Detailed Knitting Instructions for Raglan Sleeve Sweater with Color Patterns and Size Variations

H t8α yα αuto to μo入epo pθe, wc ouxvα ouμβαivel, α tnv avαykn yα Evα αεoouαp Tou θα αAα7e on 0e Evα oUvo入o Tou 8n εixe Φopεθei αpKetec ΦopEc.. Kt EtOl TpOEkue αuto to 8pooep6, ka入okαLplvo μno入ep6 yla 6ec tLc wpec, oto xpwμα tou μooxo入eμovou. Eivαt Evα TAeKtO evtUπwolαKo α入入α εUKo入o Kαt Sev Oα oαc παpel To入 xpovO va tO ΦtLα&ete, αpKei va TpOoEeTe va KaveTe tC αUEnoELC kaL tIC μelWoelc OTWC TpEπel. AEKetal oe Evα evLaio koμμatl, αpxiZovtac αTo katw Kαl Tpoxwpuvtac Tpoc tα παvw. ExeL ΦαoEc oe T入εEn μoUc otα onμeiα ToU αpxiZel KαL te入eLvel tO TAeKto, kαθwc Kαl Ota onμeiα πou θα ovoμαZαμe 《μavlkoko入Anon》, eKei πou Sexwpizouv ta μαviklα, oe otu入 raglan! Etα μaviklα, αΦou π^ete μla εaΦplα &αvte入evlα μπopvtoupα, θα ouvexioete μe π入n ZpOEU(Kα入TOα) OTWC KαL otO Uπo入OUTO TAEKto.

nAE=EIEToU xpnoLuoToloUvtal

TIENNOOYME OTANAEME..

TI XPEIAZOMAETE

MErEOH

△EIrMA:18 π x 21 oeLpec μαc Sivouv 10εK x 10 εK oe T入ε&n Zεpoeu ∑HMEIQEH FIA TA MErEOH: Ot oonyiec 8ivovtaL αpXLKα yLQ tO μEyeθoc Small kQL yLα tQ α入α μeyεθn loxuouv ot αptθμoi μeoα otnv Tapevθεon αvα入oyα μe tnv oelpα πou eμΦαvi7ovtat . Oπou Sivetat μovo Evac αptθμos, TAeKete to i8to yla 6Aα ta μeyeθn.

OAHTIEE:

