Это цитата сообщения РИМИДАЛ Оригинальное сообщение
Бабушкин прямоугольник
To Start
Make a sliding ring. Draw up a loop and ch 6(counts as dc, ch3), 3dc, ch3, dc in the ring.
Tighten up the ring and chain 3.
Rows
Turn, and work as a row on the bottom side with 2dc in the first ch space and 3dc in the next ch3 space. Ch3 and turn.
Make 3dc in the space between the 2 groups of 3dc of the previous row, and 1dc in the top of the ch3 of the previous row. Ch 3 and turn.
Continue working as rows, alternating with ch3, 3dc in next space, dc in the top of the ch3 of the previous row for 1 row and ch3, 2dc in the ch space, 3dc in the next ch space for the next row. Make however many rows you want, but you want to end with a row that has a center 3dc and a ch3/dc at each end.
I am going to change colors, so I am ending with a ch3 instead of a dc. That gives a consistent ch3 for each “corner” of my rectangle. If I was going to keep on with the same color, I would just do a dc, ch 3 for the round instead.
Slip stitch to the top of the ch3 of the previous row. End off. You now have a narrow rectangle of rows, with corner spaces.
Rounds
Attach a new color in a corner space with a dc (or slpst, ch3). 2dc, ch3, 3dc.
Continue around, doing 3dc along the side in the space between the 3dc’s of the rows and 3dc, ch3, 3dc in each corner space.
And there you have it, a crocheted granny rectangle.
For the size I did in the example:
Ch 22 Ch 21 (corrected 8-24-13)
In the 6th chain from the hook, 3dc.
Skip 2 stitches, 3dc in same stitch.
Continue across, skipping 2 and doing 3dc in the same stitch. When you reach the last ch, 1dc. Ch3 (counts as a dc)
In the space on the end created by the dc and foundation ch; 2dc, ch3, 3dc, ch3, 3dc. 2 corners on the end made.
3dc in each space between across…
At the next end; in the ch 5 space 3dc, ch3, 3dc, ch3, 3dc to make the corners on the other end.
Now, go across the other side, making 3dc in each space between…
Slpst into the top of the beginning ch3 and there you have it!
I find diagrams so helpful (pretend you don’t notice that I forgot the ending slpst in the diagram):
and another, to help with the maths of the repeats in case you want a different size…
