Holograph notes and calculations concerning the tin trade, and on proposed medal designs

Every hundred Tunns purchased above what the consumption will carry off makes a dead stock \of Tynn/ annually increasing the interest of w^ch at 6 per cent will in the end of seven years amount unto about 10000^li & the dead stock \of Tynn/ at the end of th{illeg}|a|t time will not be worth 40^s per w^ch should have been sold for 3^li {illeg}^{illeg} 76^li per Tunn will at the end of that time if y^e contract be not renewed, be scarce worth above 30^li \sell for above 50^s/ per Tonn \in ready money for the whole &/, the whole loss in the dead stock & interest \together will/ amounting to about 36600^li so that there will be 2600 18200 lost in stoc in|th|e dead stock besides 10000^li in the interest, & in both together almost 30000^li.

NB If the King should {now} {illeg} t{illeg} renew \the/ contract for seven years, the dead {illeg}|&| purchase {wo} in the interest of the dead stock being at present about 400000 \&/ the reconning would be as follows.

There may be a figure of a woman with presenting the King with a Governall & the Woman may be either with a {illeg} speer in her hand to represent Great Britain or wit in a Veil to represent Religion

$\begin{array}{c}\underline{76. {53200}^{\overline{\mathrm{li}}}. \begin{array}{r}26600\\ \underline{10000}\\ 36600\end{array}}\\ \begin{array}{rrr}128800& 76000& \mathrm{2957∟04}\phantom{0}\\ -1840& 304\phantom{00}& 51940\phantom{∟}8\phantom{00}\\ \overline{26960}& \overline{106400}& \overline{\mathrm{62097∟84}}\end{array}\end{array}$

$\begin{array}{r}1840\text{ stand}=\phantom{⁤\frac{3}{10}}\\ 131⁤\frac{3}{10}\phantom{\text{ stand}=}\\ 440\phantom{⁤\frac{3}{10}\text{ stand}=}\\ \overline{571⁤\frac{3}{10}}\phantom{\text{ stand}=}\\ 3999\phantom{⁤\frac{3}{10}\text{ stand}=}\end{array}$

$\begin{array}{r}1840\phantom{0}\\ 110400\\ 1656\phantom{0}\\ \overline{126960}\end{array}$

304000

$\begin{array}{r}\mathrm{7617,6}\\ 30088\\ \overline{\mathrm{10626,4}}\end{array}$

$\begin{array}{r}1350\phantom{0}\\ 94500\\ 8100\\ \overline{102600}\end{array}$

$\begin{array}{r}76\phantom{00}\\ 228\phantom{0}\\ 380\\ \overline{260}\end{array}$

$\begin{array}{rr}\mathrm{23135∟28}& \underline{33504}\\ 16194696& {33}^{0}504\\ & \underline{66108\phantom{0}}\\ & 703584\\ & 694584\end{array}$

$\begin{array}{r}1840\phantom{⁤\frac{3}{7}}\\ \underline{131⁤\frac{3}{7}}\\ 1971⁤\frac{3}{7}\\ \underline{1350\phantom{⁤\frac{3}{7}}}\\ 621⁤\frac{3}{7}\end{array}$

$\begin{array}{r}4350\phantom{0}\\ 304500\\ 26100\\ \overline{330600}\end{array}$

<44v>

p^r an' $\begin{array}{r}2400\\ 800\\ \overline{3240}\\ 5200\\ 2040\\ 1600\\ 400\\ 1240\end{array}$

$\begin{array}{rr}\mathrm{7∟36008}& \underline{38520}\phantom{0}\\ & 269640\phantom{0}\\ & 11556\phantom{0}\\ & 23112\\ & 31\\ & \overline{283510}\phantom{0}\end{array}$

$\begin{array}{rr}76)400000& (\mathrm{52∟6}\\ \underline{380}\phantom{000}& \\ 200\phantom{00}& \\ \underline{152}\phantom{00}& \\ 48\phantom{00}& \end{array}$

$\begin{array}{r}\mathrm{13055∟28}\\ 201105\phantom{∟}6\phantom{0}\\ \overline{\mathrm{214160∟88}}\end{array}$

$\begin{array}{r}304500\\ 152250\end{array}$

$\begin{array}{r}\underset{\phantom{0}920}{1840})19080\\ 9450\\ \overline{9530}\end{array}$

$\begin{array}{r}\mathrm{1865∟04}\\ \mathrm{37300,8}\phantom{0}\\ \overline{\mathrm{39165∟84}}\end{array}$

$\begin{array}{r}31084\\ \overline{\mathrm{1865∟04}}\\ 3730\phantom{\mathrm{0∟00}}\\ \overline{39165\phantom{\mathrm{∟00}}}\end{array}$

$\begin{array}{r}21\phantom{000}\\ 126000\\ 114912\\ \overline{)261912}\end{array}$

$\begin{array}{r}11472\\ 68832\end{array}$

$\begin{array}{r}91200\\ 5472\\ 10944\phantom{0}\\ \overline{114912}\end{array}$

$\begin{array}{c}\underline{\begin{array}{rr}6000& 36000\\ 5472& \underline{27360}\\ 27360& 63360\end{array}}\\ \begin{array}{r}\mathrm{1865∟04}\\ 37300∟8\phantom{0}\\ \overline{\mathrm{39165∟84}}\\ 5595∟12\\ \overline{\mathrm{44760∟96}}\end{array}\end{array}$

$\begin{array}{r}133684\phantom{0}\\ 267368\\ \overline{\mathrm{16042∟08}}\end{array}$