ixvete 102(114/130/ 146/ 166/ 186) π6vt0uc Kαt Tt入εKete 0e Tt入ε&n μouc vlα 4 0eLpec. BαZete onμαtα (△eiktec Aefiμatoc n μα απ入ec πapαμαvec) otα enc onμeiα: To πpwto onμα8t μαivel μetα α touc Tpwtouc 22(25/ 29/ 33/38/ 43) π6vtouc, μetpαte 58(64/ 72/ 80/ 90/100) Tovtouc Kαl μetα β7etE t0 8eUtep0 0nμα8t. 'Etol Exete Sexwpioel 22( 25/ 29/ 33/38/ 43) πovtouc απ0 kαθε T^eUpα Kl αvαμeoα otouc 8εikteC Exete 58(64/ 72/ 80/ 90/100) Tovtouc. Autoi ot 58(64/ 72/ 80/ 90/100) εivαL Ol TovtoL Tou αvtLotolxoUv otnv TAαtn tou πeKtoU oαc kαl ot &入ot eivαt ta &uo μTpootivα μEpn. Kαθ Oα TpooSeuel to T^ektO gac, θα μetaKiveite toug △eiktec otnv enoμevn oelpα. Zuvexi7ete TAEKOvTac toUc TpWtOUc 5 kαL ToUc te入eUtQiOUc 5 TOvtoUC oE TAEEn μoUC KQl ToUC uTo入oLTOUc TovTOUC 0e TAEEn ZEpOEU kaL TpOoExovTαc va KQvEtE oWotα tIC AuENoE1C. ZuyKEKpLuEva: Zelpα 1(kα入n nAeupα tou nAeKtou): 5 kα入n, 1 AuEnon, ouvexi7ete T入Ekovtac 6入ouc touc Iovtouc kα入n μexpt vα Φtαoete 5π πplv to te入oc tnc oelpαc, 1 Au&non, 5π ka入n. Zelp& 2(avαno8n meupα tou nAektou): 5π kα入n, αvαnon oot ot π μexpt touc 5 π Tplv to Te入oc tns oeLpαc, 5πt kα入n. 2 ①MAPTIOE2013-MAPIAZHAAKOY Zelpα 3(kα入n πAeupα tou nAektou): 5 kα入n, 1 AuEnon, ouvexi7ete T入ekovtac o入ouc touc πovtouc kα入n μexpL va Φtαoete 5π Tplv to te入oc tnc oelpαc, 1 Au&non, 5π ka入n. Zelpα 4(avαnon neupα tou nektou): 5 kα入n, αvαπon oot ol T μexpt touc 5 π Tptv to Te入og tnS oeLpαc, 5rtka入. Zeipα 5(kα入n πAεupα tou nAektou): 5π kα入n, 1 AuEnon, ouvexi7ete T入Ekovtac o入ouc touc ovtouc kα入n μexpt vaα Φtαoete 5π Tplv to te入oc tnc oelpαc, 1 Au&non, 5π kα入n. Zeipα 6(avαno8n nAeupα tou nAektou): 5 kα入n, αvαon o入ot ol T μexpt touc 5 π mptv to Te入oc tns oelpαc, 5πt kα入r. TWpα tO T入eKtO oαC TpEπeL vα Exet Uoc TepiTOU 4 eKαtOotα αO Tnv TpWtn 0elpα. Zeipα 7(kα入n πAeupα tou mAektou): 5π kα入n, 1 AuEnon, ouvexi7ete TAekovtαc 6Aouc touc πvtouc kα入n μexpl tov mpwto △eiktn, 1 Aunon, 1π kα入n, 1 Au&non, ouvexi7ete T^Ekovtac kα入n μexpt tov SeUtepo △eiktn, 1 Au&non, 1π kα入n, 1 Au&non, ouvexi7ete T入ekovtac kα入n μexpt 5π nptv to te入oc tns oeipαc, 1 AuEnon, 5n kα入r. Zelpα 8(αvαnon nAeupα tou πektou): 5 kα入n, αvαπon oot ot μexpt touc 5 π πplv to Te入oc tns oelpαs, 5πt kα入r. Zeipα 9(kα入n πAεupα tou nAektou): 5π kα入n, 1 AuEnon, ouvexi7ete T入Ekovtac o入ouc touc ovtouc kα入n μexpt vaα Φtαoete 5π Tplv to te入oc tnc oelpαc, 1 Au&non, 5π kα入n. Zepα 10(αvαon nAeupα tou πAektou): 5 kα入, αvαπo8n o入ot ot T μexpt touc 5 π πplv To tE入oc Tns oelpαc, 5πt kα入r. ZeLpα 11(kαNn nAeupα tou mAektou): 5π kα入n, 1 AU&non, ouvexi7ete T入Ekovtαc 6Aouc toUc πvtouc kα入n μexpL tov Tpwto △eiktn, 1 Au&non, 1 kα入n, 1 Au&non, ouvexi7ete π^Ekovtac kα入 μexpt 1 π tov SεUtepo △eiktn, 1 Au&non, 1π kα入n, 1 Au&non, ouvexiZete T入ekovtac Kα入n μexpt 5 npiv to te入oc tnc oelpαc, 1 Au&non, 5π kα入n. Zelpα 12(αvαnon neupα tou πeKtou): 5 kα入, αvαπon oot ot π μexpt touc 5 π πplv tO te入og tnS oeLpαc, 5π ka入n Zelpα 13(kαNn πAeupα tou nAektou): 5π kα入n, 1 Au&non, ouvexi7ete