 13I= 4 nMfl. nepeKpecTMTb Haneeo: ocTaBMTb 1 n. Ha bchom. cnMfle nepea pa60TOń, 3 nny. m npoBB3aTb neTnio co BcnoM. cnMflbi nMfl.

|₃ I l    6 nMfl. nepeKpecTMTb

Haneeo: ocraBHTb 3 n. Ha BcnoM. cnMfle nepea pafioToii, 3 nMfl. m npo-BB3aTb neTnn co BcnoM. cnMflbi nny.

Moflenb 14

nyjiOBep H3 pa3Hbix y3opoB

Pa3Mepbi: 36/38 (42/44)

BaM noTpe6yeTcn: 600 (700) r Senoń m 50 (100) r onMBKOBOM npa>KM Merino (100% MepMHOCOBOM ujepcTM, 120 m/50 r); npBMbie m KpyroBbie cnMflbi N? 4. JlMfleBas rnaab: nMfl. p. - nMfl. n., M3H. p. - M3H. n.; b KpyroBbix p. BB3aTb nMfl. rinaTOHHaa BH3Ka: nMfl. m M3H. p. -nMfl. n.; b KpyroBbix p. BA3aTb nonepeMeHHO no 1 KpyroeoMy p. nny. m M3H. flns Bcex cneayioiflHX y3opoe: Ha cxe-Max npMBeaeHbi TonbKO nMfl. p., b M3H.

p. neTnM BH3aTb no pMcyHKy mom KaK yKa3aH0.

y3op ann KańMbi: HMcno neTenb KpaT-ho 16 + 1 +2 kpom. Bfl3aTb no cxeMe 1. HasMHaTb c 1 kpom. m neTenb nepea pannopTOM, noBTopuTb pannopT, 3a-KaHHMBaTb neTnnMM nocne pannopTa m 1 kpom. (c 1 kpom., noBTopaTb pan-nopT. 33KaHHMBaTb neTneń ao cTpenKM m 1 kpom.). riOBTOpMTb 1 pa3 c 1 -ro no 34-ń p.. npM 3T0M flna pa3Mepa 42/ 44 nposfl3aTb b 21-m - 34-m p. y3opa b Hasane p. nocne kpomohhom 2 n. BMeCTe npOTSDKKOM (= CHBTb 1 n. KaK nMfl., 1 nMfl. m npoTBHyTb ee sepe3 CHnryio neTnio) m b KOHye p. npOBB-3aTb ao kpomohhom 2 n, BMecTe omli. y30p M3 pom6ob: HMcno neTenb KpaTHo 16 + 1 +2 kpom. Ba3aTb no cxeMe 2. HawHaTb c 1 kpom. n neTenb nepea pannopTOM (neTenb ot CTpenKM A), no-BTopeTb pannopT, 3aK3HHMBaTb neTno-mm nocne pannopTa (neTnaMn ao CTpenKM B) m 1 kpom. flna pa3Mepa 42/44 npOBB3aTb b Hanane m KOHye 11-ro p. y3opa nepBbie 4 n. nocne mw cooTBeTCTBeHHo nocneaHMe 4 n. ao KpOMOHHOti no pMCyHKy. flOBTOpMTb 2 pa3a c 1-ro no 24-fi p. y30p M3 koc: HMcno neTenb KpaTHo 16 + 1+2 kpom. Bsi3aTb no cxeMe 3. Ha-HMHaTb c 1 KpOM. m neTenb nepea pannopTOM (ot CTpejiKM A), noBTO-pBTb pannopT, 3aKaHHMB3Tb neTHRMM nocne pannopTa (neTnnMM ao CTpenKM B) M 1 KPOM. (lOBTOpMTb 1 pa3 C 1-ro no 14-m p„ 3aTeM noerapsTb c 3-ro no 14-Ci p.

nocneflOBaTenbHocTb HepeaoBaHMR nonoc: * 6 p. nMfl. rnaflM 6enbix, 2 p. nnaTOHHOii BR3KM OnMBKOBblX, nOBTO-pMTb ot ’ 5 pa3 = 48 p. FlocneaoBaTenbHOCTb nepeflOBaHMR y3opoB A: 34 p. y3opa ana KafiMbi, npM

3T0M CBR3aTb 17-M M 18-M p. OnMBKOBOM, ocTanbHbie p. óenoń HMTbio, no 2 p. nnaTOHHOM BR3KM onnBKOBbix, 6e-nbix m onM8KOBbix, 48 p. y3opa M3

36