Arearea, Ngira
Turanga tauira Building - te ara tino pūmanawa mō te pai tino.
Te whakauru koe ki te turanga ki te hanga tauira - te ara tino mārama. Kia tīmata a ki te taketake o te kakahu, sote koti ranei - arā, kakahu.
Wetehohe inenga (to tatou he tauira o yardsticks takitahi rahi mohiotia 48 ahua), e kite:
- SG-49;
- PT - 41;
- SB - 55;
- AL - 21;
- NL - 17;
- SHG1 - 21;
- SHG2 - 25;
- SH - 28;
- WB - 19;
- CH - 10;
- Aituā - 43;
- TPA - 40;
- MIC - 42;
- Āhua (i te kōmata ki te pokohiwi) - 25;
- SHP - 14;
- ShPsp (whanui pokohiwi o te hoki o te pūwaha waha) - 23;
- Spp (whanui pokohiwi mo te mua o te kōwhao jugular) - 20;
- CI (i te hope ake) i mua i 48 (pai 50);
- OP - 31;
- Mua - 60;
- Oz - 21;
- Mua 3 \ 4 - 45.
timata tatou i hanga o nga turanga tauira - te ara tino pūmanawa ki te
AA 6 ake rite SG2 + PG
ATvniz = aituā. TN iho - CI. TB iho = WB. ATvniz = UHR
AA11vpravo me GG2vpravo = SHG2
T10A10 = DTs2
A10A12 maui = G6G4 = AL + ECP =
AA1 matau = NL \ 3 + Āhua. =
Spp = 1.5 -Shsp
Ki te spp rerekētanga me te Huri neke atu i te 1 cm, mahue tonu te kura A10A8 / 3 + Pr + = AA1 rerekētanga spp me Ngā. Ki te te rerekētanga i waenganui i spp me Ngā atu ki te tāmua, na te AA1 = A10A8 + rerekētanga.
8 AA2 = const (6 ki te 10)
A2A1 - piri aho pai kōpapa.
A, no te hanga i te kaki, me te me timata i te raina iroriki ki te koki matau.
A10A9 iho const 3cm
A8A9 - piri pai kōpapa raina
Ko A1A4 i pūtoro matau = WS.
tika GG1 = CH (1 \ 2 o te taketake)
G1A4 = pūtoro ki te pūtahitanga ki te GG1 WMC.
I te whakawhitinga o ngā rārangi G1 ki DA4 tiki tatou te A3 wāhi.
A3A5 - otinga koromiko = (SHG2 -SHG1) * 2 =
pūtoro tuatahi = tao e otinga - A3A5
G1A3 - rite ki te rua i te pūtoro - faataime
He rite ki te (pana ki te koromiko o te pokohiwi) A5A6 A3A4
G1A6 = Hanga
mahue T10T11 - 2.5 cm
kitea e tatou e rua pūtoro:
1) WS = A8A7
2) T11A11 MIC =
G2G4: T3 = 2
GG3 TT5 = = = BB5 HH1
T5G9vverh - te tiketike o te oko
kitea e tatou i te raro o te armhole.
G9G8 iho - max ki runga ki te 5 cm (te kore, ki te mea te pine i roto i te ringaringa, e kore e taea e whakaara tou ringa, kakahu piki ake i muri i te ringa).
ahu tatou i aho kōpiko maeneene tāmua armhole roto i te ngā A6 me K8 A7G8.
Te hanga turanga tauira - te ara tino mārama - ū i runga i te ahua
ngaahi ngahau Tātaitanga Talieva
SG2 + m - (CT + Fr) =
T10T11 Mauī - haunga 2.5 cm
mahue T9 = T11 i te iti rawa 6 henemita
mahue T9T8 ravno3 cm. A vahi i roto i te hawhe, whiwhi tatou i te T7 wāhi. Te utu i te hāngai maha, me te whakararo.
B6B7 ake - 3 cm const
A8G10 wehenga i te 3, te tiki matou te G5
Soediniyaem G5T8B7 me G5T9B7
mahue B9B8 1 cm
Te tuku i A9G7 raina ohu maeneene, wehea e te tawhiti o 3
Mahue = T5T4 toenga Ot
BB8 mehua, ka whakarite ki te Kaunihera Haumarutanga. Tuhinga!
Ki te te rerekētanga i waenganui ia ratou i roto i nga huha, ka tatou e nehenehe e Sause hope, te kakahu e kore ianei e hutia
Ki te hiahia koe ki te tāpiri i te huha i te B5 hip whakawhānui ki te maha e hiahiatia ana o henimita
1) G1T1
2) T1T3 tika 1hm
3) tika BB2 i 5 ki te 7 cm
turanga tauira Building - te ara tino mārama - ringaringa tui kotahi
OR iho - tawhiti Gaugeable, tūhono A12A14.Soedinit me te wehenga i te 2. Huri i te reira A15 ira
Raro iho hāngai ki te raro o te raina armhole tata te G6 wāhi. whiwhi tatou i te G10 wāhi. Whanganga te A15G10 tawhiti
A15G10 tātai - (2,5 - 3 cm)
OR A15G10 iho = -3
PP1 = OO1
Oo2 = OO1 2
OP = OR 2
O1P1 = O1R1 2
PP2vniz = "const 5 cm
Up FG3 = 2.5 cm const
Horahia e ringaringa whanui
Mauī = PP2 PP3
R1R4 tika = P2P1
= O2O3 ake oo2
maui O3O4 Ko 1 cm const
O3O5 const matau = 1 cm
Te tuku O4P2 ringaringa me i te whanui raina o te P5 pūwāhi
Te tuku O4P2R5 ko O5P3R6. hanga tatou i te aho i roto i ngā karekau a tawhio O2P2R3 pai. O2P34
N1N2 tika - 12.5 cm (SHNR: 2)
mahue N1N3 - 12.5
Maka ana R3N2 R4N3.
aroaro tō aro te taahiraa i te taahiraa hanga o turanga taka tauira. Ahakoa, ki te i mawhiti tuatahi titiro reira ri'ari'a, he utu he piro reira, a ka kake koutou.
Ka uiui e tenei tūemi o ngā tauira hanga, ka taea e koe te haere tonu ki te taahiraa i muri - ki te rangatira i te taketake o te hanga i te tarau tauira.
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