T入Ekovtαc 6Aouc touc ovtouc kα入n μexpt vaα Φtαoete 5π Tplv to te入oc tnc oelpαc, 1 Au&non, 5π kα入n. Zelpα 14(αvαnon meupα tou mektou): 5 kα入n, αvαo8n 6入ot ot T μexpt touc 5 π Tplv TO te入oc tnS oeLpαc, 5π kα入 Zepα 15(ka入n πAeupα tou mAektou): 5π kα入n, 1 Au&non, ouvexi7ete TAEkovtαc o入ouc toUC πovtoug kα入n μexpt tov npwto △eiktn, 1 Au&non, 1π kα入n, 1 Au&non, ouvexiZete TAekovtαc kα入n μexpt tov eUtepo △eiktn, 1 Aunon, 1π kα入n, 1 Au&non, ouvexi7ete T^ekovtac kα入 μexpt 5π πptv to te入oc tnc oelpαc, 1 Au&non, 5π kα入n Zelpα 16(avano8n meupα tou nAektou): 5π kα入n, αvαno8n ot ot π μexpt touc 5 π Tpiv TO te入oc tnS oELpαc, 5π kα入 Zelpα 17(kα入n πAεupα tou nm入ektou): 5π kα入n, 1 AuEnon, ouvexi7ete Tt入Ekovtac o入ouc touc ovtouc ka入n μexpt va Φtαoete 5π Tptv to te入oc tnc oelpαc, 1 Au&non, 5π ka入n. Zelpα 18(αvαnon nAeupα tou πeKtou): 5 kα入, αvαπon oot ot π μexpt touc 5 π Tplv tO TE入oc tnS oeLpαc, 5π Kα入 Zelpα 19(kαAn πAeupα tou πAeKtou): 5π kα入n, 1 AuEnon, ouvexi7ete T入Ekovtac o入ouc touc πvtoug kα入n μexpL tov mpwto △eiktn, 1 Au&non, 1π kαAn, 1 Au&non, ouvexi7ete T入Ekovtac kα入n μexpt tov 8eUtepo △eiktn, 1 Au&non, 1π kα入n, 1 Aunon, ouvexi7ete π^ekovtac kα入n μexpt 5π mplv to te入oc tnc oelpαc, 1 Aunon, 5π kα入n Zepα 20(αvπon nAεupα tou πAektou): 5 kα入, αvαπo8n o入ot ot T μexpt touc 5 π πplv TO Te入oc tnc oeLpαc, 5πt kα入n Zeipα 21(kα入n πAεupα tou nAeKtou): 5π kα入n, 1 Au&non, oUvexi7ete TAekovtαc 6入ouc touc πovtouc kα入n μexpt va Φtαoete 5r nplv to te入oc tnc oelpac, 1 Au&non, 5π kα入n. Zeipα 22(αvαon meupα tou πektou): 5 kα入n, αvαπo8n 6入ot ot π μexpt touc 5 Tplv TO Te入oc TnS oeLpαc, 5πt kα入n Zelpα 23(kaNn nAeupα tou πAektou): 5π kα入n, 1 AuEnon, ouvexi7ete TEkovtαc o入ouc touC πvtouc kα入n μexpL tov Tpwto △eiktn, 1 Au&non, 1π kα入n, 1 Au&non, ouvexi7ete TAekovtαc kα入n μexpt tov 8εUtepo △eiktn, 1 Au&non, 1π kα入n, 1 Au&non, ouvexi7ete T入ekovtac kα入n μexpt 5π πptv to te入og tnc oelpαc, 1 Au&non, 5π kα入 Zelpα 24(αvαnon nAeupα tou πeKto): 5 kα入, αvαπon oot ot π μexpt touc 5 πplv TO tE入oc TnC oeLpαc, 5π kα入n Tpα otaμathote yLα 入iyo, vLα vaα μetpnoetE toUc movtouc gac ToU TpEet ava入ovα μe To μeyeθoc Tou π入EKete va eivαt 146(158/ 174/ 190/ 210/230). ExEtE o^oK入npWoeL o入ec TIC αTapαiTnTEc αUEnoELC Kat αTO 8w Kαt μexPL to πAeKto oac va xet Uoc πepinou 15( 17/19/ 19/21/ 23) ekatootα 0α T入ete μeplKe 0elpc w enc: Zelpα A (kα入n nAeupα tou nAeKTou): T入eKete Kα入n oAouc touc Tovtouc Zelpα B (avαnon πeupα tou nAeKtou): 5 kα入n, αvαon μexpt 5 T Tptv to te入oc tnc 0ELpαc,5πkα入n OtQv to π>eKt0 oαc Exel T0 oc ToU επαμe Tαpααvw (mεpiπou 15(17/19/ 19/21/ 23) eKatootα) kα SeKivwvtac απ6 tnv αvαo8n πeUpα tou πeKto eα Tete 2 oelpe wC eEnc: Zelpα α (αvαno8n nAeupα tou πektou) : 5 kα入, TAEKete αvαπo μexpt 9 Tvtouc πplv tov Tpwto △eiktn, 18π kα入, πAeKete αvαo8n μexpt 9 πovtouc Tplv tov 8eUtep0 eiktn, 18π kα入, πKete αvαπon μexpt 5 πovtouc πptv to te入oc tn oepαc, 5π kα入 Zelpα β (kαAn πAeupα tou nAeKtou) : TtAEKete o入ouc touc Tovtouc kα入n.

