In my last few blogposts, I have been wring about the BYOB - Bring Your Own Bag knitting pattern with suggestions for fun variations you could try. If you would like to read the first blogpost in this series, then please click here and follow the links at the bottom of each post to return to this point.
In today’s blogpost, I am going to feature a bag I made using left-over yarn oddments from all the other bags! The dyelots varied enormously, yet when this bag was finished you really couldn't see that there were any shade differences in the yarns.
I have found myself really drawn to this bag and it has become my shopping bag of choice in recent times. It certainly has been the one most commented upon when I am out and about.
This version was worked completely in Seed Stitch and seemed to grow surprising quickly. I found myself saying: "I'll just work one more band..." and then before I knew it, it was finished! There is definitely some merit in having such frequent colour changes to provide a good target for your knitting!
In today’s blogpost, I am going to feature a bag I made using left-over yarn oddments from all the other bags! The dyelots varied enormously, yet when this bag was finished you really couldn't see that there were any shade differences in the yarns.
I have found myself really drawn to this bag and it has become my shopping bag of choice in recent times. It certainly has been the one most commented upon when I am out and about.
This version was worked completely in Seed Stitch and seemed to grow surprising quickly. I found myself saying: "I'll just work one more band..." and then before I knew it, it was finished! There is definitely some merit in having such frequent colour changes to provide a good target for your knitting!
The striped pattern in this bag is a "Fibonacci" sequence. This is where the previous 2 numbers are added together to give the next number in the sequence, so:
Fibonacci sequences give very interesting results and reflect patterns we see in nature. We can see Fibonacci sequences in the growth pattern of a shell, the number of petals on a flower or even the leaf structure of a tree! The diagram above, for example, shows how a mollusc shell grows and develops.
In this bag, I just used the 5 - 8 - 13 part of this sequence to form the stripes. So I worked:
I had a lot of yarn tails to finish off at the end because I had used so many remnants, but it was very satisfying to have so little wasted yarn at the end of this project.
I hope you have enjoyed exploring the many variations from just this one pattern. If you would like to purchase a copy of the BYOB – Bring Your Own Bag pattern, then please click here. Do please send me photos of the bag variations that you come up with – I’d love to see your version of the bag!
I'll be back next time with information about a lovely cozy rug to knit ready for the winter ahead.
Until then – Happy Bag Knitting!
Moira
- 1+1 = 2,
- then 1+2 = 3,
- then 2+3 = 5
- and so on to give the sequence: 1, 1, 2, 3, 5, 8, 13, etc
Fibonacci sequences give very interesting results and reflect patterns we see in nature. We can see Fibonacci sequences in the growth pattern of a shell, the number of petals on a flower or even the leaf structure of a tree! The diagram above, for example, shows how a mollusc shell grows and develops.
In this bag, I just used the 5 - 8 - 13 part of this sequence to form the stripes. So I worked:
- 13 Rnds in MC,
- then 8 Rnds in CC1
- and 5 Rnds in CC2,
- then back to 8 Rnds of CC1 again.
I had a lot of yarn tails to finish off at the end because I had used so many remnants, but it was very satisfying to have so little wasted yarn at the end of this project.
I hope you have enjoyed exploring the many variations from just this one pattern. If you would like to purchase a copy of the BYOB – Bring Your Own Bag pattern, then please click here. Do please send me photos of the bag variations that you come up with – I’d love to see your version of the bag!
I'll be back next time with information about a lovely cozy rug to knit ready for the winter ahead.
Until then – Happy Bag Knitting!
Moira
 | Last Blogpost: Basketweave bag Next Up: Rare Earth Rug Our book: Reversible Knitting Stitches My Website: www.wyndlestrawdesigns.com |
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