The Deep Waters of Randomness
Yesterday's quest of a method to simulate a repeating random selection from a group of five warp yarns led me to some interesting stuff. I wanted a quick and easy way of visualizing a random warp without actually making one. I mean–flipping colored playing cards is fun, but after 15 flips one looks for a better way. Once upon a time I had written a simple spreadsheet to generate a group of random numbers, but this didn't quite do it - I really needed to generate random combinations of the same five colors, with no individual colors repeating in any one group. My math and programming skills are decidedly not up to this task! So I Googled random number generator and came up with a mindboggling amount of content, enough for weeks and months of study. I learned some wonderful new acronyms, like PRNG (pseudorandom number generator) and found a delightful title attributed to Robert R. Coveyou of Oak Ridge National Laboratory,
The generation of random numbers is too important to be left to chance.
I also found dozens of sites for generating random numbers on the web. Fascinating. So where does this leave me, a weaver? Certainly no further. If any of you know of a way to simulate my random warp with five ends together at a time, I'd love to hear about it. My own conclusion: the quickest way to simulate a random warp is to get up off my butt and visit the warping board.
But having said that, I couldn't resist trying a few more simple threadings with yesterday's warp. I continued the plan of having every fourth and fifth warp end work together. The first example is straight twill, the second rosepath with 2/2 twill tieup and a straight treadling, and the third is rosepath threading and reverse twill treadling. It is the third one I find most interesting.