MAEXAAEE:

Twpα eivαl n wpα va oxnμatioete tIC μaoxα入ec kat vα μapKαpete tn Beon Tou α Exouv ta μaviklα. Owc Φaivetal kal otLc ΦwtoypaΦiec, ta ko4iμatα yLα tα μavikla εivat oe otU入 raglan.

∑elpα 1 (αvαπon πAeupα tou πeKtoU)

5 kα入, π入Kete αvαon μexpt 9 πovtouc plv tov Tpwto △eiktn, 4 kα入, kAeivete 10π, 4π kα入n, T入EKete αvαπo8n μexpt 9 Tovtouc Tptv tov SeUtepo △eiktn, 4 kαAn, kAeivete 10π, 4 kαAn, πKete αvαπon μexpt 5 ovtouc πptv to te入oc Tnc oelpαc, 5π kα入n. pooete vα kavete xa入apα ta k入eloiμatα twv Tovtwv wote vα eivαl eaotIko to UΦaoμa kal va μnv tpαβαet n μaoxα入n.

∑elpα 2 (Kα入 πAeupα tou nAeKtou)

>EKete oouc touc Tovtouc kα入n μexpL 4 Tovtouc TpLv to TpwtO αvolyμα yLα Tnv μaox&入n. Ekei βaZete tov △eiktn oac kαl ouvexi7ete μe 4n kα入n.Totoθeteite αAAov Evα eiktn. Pixvete 63(63/63/81/81/81) Tovtouc vlα t0 Tpwto μavikl. Bαete Evav △eiktn. Zuvexi7ete π入EKovtac 4 kα入n, βαZete Evα akoμn △eiktn. Ot Seiktec twpα onμa&εuouv tc Φaoec μe 4π μouc Tpiv Kαl 4π μouc μetα to μavikt. Zuvexi7ete T入eKovtαc Ka入r Kαl Kαvete QKpLβwc to i8to , tonoθeteite Evα △eiktn 4π Tplv To eoμevo αvolyμα Tnc μaoxα入nc, T^eKeTe 4 kα入 tonoθeteite αAov Evα △eiktn kαl pixvete 63(63/63/81/81/81) πovtouc ylα to α入^o μavikl, βαZete Evα △eiktn, T入eKete 4π kα入n Kαl βαZete Evav αkoμn △eiKtn. 入eKete kα入n μexpL tO TE入oc Tns OELp&c.

Zelpα3(avαno&n πAeupα tou πAeKto)

5 kα入n, αvαπon μexpt tov πpwto △eiktn, 4π μouc, αvαmo8n μexpt tov eπoμevo △eiktn, 4π μouc, αvαπo8n μexpt tov eπoμevo△eiktn, 4 μouc, αvαo8n μexpl tov △eiktn, 4π μouc, avαoon μexpt 5 π nptv to te入oc tnc oelpαc, 5π kα入n.

