Tag Archives: #myownpattern

Patience, chance

I write. Not just this blog (and another one in Danish) but also fiction. Sometimes I write non-fiction too when I describe some of the patterns et c. I make for various craft projects.

And when you write you get – at least some people get – the notion that someone might want to publish your writing. So you send off a manuscript to veraous publishers, big and small.

And then you wait. Watch your mail box for at least an auto-reply that tells you that your heart and soul reached their destination. And you wait some more.

From time to time you loose patience, often as not only to wish you didn’t because the long-awaited answer is a refusal.

And then just once in a while you get a chance. This just happened to me even if it was in disguise: I wrote up descriptions with lots of snaps of a select number of patchwork patterns and looked for publishers specialising in the field. Then I wrote to those publishers. Finally I posted in a patchwork group on Facebook if others had good suggestion of “never fail always good books” from a specific publisher.

That was when chance entered the equation. A group member with a shop wrote to me because she could well want to sell my patterns in her shop.

The lesson I learned from this? Just the usual: Timing is what makes chances occur.

Snip, snip

Do you know the feeling? You found all your patchwork material, spread it over half the living room and cut piece after piece for a specific project.

Then the minute you sigh and begin to re-fold everything to put it away you think of other patterns. Leave the mess, take up pencil and paper – in my case a standard checkered pad – and begin to draw. Come up with brilliant ideas. Or remember old and equally brilliant ideas not yet put into colours and cloth.

Lean back with sketches on the pad, smile to yourself and fetch the thick paper used for clich´s and begin to cut those. And then finally go on to cut the material for those patterns.

That’s what I did this past week. Well, not all of it, some of it. And now that I finally put all the material away to stop myself getting further ideas I have not only the 468 pieces for my Mum’s bedspread but also 2X5 for two canters, 15 pieces for one experimental pattern, 11 pieces for another experiment and finally 177 pieces for a square pattern. Because I stopped myself before I began to cut a hexagon cliche’e which would have meant countless other pieces.

Oh and did I mention I always hand-sew? Seems I have my work cut out for me very literally.

Shy model, layered

forkastningstrøje

There’s a good deal of debate going on currently about youngsters sharing nude snaps of (mainly) girls without any form of consent from the victims. One thread in the debate is that parents have a part of the blame for two reasons:

The obvious one is upbringing. As parents we teach or at least try to teach our children about decent behaviour though the individual concepts of that phenomenon has variations.

The other reason is the fact that we parents sharesnaps of our children. Including cute nude snaps of happy toddlers in paddling pools et c.

So I decided to not photograph my daughter’s head to display the swater I finished for her and which so obviously fits her snugly. She is very good at only sharing pictures of herself where she may look a bit silly, but never drunk or nude. Doubt she ever sent anything like it in private to anyone; she’s not the type to do so.

In fact she’s a nerd. Which is why the sweater has the design it has: She studies geology and wanted it to display layers of dirt disrupted by e.g. earthquake. And the head? Just a container for her brain.

This is my daughter’s fault

Now before any possible reader’s hackles are raised, this is neither naming, blaming or shaming. Instead I’m straightly, strictly literal:

Nannas forkastning

The dear girl studies geology and saw on one field trip a fellow student wearing a sweater that inspired her. Could I knit a pattern with stripes that are interrupted in a slanted line?

My answer yes prompted a sketch that’s turning into the above: A clourful rendition of a fault line. The blue, yellow and red layers of sediment, as it were, on the black background cut up and unjoined with the forces of the earth’s tectonic plates.

Or in this case, the force of my knitting needles. Don’t you just love a nerd like that?! I do.

 

 

Stripe-tease

Knitting can get boring. The thinner the needles and the yarn the longer time it takes to get anything done.

Patterns can break the monotony, and stripes are an easy pattern. The snag of stripes is the fact that unless the stripes are only few rows each and therefore thin it’s best to break the yarn at each stripe. Which leaves you with this: stripe-tease

Yup, that’s the stripe-tease of the title. AKA woolly spaghetti.

I may be done working my knitting needles on this thing. Doesn’t mean there’s no needle work left on it. Until the end is nigh.

and it’s one, two, three, what am I stitching fo(u)r

Or: N squared.

Wait – does that mean more math?!

The answer is yes: 1-2-3-4-5 i anden

Within the same size square I sew patches together as either 1 patch each side, two each side, three, four and five. Eventually five anyway. To enhance the pattern I change between blues and reds and use the same two colours or sets of colours for each number: 1 X 1 are two blues, 2 X 2 are two sets of pinkish reds et c.

Why I stop at five? Because it gets me down to individual pathes that are 1 X 1 cm. I flat out refuse to go below that size (unless of course I come up with some “brilliant” idea that demands it … ), and because of how the pattern works I end up with a nice size when I stop at five.

That’s the main snag about these mathematical patterns: The size of the finished example grows in jumps. If I include 6 X 6 patch-squares I would end up with an example measuring 66 X 66 cm. whereas this on will end up as 45 X 45 cm.

So U Did One Known Obsession?

færdig patchwork-sudoku

OR: One finished patchwork sudoku.

I think the colouring works well to bring out the nine different blocks, and at closeup the individual squares made up of 1-9 patches are actually discernible.

So will I ever make another? Possibly. This example measures 40,5 cm x 40,5 cm and will most likely find use as a bread basket liner. The measurement is 27 units of 1,5 cm. each. But if one unit was 8 cm. the finished sudoku would be 216 cm. square, making it a good size for a bed spread for a double bed. It could be kind of cool.