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Posted By Lisa On January 5, 2013 @ 10:26 am In crochet | 25 Comments
Well, hello there. Did you think I had forgotten you? I talked before Christmas about how I had so many things to show you and not enough time to do it in, and then I showed you a couple of things and pretty much disappeared. I’m having trouble getting back into the swing of everyday life after the holidays. Last week was such a short week, I think my brain decided before it even started that this was not going to be a week of normal routines.
So, the laundry is piled up, the dishes are piled up, and I’ve got hexagons on my mind.
Aidan saw a hexagon blanket in a magazine a few months ago and requested one. We are all enjoying Eamonn’s granny square blanket so much (all except for Neil who believes that granny squares are the ultimate expression of terrible style – it’s ok, more for us!), that I agreed it would be nice to try a granny hexagon variation. It seemed like a good after-Christmas kind of project.
So here we are. After Christmas. We’ve discussed color schemes (blues and greens – anyone surprised?) and I’ve gone into the basement and found the box of leftovers from Eamonn’s blanket. I originally wanted to approach this blanket as a slightly greener, more hexagonal version of Eamonn’s. I wanted to construct each hexagon in the same way as I constructed the squares: a large center of blue/green, a round of a complementary color like red/gold, a round of a different blue/green, and a final round of yet another blue/green. Aidan didn’t like that plan.
So together we came up with another approach that I think we are both really going to like.
I have ordered some yarn, but while I wait for it to get here, I’ve been playing with some of the bits and bobs I had in my stash, and I have to say I am struck by just how mathematical this crochet stuff can be. I mean, I am not entirely surprised. The geometry of it all is probably what appeals to me in the first place. But it has been a bit of a revelation that I had to actually do a little division to get my hex to come out properly.
Before I made my first hexagon, I searched the web. I know that there are many types of crocheted hexes, but I had a very particular vision for mine. It was to be a granny hex, in that it was to look exactly like a granny square, but it must have six sides. I didn’t think this was too much to ask, but google failed to find me a single tutorial for that.
So I put on my “how hard could it be?” hat, and just made one.
(I almost always find out just how hard it could be when I do that.)
The trouble with adding an extra two 3dc clusters to the first round of a granny square in order to turn it into a granny hexagon, is that the extra two clusters translate into an extra four on the next round, and an extra six on the round after that. All of these extra rounds don’t fit nicely in the space provided, and you end up with a hex that’s as wavy as all get out.
Now, I know I could finesse it into working. I could block them all flat, or I could enlarge the center hole. But neither of those options would make me particularly happy. I want a blocking-free blanket, and one that doesn’t have huge holes in the center of each motif. So I pondered the problem mathwise, and I came up with a solution.
It involved compromising some of the granny-ish-ness of the center of the hex, but I find that it’s close enough to make me happy.
Next problem? squaring off the edges of the blanket. That’s going to require some half hexes, and a few smaller hex portions. I experimented a little bit on that last night, and while I think I might have found something that will work for the small hex portions, I kind of hope that I didn’t. These things are a pain in the neck to make. I’m going to keep playing a little bit. Maybe something easier will occur to me.
I am beginning to see why it is so hard to find online tutorials for squared-off granny-hexagon blankets – effective construction of one is fraught with math! Both from the point of view of creating the hexagon itself, and that of dealing with the blanket’s edges so that they’re straight. So many people appear to just leave them jagged. Neither Aidan nor I really care for that look, so good thing I like math!
Figuring out how all of the pieces should fit, what shape they should be, and what stitches I need to use in order to make that happen, while still maintaining the granny-esque-ness of the blanket is going to be fun, I think. And because such a thing has been hard to find online, I am even more determined to publish the pattern when I’m done with this blanket a few months down the road. Hopefully it can help those who are less-mathematically-inclined. I’ll share how to make a granny hexagon, how to attach them together, how to make the partial hexes that will serve to square-up the edges, and how to add a border to the whole thing. Meet me back here for that in, oh, April? May? Fun times.
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