∑elpα 4 (Kα入 πAeupα tou nAeKtou)

入EKete ka入n o^ouc toug Tovtouc.

elpα5 (αvαπonπAeupαtou πeKTo)

5π kα入, αvon μexpt tov πpto △eiktn, 4 μouc, 63(63/63/81/81/81) αvon, 4 π μouc, αvαon μexpt tov επoμevo △eiktn, 4 μouc, 63(63/63/81/81/81) π αvαon, 4 μous, αvαnoon μexpt 5 π πpiv to te入oc, 5π kα入n.

Zelpα6 (kα入 πAeupα tou TAeKtoU)

2π kα入n, Aplotepo K入eiolμo, kα入n μexpt tov πpwto △eiktn, 4 μouc, πAKete [2π kα入n, 1 7ete, 1 kα入n, 1 △uπt入 Aplotep0 KAεioμo, 1 kα入n, 1 7ete, 2π kα入r] x7(7/7/9/9/9) Φopεc, 4 π μouc, kα入 μexpt tov επoμevo △eiktn, 4 π μouc, mAεKete [2π kα入n, 1 7ete, 1π kα入n, 1 △πt入6 Aplotepo K入eioμo, 1π kα入n, 1 7ete, 2π kα入n] x7(7/7/9/9/9) Φopec,4π μouc, kα入n μexpt 5 Tplv to te入oc tnc oeLpαc, 5π ka入n.

∑elpα 7 (αvαπon πAeupα tou πekto)

5π kα入n, αvαπon μexpl tov △eiktn, 4π μouc, ol ev&tαμeoot π αvαnon, 4π μouc, αvαπon μexpt tov eiktn, 4 μouc,ol ev&tαμeoot αvαon, 4π μouc, αvαon μexpt 4 π πplv to Te入oc tnc oelpαc, 2n μous, 1 Zete (oxnμatioaμe tnv kouμnotpuπα), 2n ka入r.

∑elpα 8 (KαA πAeupα tou nAeKtou)

5π kα入n, kα入n μexpt 2 πovtouc πplv tov △eiktn, △ei kAεiolμo, 4 π kα入n, Aptotepo K入eiolμo, 17ete, 1π kα入n, 1 △m入6 Aptotepo K入eioμo, 1π kα入n, 17ete, 2π kα入, [2π kα入n, 1 7ete, 1π kα入n, 1 △uπ入6 Aptotep6 K入eiolμo, 1π kα入n, 1 7ete, 2π kα入n] x 5(5/5/7/7/7) Φopεc, 2π kα入n, 17ete, 1π kα入n, 1 △mtA6 Aptotepo KAεiolμo, 1 π kα入n, 1 7etE , △εi KAεiouμo, 4π kα入n, Aplotepo KAeiolμo, kα入n μexpt 2 πovtouc πplv tov △eiktn, △εfi KAeiolμo , 4 π kα入n, Aptotepo KAeiolμo, 17ete, 1 kα入n, 1 △tm入6 Aptotepo KAeioμo, 1π kα入n, 17ete, 2 kα入n, [2π kα入n, 1 7ete, 1π kα入n, 1 △umπ入6 Aplotepo K入eiouμo, 1π kα入n, 1 7ete, 2π kα入n] x 5(5/5/7/7/7) Φopec, 2π kα入n, 17ete, 1 kα入n, 3π μαi kα入n, 1 π kα入n, 1 Zete, △efi KAeiolμo, 4π kα入n, Aplotepo K入eiolμo, ka入n μexpL to te入oc tnc oelpαc.

