On Tuesday, July 3, 2001, at 03:12 PM, Philip Newton wrote: > Yeah, I heard that you could do system() or die, and figured that > with "0 > but true", you can already do half of that... but to really support the > idiom, you'd need something like "3 but false". Well, Scalar::Properties can do that as well... Marcel -- my int ($x, $y, $z, $n); $x**$n + $y**$n = $z**$n is insoluble if $n > 2; I have discovered a truly remarkable proof which this signature is too short to contain. (20 Aug 2001: Pierre de Fermat's 400th birthday)
- [ANNOUNCE] Scalar::Properties 0.10 Marcel Grunauer
- Re: [ANNOUNCE] Scalar::Properties 0.10 Marcel Grunauer
- Re: [ANNOUNCE] Scalar::Properties 0.10 Paul Makepeace
- Re: [ANNOUNCE] Scalar::Properties 0.10 Marcel Grunauer
- Re: [ANNOUNCE] Scalar::Properties 0.10 Mark Fowler
- Re: [ANNOUNCE] Scalar::Properties 0.10 Dave Hodgkinson
- Re: [ANNOUNCE] Scalar::Properties 0.10 Greg McCarroll
- Re: [ANNOUNCE] Scalar::Properties 0.10 Philip Newton
- Re: [ANNOUNCE] Scalar::Properties 0.10 Marcel Grunauer
- Re: [ANNOUNCE] Scalar::Properties 0.10 Chris Benson
- Re: [ANNOUNCE] Scalar::Properties 0.10 Philip Newton
- Re: [ANNOUNCE] Scalar::Properties 0.10 Chris Benson