Hoi, ik zit even vast in een 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" rel="nofollow - trui die in verschillende delen wordt gebreid, van onder naar boven in tricotsteek. Ik ben bezig met het achterpand, en mag gaan afkanten.
Er staan nu 83 steken op de naald. Er staat: op 55cm totale hoogte aan weerszijde afk.: 1x5st., daarna om de 2 nld :3x5 st. en 1x6 st. Staat hier nu eigenlijk A. 1x5 steken afkanten, Dan nog een keer 5st. en dan om de 2 naalden? B. 1x5 steken afkanten, dan direct om de twee naalden 3x5 enz.? (Ik denk A anders zou er bij B toch 4x5 afkanten hebben gestaan?) En dan: bij 57 cm totale hoogte de midd. 11 afk., daarna ieder deel apart verder breien en aan de halszijde 2 nld. hoger afkanten Nu verwacht ik niet binnen 2cm klaar te zijn met “1x5st., daarna om de 2 nld :3x5 st. en 1x6 st.” Dus kant ik dan verder af aan 2 aparte delen? Ik hoop dat ik het duidelijk verwoord heb... alvast bedankt!
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