OTBepane nepe3 24 (28) 32 n. ot Kpo-mohhom, ocTanbHbie - c MHTepBanoM b 6 n. Ha BbicoTe nnaHOK 4 cm Bce nemu 3aKpbiTb no pncyHKy. BbinonnnTb nne-seBbie ujsbi. Ha KpyroBbie cnnpbi Ha-6paib no Bbipe3y ropnoBHHbi m kopot-khm dopoHaM nnaHOK c H3HaHOHHOń CTOpOhbi 62 (70) 78 n., CBB3aTb 1 h3h. p. M3HaH0HHbiMn; 3aieM BB3aTb cne-AyiomnM o6pa30M: kpom., 4 (6) 8 n. pe3HHKM, npn otom HannHaTb c 2 nnp. (2 H3H.) 2 nnp., 17 n. awypHoro y30pa, 18 (22) 26 n. pe3UHKU, npn otom Hann-naTb n 3aKaH4HB3Tb 2 H3H., 17 n. awypHoro y3opa, 4 (6) 8 n. pe3HHKH, npn otom HannHaTb c 2 M3H., kpom. BHMMaHMe! AwypHbiń y3op noaBnaerca Ha BHyipeHHeń crapoHe bopothhk3. flna pacwnpeHna npnóaBHTb Ha BbicoTe BopoTHMKa 6 cm b peHTpanbHOń pe-3MHKe nocepeflMHe Kanion nonocbi H3 n3HanoHHbix n. 1 H3H. CKpem. W3 npo-tswkh = 67 (76) 85 n. Ha BbicoTe bo-poTHMKa 16 cm 8ce neTnn 3aKpbiTb no pncyHKy. BTasaTb pyKaBa. BbinonHnTb óOKOBbie lUBbi n LUBbi pyKaBos. npn-mtiTb nyroBnpbi. Bopothuk OTBepHyTb Hapywy. Ana noaca Ha6paTb 8 n. n bb-3aTb Me>Kfly kpomohhwmh pe3HHK0ń. Hepe3 150 (160) 170 cm hbh na neoó-xoahmoh flnnHe Bce neuin 3axpbiTb no pncyHKy. flna luneBOK boa noac cbb-33Tb 2 uenoMKn M3 B03A. n. abhhoh no 8 cm, o6BB3aTb nx ct. 6/h n npniuMTb nx Ha ÓOKOBbie lUBbi na ypoeHe Tannn.
6,5 11 n
CnHHKH u nesaa nonowa
M i
(4)5
ycnoBHbie o6o3HaHemifl
□= 1 nnp. [u]= 1 HaKnA 0= npOBH3aTb 2 n. BMeCTe nnp.
U]= 1 npoTBJKKa: CHBTb 1 n. KaK nap., 1 nnu. n npo-TBHyTb ee sepe3 cHBTyio neTnio
03= npoBB3aTb 3 n. BMeCTe npoTBWKon (= CHBTb 1 n. KaK nnp., nposa3aTb 2 n. BMeCTe nnu. n npoTB-HyTb 3Ty n. nepe3 CHBTyio neTnio)
CxeMa
u |
V |
u |
U |
V |
u |
* |
u |
* |
u |
u |
u | |||||
u |
❖ |
u |
\7 |
u |
V |
* |
u |
* |
11 |
* |
u | |||||
u |
V |
u |
U |
V |
* |
u |
u |
+ |
u | |||||||
u |
❖ |
u |
V |
i |
U |
i |
u | |||||||||
u |
u |
V |
u |
u |
i |
u |
* |
u | ||||||||
u |
'i/ |
u |
i' |
u |
4 |
u | ||||||||||
u |
V |
u |
u |
* |
4/ |
u | ||||||||||
U |
V |
