Stomachion: an Archimedes quilt block
Maybe it's because my mother has been an avid quilter for many years. Maybe it's because I've always enjoyed puzzles of various sorts. Maybe it's because I'm always working on a "project" and figuring out how things fit together.
Because when I first saw the Stomachion puzzle in The Archimedes Codex, I saw a big quilt block.
I haven't gotten into quilting as much as Mom, but I have made a few baby quilts and other pieces. And was I satisfied with sticking with a simple pattern and just doing that one? No.... I had to create my own Celtic chain or some such design. If you want something done quickly and simply, don't enlist my help. I am likely to say, "Wait. What happens if I do this?" And I'm off on a tangent.
So what pattern do I see in the Stomachion? How would I piece this square together? Because it's not just the pieces themselves: you must account for the seam allowances between the pieces, the points where they meet, and how the various pieces may be joined by simple straight seams. Creating this puzzle using paper or wooden blocks is one thing; joining fabric is a whole different ball game.
Here's how I see it: it's basically a series of triangles which could then be sewn together in sets. There are a few odd pieces, and the trick would be making sure to sew the pieces together without ever having to turn--straight seams only. Except: see that little triangle in the middle of the right side? it's the most difficult part of all: five angles come together at one point. Egad! A seaming nightmare! But if you then take that whole upper triangular half of the square and divide that in half on the diagonal line from center top to lower right corner, now you're looking at something more reasonable.
And that sort of analysis, my friends, is what keeps the quilters of this world very challenged and happy. It's all about using the brain cells and figuring it out.
P.S. If you don't like this particular pattern, you might like to know that these pieces can be rearranged 17,152 different ways to make a square.

