PetiteKnit -Cumulus Top neuleohje

Designer: PetiteKnit

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Ohje on englanninkielinen ja printti. Vaatii toimituksen

The Cumulus Top is worked from the top down in stockinette stitch. First, four triangles are worked to shape front and back with a V-neck, which are then joined on the circular needle to form the body. The body is worked straight in the round in stockinette stitch and finished with a folded hem. At the end, i-cord edges are worked along the top edges. These i-cord edges are continued into the straps, which are sewn together with Kitchener stitch at the shoulders.

Size guide

The sizes XS (S) M (L) XL (2XL) 3XL are designed to fit a bust circumference of 80-85 (85-90) 90-95 (95-100) 100-110 (110-120) 120-130 cm [31½-33½ (33½-35½) 35½-37½ (37½-39½) 39½-43¼ (43¼-47¼) 47¼-51¼ inches]. This means that the Cumulus Top is designed to have approx. 6 cm [2¼ inches] of negative ease (meaning the top should be 6 cm [2¼ inches] smaller than your bust circumference). Before beginning your project, measure yourself to determine which size to knit. For example, if you measure 89 cm [35 inches] around your bust (or around the widest part of your upper body) you should knit a size S. A size S top has a bust circumference of 84 cm [33 inches] which in the given example would give you 5 cm [2 inches] of negative ease.

The model in the photos is wearing a size XS and has a bust circumference of 82 cm [32¼] and is 164 cm [approx. 5 feet 4 inches] tall. The top in the photo has 2 cm [¾ inch] of negative ease.

Sizes: XS (S) M (L) XL (2XL) 3XL

Bust circumference: 80 (84) 89 (94) 103 (112) 124 cm [31½ (33) 35 (37) 40½ (44) 48¾ inches]

Total length: 50 (52) 54 (56) 58 (59) 61 cm [19¾ (20½) 21¼ (22) 22¾ (23¼) 24 inches]

Gauge: 28 sts x 40 rows = 10 x 10 cm [4 x 4 inches] in stockinette stitch on 3 mm [US2½] needles

Needles: Circular needles: 3 mm [US2½] / 80 or 100 cm [32 or 40 inches] and 2.5 mm [US1½] / 60 and 80 cm [24 and 32 inches]

Materials: 100 (100-150) 150 (150) 200 (200) 250 g Knitting for Olive Pure silk (50 g = 250 m [273 yds])