Zelpα 9 (αvαπon πAeupα tou πeKto)

5π kα入n, αvaπo8n μexpt tov △eiktn, 4π ka入n, αvαno8n ot ev&αμeoot π, 4π kα入n, αvαπo8n μexpt tov △eiktn, 4 kα入n, αvαπo8n ol ev&tαμeoot π, 4π kα入n, αvαπon μexpt 5 ptv to Te入oc tnS oeLpαc, 5Tt kα入n

Zelpα 10^ (kα入n rAeupα tou πAeKtou)

5π kα入n, kα入n μexpt 2 πovtouc πpiv tov △eiktn, △ei KAεiolμo, 4 π kα入n, Aptotep6 K入eiolμo, 1 7ete, 1 △π> Aplotepo KAεiolμo, 1 7ete, 3π kα入n, [3π kα入, 1 7ete, 1 △π>6 Aplotepo K入εioμo, 1 7ete, 3π kα入] x 5(5/5/7/7/7) Φopεc, 3π kα入, 1 7ete, 1 △π入 Aplotepo K入εiolμo, 1 7ete, △e&i K入eiolμo, 4π kα入n, Aplotepo KAeioLμo, kα入n μexpt 2 πovtouc Tplv tov eiktn, △efi KAeiolμo, 4 π kα入n, Aplotepo KAeiolμo, 1 7ete, 1 △umt入6 Aplotepo KAeiouμo, 1 7ete, 3π kα入n, [3π kα入n, 1 7ete, 1 △tπ入6 Aplotep6 K入eiolμo, 1 7ete, 3π kα入n] x 5(5/5/7/7/7) Φopεc, 3π kα入n, 1 Zete, 1 △umt入6 Aplotep6 KAeiolμo, 1 Zete, △εfi K入eiolμo, 4π kα入n, Aptotepo K入eioLuo, kα入n μexpt to te入og tns oelpαc. Zelpα11 (αvαπo8nnAeupα tou πAeKtou) 5π kα入n, αvαπo8n μexpt tov △eiktn, 4π kα入n, ot ev&tαμeoot αvαπo8n, 4π kα入n, αvαπo8n μexpt tov △eiktn, 4π kα入n, ol ev&tαμeoot αvαπo8n, 4π kα入n, αvαπon μexpt 5π πplv to Te入oc tnS oELpαc, 5π kα入n

∑elpα 12" (kα入 rAεupα tou nAεktou)

5t kα入n, kα入n μexpt 2 πovtouc Tplv tov △eiktn, △efi KAeioμo, 4 T kα入n, Aplotepo K入eiotμo, 1π kα入n, Aptotepo KAeiolμo, 1 7ete, 2π kα入n, [2π kα入n, 1 7ete, 1 △e&i KAeiolμo,1π kα入n, 1 Aptotep0 K入eiolμo, 1 7ete, 2π kα入r] x 5(5/5/7/7/7) Φopεc, 2π kα入n, 1 7ete, △εi K入eiolμo, 1π kα入n, △e&i KAeiolμo, 4π kα入n, Aptotepo KAeiouμo, ka入n μexpt 2n πplv tov eπoμevo △eiktn, efi KAeiolμo, 4π kα入n, Aplotepo K入eioμo, 1 7ete, 2nπ kα入n, [2π kα入n, 1 7ete, 1 △efi K入εiouμo,1π kα入n, 1 Aptotep0 K入εioμo, 1 7ete, 2π kα入r] x 5(5/5/7/7/7) Φopεc, 2π kα入n, 1 Zete, △e&i KAeiolμo, 1π kα入n, △e&i K入eiotμo, 4π kα入n, Aplotepo KAeiolμo, kα入n μexpt to TE入oc Tns oELp&c.

∑elpα 13(avαno8nπAeupα tou reKtou)

5π kα入n, αvαπon μexpl tov △eiktn, 4π kα入n, ol ev&tαμeoot π αvαnon, 4π kα入n, αvαπon μexpt tov △eiktn, 4 kα入n, ol ev8tαμεoot αvαπo8n, 4π kα入, αvαon μexpt 5π Tptv to Te入oc tnS oELpαc, 5π kα入n

∑elpα 14 (kα入n nAeupα tou πAeKtou)

