How much weaker is Lorenz with only the chi wheels?
I've been reading the General Report on Tunny while learning how the Lorenz SZ42 worked... and I've built a little hand-cranked model of just the five chi wheels (41, 31, 29, 26 and 23 cams).
With the psi and motor wheels gone, the key stream is just the chi stream, so the period is the product of those five numbers. That seems huge on paper, but each bit stream on its own repeats very quickly.
How would you attack a chi-only machine in practice? Is it basically trivial once you have a bit of depth, or is there more to it than that? I'd love to understand why the psi wheels mattered so much!!