V |
u |
u |
4- |
4' |
u | |||||||||
* |
u |
* |
u |
u |
U | |||||||||||
* |
u |
i |
u |
u |
IJ |
❖ | ||||||||||
± |
u |
4^ |
u |
* |
u |
u |
u |
V |
U | |||||||
i |
u |
u |
U |
u |
V | |||||||||||
* |
u |
■i |
u |
u |
u |
❖ |
u |
❖ |
u | |||||||
u |
❖ |
U |
V |
u |
* |
u |
4r |
U |
* |
u |
27
25
23
21
19
17
15
13
11
9
7
5
3
1
A |
— |
- |
u |
- |
- |
- |
- |
u |
— |
- |
> |
A |
- |
- |
u |
- |
— |
— |
— |
u |
- |
- |
*> |
. |
1 |
1 |
1 |
u |
T |
U |
1 |
1 |
1 |
4/ |
V |
1 |
1 |
1 |
u |
1 |
1 |
IJ |
1 |
1 |
1 |
4/ | |
— |
- |
— |
- |
u |
> |
A |
U |
u |
> |
A |
U |
— |
— |
— |
— | ||||||||
1 |
1 |
1 |
u |
1 |
* |
Ń. |
1 |
u |
1 |
1 |
1 |
1 |
1 |
1 |
u |
1 |
i |
❖ |
1 |
1 |
1 |
1 | |
- |
- |
U |
- |
- |
> |
A |
- |
- |
u |
- |
- |
- |
- |
U |
- |
— |
> |
A |
- |
- |
IJ |
- |
— |
1 |
U |
1 |
1 |
1 |
i |
$ |
1 |
1 |
1 |
u |
T' |
i. |
IJ |
1 |
1 |
1 |
4' |
❖ |
1 |
1 |
1 |
u |
1 |
A |
U |
u |
> |
A |
U |
u |
?> | ||||||||||||||||
V |
1 |
u |
1 |
1 |
1 |
\ |
1 |
1 |
IJ |
1 |
4' |
V |
1 |
IJ |
1 |
1 |
1 |
1 |
1 |
1 |
(1 |
1 |
4- |
A |
— |
- |
u |
- |
- |
— |
— |
IJ |
- |
— |
2> |
A |
- |
- |
u |
- |
— |
— |
— |
u |
- |
- | |
1 |
1 |
1 |
u |
1 |
1 |
U |
1 |
1 |
1 |
* |
❖ |
1 |
1 |
1 |
u |
1 |
1 |
u |
1 |
1 |
1 |
* |
MS
ycnoBHbie 0Ó03HaHeHHB
MoAenb 6
Pa3Mepbi: 36/38 (42/44)
BaM noTpeóyeTce: 400 (500) r po30-Boń npiOKn Airmix (62% MepnHOCOBOń uiepCTn. 30% xnonKa, 8% nonnaMnAa, 140 m/50 r); npaMbie n KpyroBbie cnn-Ubi l\l? 4 n N? 4,5.
Pe3HHKa, cnnpbi N» 4: kpom., * 1 h3h., 3 nnp., 1 n3H., noBTopaTb ot *, kpom.; b n3H. p. neTnn BB3aTb no pncyHKy. A)KypHbiń y3op c poMóann, cnnpbi N° 4,5: nncno neTenb KpaTHO 12 + 2 kpom. B«3aTb no cxeMe. Ha Koropon npnBeAeHbi nnp. n n3H. p. HannHaTb c 1 kpom. n neTenb nepep pannoproM. nOBTopeTb pannopT. 3aKaHHnB3Tb neT-pbmh nocne pannopTa n 1 kpom. rio-BTopnTb 1 pa3 c 1-ro no 10-ń p„ 3aTeM noBTopdTb c 3-ro no 10-ń p. llnoTHOCTb BB3aHnfl: 20,5 n. n 24,5 p = 10x10 CM.
