On Wed, Dec 3, 2008 at 13:02, The PerlNomic Partnership <[EMAIL PROTECTED]> wrote: > The PNP withdraws one 4 crop from the PBA for ^8. > The PNP withdraws one 4 crop from the PBA for ^9. > Using a Addition Mill, the PNP mills 4 + 4 = 8. > The PNP deposits one 8 crop into the PBA to gain ^26. > The PNP withdraws one 4 crop from the PBA for ^10. > The PNP withdraws one 4 crop from the PBA for ^11. > Using a Division Mill, the PNP mills 4 / 4 = 1. > The PNP deposits one 1 crop into the PBA to gain ^32. > The PNP withdraws one 4 crop from the PBA for ^12. > The PNP withdraws one 4 crop from the PBA for ^13. > Using a Multiplication Mill, the PNP mills 4 * 4 = 5. > The PNP deposits one 5 crop into the PBA to gain ^31.
This all fails as the PNP only had 2 coins to start with. BobTHJ
