# Valuation of another three two-real pieces and new estimate of the total amount to be produced by the reminting as 4,189,000 two-real pieces.

The three \spanish/ pieces of Spanis two Ryals of {st silver} w^{ch} I received\w^{ch} were sent to me/ by yo^{r} Lord^{ps} order |{to} be examined| are very unequally coined. One of them \weighd/ 3^{dwt} 6$\frac{1}{4}$ grains & is 4$\frac{1}{2}$^{dwt} worse then our standard. Another weighs|d| 3^{dwt} 13^{grains} & is standard wanting only a {qu}{illeg} scant. A third weighs 3 ^{dwt} 10$\frac{2}{3}$^{gr} & is 4$\frac{1}{2}$^{dwt} worse. These three & that w^{ch} by your lord^{ps} order I caused to be assayed some months\weeks/ agoe & w^{ch} was in weight assay 3$\frac{1}{2}$^{dwt} worse then standard, & weighed {illeg} 3^{dwt} 6^{gr}, are one w^{th} another at a medium \in weight/ 3^{dwt} 9^{gr} &\&/ in weight &\Assay/ 3$\frac{3}{16}$^{dwt} worse than sta & in value 10^{d}$\frac{\mathrm{\{?\}}}{\mathrm{\{?\}}}$$\frac{5}{16}$.\+^{[1]}/ And if a Mexico pice {sic} of eight be worth 4^{s} 6^{d} then 800000 pieces of eight will make [418909{4}] about 4189000 two Ryall pieces of K. Charles.

5 Carolu's & $\frac{2}{9}$ of a Carolus equal a Mexico piece of 8. 47 Caroluses equal 9 pieces of 8 & 8000000 pieces of 8 should make 4180000 Carolusses.

If a piece of 8 be recconed at 54^{d}, 800000 pieces of 8 will make 4189100 Carolusses. But $\frac{1}{3}$ per {illeg}|1|00 abated brings it to 4175000

^{[1]} And [five of these two Ryall pieces are almost 5 per cent better\worse/ then a Mexico piece of eight] a Mexico piece of eight \worth 5|4|-7|6|/ is almost 5 per cent better \in value/ then 5 of these two Ryal pieces. And if 800000 {illeg} such Mexico pieces of 8 will make 4{illeg}|18|9000 \such/ two Ryal pieces