CnnHKa: HaópaTb 97 (107) n. n cea-3aTb 15 cm pe3HHKOń, npnóaBnB b no-cneAHeM n3H. p. 1 (3) n. = 98 (110) n.; 3aTeM BB3aTb aiKypHbiM y3opoM c poMóaMn. Hepe3 32 cm = 78 p. (29,5 CM = 72 p.) OT pe3HHKH 3aKpblTb ABB npońM c oóenx ctopoh 12 n. = 74 (86) n. Hepe3 46 cm = 112 p. ot pe3nHKn 3axpbiTb abb Bbipe3a ropnosnHbi cpeAHne 12 n. n oóe CTopoHbi 3aK0H-HnTb pa3AenbHo. flna 3aKpyrneHnfl 3a-KpbiTb c BHyTpeHHero Kpaa b Ka>KAOM 2-m p. 2 x 5 n 2 x 4 n. Hepe3 50 cm = 122 p. ot pe3HHKH 3axpbiTb ooraB-ujnecB 13 (19) n. nnena c KawAOń cto-
pOHbl.
nepep: BB3aTb, KaK cnnHKy, ho nepe3 43 cm = 106 p. ot pe3HHKH abb óonee rnyóOKoro Bbipe3a ropnoenHbi 3aKpbiTb cpeAHne 12 n. n b k3>kaom 2-m p. 3a-KpbiTb 2x4, 2x3,1x2n2x1n. PyKaBa: HaópaTb 47 (57) n. n CBB3aTb 8 cm pe3HHK0ń, paBHOMepHO npnóa-bhb b nocnepHeM n3H. p. 3 (5) n. = 50 (62) n.; 3aTeM BB3aTb awypHbiM y30-pOM C pOMÓaMH. OAHOBpeMeHHO OT pe3nHKn npnóaBHTb Ana ckocob pyKaBa c oóenx ctopoh b k3>kaom 8-m p. 12 (11) x 1 n. = 74 (84) n., BKniOMaB npn-óaBnaeMbie neTnn b y3op. Hepe3 48 cm = 118 p. ot pe3nHKH Bce neTnn 3a-
KpblTb.
CóopKa: BbinonHnTb nnenesbie ujBbi; na KpyroBbie cnnpbi Ns> 4,5 HaópaTb no Bbipe3y ropnoBHHbi 125 n. n BB33Tb pe3HHKOń, npn stom Ha BbicoTe bopot-nnaa 4 cm nepeńTn Ha KpyroBbie cnn-pbi N? 4. Ha BbicoTe bopothhk3 7 cm Bce nemn 3axpbiTb no pncyHKy. BTa-naTb pyKaBa, BbinonHnTb ÓOKOBbie LUBbi H LUBbi pyKaBOB.
Cxena
[0= 1 nnp
[3= 1 H3H.
QJ]= 1 H3KHA
@= npOBB3aTb 2 n. BMeCTe nnp.
00= 1 npoTB>KKa: CHBTb 1 n. KaK nnp., 1 nnp. n npoTBHyTb ee nepe3 CHBTyio neTnio 0= npoBB3aTb 2 n. BMecTe U3H.
[2= npoBB3aTb 2 n. BMecTe n3H. CKpeui.
ITU.I- 2 n. nepeKpecTHTb HaneBo: cTaBnTb 1 n. Ha BcnoM. cnnpe nepep paóOToń, 1 nnp. n npoBB-3aTb neTnio co BcnoM. cnnpbi nnp.
I 12 Iml6|
Monenb 7
>KaKeT C ÓOObLUMM BOpOTHMKOM
Pa3Mepbi: 38/40 (42/44) 46/48 BaM noTpeóyeTca: 550 (600) 650 r Me-nan>KeBoń npanrn pBeTa po3oeoro Ae-peBa Ricco (34% anbnaKn, 33% Mepn-HocoBOń luepcTn, 21% pjenKa, 12% nonnaMHAa. 120 m/50 r); npnMbie n KpyroBbie cnnpbi Hf 6:2 nyroBnpbi-na-nosKn pnuHoń 7 cm. y3op «ujnnoBHnK»: nncno neTenb KpaT-ho 4 + 2 kpom. Ka>KAbiń pbą HannHaTb n 3aKaHHneaTb 1 kpom. 1-ń n 3-ń p.: n3H. n. 2-ń p.: * U3 1 n. Bbi8B3aTb 3 n. (1 nnp., 1 U3H., 1 nnp.), npoBB3aTb 3 n. BMecTe n3H„ noBTopflTb ot *. 4-ń p.: *
npoBB3aTb 3 n. BMecTe n3H., U3 1 n. BblBB3aTb 3 0., nOBTOpBTb OT *. riOBTO-pBTb c 1-ro no 4-ń p. nnaTOHHaB BB3Ka: nnp. n n3H. p. -nnp. n.
rinoTHOCTb BB3aHHn. y3op «ujnnoB-hpk»: 16,5 n. n 16,5 p. = 10 x 10 cm; nnaTonnafl BB3Ka: 12,5 n. n 22 p. = 10 x 10 CM.
