I spent last weekend teaching for Camp Yawatink, a knitting retreat in the picturesque foothills of the Cascade Mountains west of Anacortes, Washington, sponsored by Ana-Cross Stitch. From Friday morning until Sunday afternoon, the campers immersed themselves in knitting. I taught a full day on Saturday and again Sunday morning. The campers knitted a miniature sweater, learned to follow the instructions in The *Knitter’s Handy Book of Sweater Patterns*, how to sew seams, pick up stitches for a neckline, and other tips along the way. They also assembled afghans to donate to the camp, enjoyed a gift exchange, and won door prizes. I hope that they had as much fun as I did. In fact, I had so much fun that I didn’t want to filter it through a lens and I didn’t take a single photo!

The reason I’m writing about it today is that I’m still on a bit of high from the weekend. I’ve spent most of this week catching up on a backlog of editing work and piles of laundry (which is why I haven’t blogged much), but it was oh, so worth it. I encourage you all to take advantage of any knitting retreats that are provided in your area or travel to one (the French Girl Knits knitting tours of France look pretty wonderful!). Imagine a weekend where your only responsibility is to show up for meals on time. The rest of the time is spent with like-minded knitters enjoying each other’s company and learning new tricks.

From the feedback I got, the best trick I showed the campers was the shaping formula from Cheryl Brunette’s book *Sweater 101* (Patternworks, 1991) and more recently expanded in Shirley Paden’s *Knitwear Design Workshop* (Interweave, 2010). This formula tells you how to space increases or decreases evenly across a row (or between a certain number of rows) of knitting. Here’s an overview of how it works (check out the books mentioned above for details):

Suppose you have 124 stitches on your needles and the pattern says to increase 14 stitches evenly. To determine how to space those 14 increases evenly, divide 112 by 14. This tells you the number of full times 14 goes into 112, which in this case is 8 with a remainder of 12.

To me, the rest is magical and would take a math genius to understand (I’m sure I’ll never grasp the logic). Next, subtract the remainder from the number of stitches you want to decrease, which in this case is

14 – 12 = 2.

Also add 1 to the whole number at the top of the division equation, which in this case is

8 + 1 + 9.

Finally, draw diagonal lines between the two numbers on the top line of the equation and the numbers on the bottom line of the equation. These diagonal lines tell you to increase every 8th stitch 2 times and every 9th stitch 12 times—14 increases worked over 124 stitches.

Don’t believe me? Check the math:

8 x 2 = 16

9 x 12 = 108

16 stitches + 108 stitches = 124 stitches

2 increases + 12 increases = 14 stitches increased.

For truly even spacings, alternate the two increase intervals. In this case, increase every 9th stitch 3 times, then increase on the 8th stitch once, then increase every 9th stitch 6 times, then increase on the 8th stitch once, then increase every 9th stitch 3 more times—14 increases worked over 124 stitches.

If you don’t want to work the last increase on the last stitch of the row (which I avoid at all costs), split one interval as evenly as possible between the beginning and end of the row. Just to make things more difficult, let’s split the 9-stitch interval:

Increase in the 4th stitch, then increase every 9th stitch 2 times, then increase in the 8th stitch once, then increase every 9th stitch 6 times, then increase in the 8th stitch once, then increase every 9th stitch 3 more times, then work 5 stitches even to the end of the row—14 increases worked over 124 stitches.

Decreases are worked the same way, but remember that a decrease is typically worked over 2 stitches (k2tog), so you would work the decreases on 7th + 8th stitches 2 times and on the 8th and 9th stitches 12 times.

CambriaThis is genius!

AnnThank you so much for this formula – it’s really like magic. I always have so much problem working this out.

Kristi aka Fiber FoolThat is a fantastic formula to have handy!

FeresaWe all like a bit of magic but I’ve always used the following. This does result in a greater number either side of the row but these are generally taken in with seams and aren’t generally that many to notice (well not by a man on a galloping horse anyway – as my great aunt used to say).

Add one to the number of increases and then divide the current number of stitches by this number eg,

124 / 15 = 8* remainder 4

Split the remainder in half

4 / 2 = 2

Add 2 to the * number in this case

8 + 2 = 10 and use this number at the beginning and end of the row and the * number inbetween

Therefore

Work 10 inc (work 8 inc) 13 times, work 10

I increase by picking up the loop so to increase in the stitch it would be

Work 9 inc in next stitch (inc in every 8th stitch) 13 times, work 10

Just another way to get there.

Happy knitting! ;o)