5π kα入n, Aplotepo K入eiolμo, kα入n μexpt 2 Tovtouc πptv tov △eiktn, △εfi KAεiolμo, 4 π kα入n, △tπt入6 Aplotep0 K入εiolμo, [6π kα入n, △tmt入6 Aptotep6 K入eioμo]x 5(5/5/7/7/7) Φopεc, 6π kα入n, 1 △umt入6 Aplotepo KAeiolμo, 4π kα入r, Aplotep6 K入eiouμo, kα入n μexpt 2 πovtouc Tplv tov △eiktn, △efi K入eiolμo, 4 π kα入n, 1 △mtA6 Aplotepo K入eioμo, [6π kα入n, △um入6 Aplotepo K入eiolμo]x 5(5/5/7/7/7) Φopεc, 6π kα入n, 1 △um入6 Aplotep6 K入eiouμo, 4π kα入n, Aplotep6 K入εioμo, kα入n μexpt 7 πovtouc πptv to te入oc tnc oelpαc, △εi K入εioμo, 5 kα入n

∑elpα 15 (αvαπo8n πAeupαtou nAeKto)

5t kα入n, αavaπo8n μexpt tov △eiktn, 4π ka入n, ol ev&tαμeoot π αvαno8n, 4π kα入n, αvαπon μexpt tov eiktn, 4π kα入n, ol εv&tαμεoot αvαπo8n, 4π kα入n, αvαno8n μexpt 5π πptv to Te入oc tnS oeLpαc, 5t kα入r

∑elpα 16 (kα入n rAeupα tou πAeKtou)

5π kα入n, Aptotepo KAεiolμo, kα入n μexpt 2 π πptv tov △eiktn, △e&i K入eiolμo, 4π kα入n, Aplotepo K入eiolμo, ol ev&tαμεoot kα入n, △εfi K入eiolμo, 4 kα入n,Aplotepo K入eiolμo, kα入n μexpt 2 π πplv tov △eiktn, △ε&i K入eiolμo, 4π kα入n, Aplotep6 K入eiolμo, ol ev&tαμeoot kα入n, e&i K入eioLμo, 4π kα入n, Aplotep6 K入eiouμo, kα入n μexpt 7 Tovtouc πplv to te入oc tnc oelpαc, eEi K入eioLμo, 5nt kα入n ∑elpα 17 (αvαπo8n πAeupα tou nAeKto) 5π kα入, αvαπon μexpt tov △eiktn, 4π kα入n, ot ev&tαμeoot π αvαπon, 4 kα入, αvαo8n μexpt tov eiktn, 4 kα入n, ot ev&tαμεoot αvαπon, 4 kα入n, αvαon μexpt 5π nplv to Te入oc tnS oeLpαc, 5nt kα入n Enαvα入αμβαvete tIc 2 te入εutaiec 0elpec (16^ kαt 17") μexpL to μnkoc Tnc Φαoαc μouc 0t0 μaviKt vα εivαt 12(12/12/14/14/14) eKtootα Kαt tote otαμatαte vα Kαvete tlC μelwoelc μetα toUc πpWtoUc 5 π Kαt TpLv απO toUc te入εUtαioUc 5 π OE Kαθ Kα入 oelpα, α入入α oUvexi7ete μe tα k入eloiμatα Tpiv kαl μetα tα μαviklα KavovLkα, μexpt to μnkoc tnc Φαoαc vα Φtα0eltα 16(16/16/18/18/18)EKαt00tα. Twpα, otnv kα入n πAeupα tou π^eKtou, θα kαvete Evα Aplotepo K入eiouμo otnv αpxn tnS 0elpαc, θα Tete Kα入 6oUc toUc TovtoUC KαL α te入eLWoetE tn 0eLpα μe Evα ei K入eioLμo. Oα T入Eete αNec 2 oelpec μouc kαl otnv eToμevn oelpα Bα kAeioete 6Aouc toUC TvtOUS. Me βe入ovαKt vouμepo 4,5 θα kαvete μlα oelpα αpplxtα yαitαvαklα yupw - yupw oto T入EKtO oαc, KαθwC KaL otoUc πovToUc Tou k入eioαtE yla tLC μαoxα入ec. OμopΦαivouv to TAeiwua Kal 《otpwvei》 KaAuTepa to TAekto.

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