CnnHKa: HaópaTb 94 (102) 110 n. n bb-3aTb y3opoM «ujnnoBHnK». Hepe3 52 cm = 86 p. ot HaóopHoro Kpaa 3aKpbiTb Ana npońM c oóenx ctopoh 4 n. n b KawAOM 2-m p. 1 x 3, 2 x 2 n 1 x 1 n. = 70 (78) 86 n. Hepe3 71,5 cm = 118 p. (74 cm = 122 p.) 76,5 CM = 126 p. OT HaóopHoro Kpaa 3aKpbiTb abb ckocob nnena c oóenx ctopoh 7 (7) 9 n. n b Ka*AOM 2-m p. 2 x 7 (9) 10 n. Oaho-BpeMeHHO c 1-m yóaBneHneM nnena 3aKpbiTb abb Bbipe3a ropnoBnHbi cpeAHne 22 n. n oóe ctopohw 3aKOH-snTb pa3AenbHo. jC(na 3aKpyrneHna 3a-KpbiTb c BHyTpeHHero Kpaa b cneAyio-pjeM 2-m p. 1 x 3 n. 3axoHHHTb paóOTy nepe3 74 cm = 122 p. (76,5 cm = 126 p.) 79 cm = 130 p. ot HaóopHoro Kpaa. JleBaB nonoHKa: HaópaTb 46 (50) 54 n. n BB33Tb y3opoM «ujnnoBHnK». Hepe3 47,5 cm = 78 p. (50 cm = 82 p.) 52.5 cm = 86 p. ot HaóopHoro Kpaa 3aKpbiTb Ana CKOca Bbipe3a c nesoń ctopohw 1 n. n nonepeMeHHO b Ka*AOM 2-m n 4-m p. 12 x 1 n. OAHOBpeMeHHO BbinonHnTb c npaBoń ctopohm npońMy n ckoc nnena KaK na cnnHKe. 3aKOHnnTb paóOTy na BbicoTe cnnHKn. ripaBaa nonoHKa: BB3aTb cnMMeTpnn-
HO.
PyKaBa: HaópaTb 35 (38) 41 n. n cbb-3aTb Mex<Ay KpoMOHHbiMn abb nnaHKn 10 cm = 22 p. nnaTOHHOń BB3K0ń. npn 3tom b nocneAHeM p. paBHOMepHO npnóaBHTb 11 (12) 13 n. = 46 (50) 54 r.; 3aTeM BB3aTb y3opoM «ujnnoB-hhk». Hepe313,5 cm = 22 p. ot nnaHKn npnóaBHTb abb ckocob pynaBa c oóenx ctopoh 1 n., b kajkaom 6-m p. 2 X H B K3>KAOM 4-M p. 8 X (B K3)KA0M 4-m p. 11 x n b cneAyiouLeM 2-m p. 1 x) B K3)KA0M 4-M p. 9 X n 8 Ka>KAOM 2-m p. 5 x 1 n. = 68 (76) 84 n„ BKAionaa npnóaBnaeMbie neTnn b y3op. Hepe3 42,5 cm = 70 p. ot nnaHKH 3aKpbiTb Ana onaTa pyaaBa c oóenx ctopoh 2 n. n b kbjkaom 2-m p. 3 x 2, 4 x 1,3 x 2 n 1 x 3 n. Sepe3 57 cm = 94 p. ot nnaHKH 33KpbiTb ocTaBuineca 26 (34) 42 n. Bopothhk: HaópaTb 7 n. n 8H3aTb Mex<-Ay KpoMOHHbiMn nnaTOHHOń Ba3Koń
32