Uddybende information
Zaha Sweater is a bold and sculptural knit design by Mrs Funny Valentine, inspired by the visionary architect Zaha Hadid. Known for challenging conventions and redefining form, Hadid’s work celebrated movement, angles and freedom of expression — qualities that are translated directly into this striking sweater.
Zaha Sweater is worked seamlessly from the top down with a raglan construction, allowing you to try it on as you go and adjust length as needed. The sweater features a wide, folded funnel neck that frames the face beautifully and adds architectural presence. Generous sleeves and a relaxed silhouette create a sporty yet contemporary fit, while the overall shape remains soft and wearable.
The defining feature of the Zaha Sweater is its bold striped colorwork. Diagonal, horizontal and vertical stripes interact across the body and sleeves, creating a dynamic visual rhythm and sculptural depth. The hem is finished with an integrated drawstring, adding an unexpected detail that reinforces the architectural inspiration and allows for adjustable styling.
The sweater is knitted using Lang Yarns Regina, a sport-weight yarn composed of 50% cotton, 24% alpaca, 20% silk and 6% wool, with a yardage of 175 meters per 50 grams. Two contrasting colors are used throughout, with the option to include a third accent color from scrap yarn.
Depending on size, approximately 1628–1991 meters of the main color and 570–1072 meters of the contrast color are required. This corresponds to a running length of 175 meters per 50 grams.
Zaha Sweater is available in women’s sizes XS–5XL and is designed with approximately 12,5–14 cm of positive ease, ensuring comfort and movement.
The recommended needle sizes are 3.75 mm and 3.5 mm.
The blocked gauge is 24 stitches and 26 rows per 10 cm in stranded stockinette stitch.
This design is suited for experienced knitters who are comfortable with two-stranded colorwork and steeking. Zaha Sweater is a confident, expressive garment — a tribute to women who claim space by following their own angles.
