Holograph calculations relating to Dutch coinage

$\begin{array}{r}\mathrm{480,12}-105=4800\phantom{⁤\frac{8}{31}(425⁤\frac{7}{12}⁤\frac{1}{16}}\\ 960\phantom{⁤\frac{8}{31}(425⁤\frac{7}{12}⁤\frac{1}{16}}\\ \underline{-105}\mathrm{gr}\phantom{(425⁤\frac{7}{12}⁤\frac{1}{16}}\\ 5655\phantom{⁤\frac{8}{31}(425⁤\frac{7}{12}⁤\frac{1}{16}}\\ -\underline{547⁤\frac{8}{31}}\phantom{(425⁤\frac{7}{12}⁤\frac{1}{16}}\\ \frac{6}{15}⁤5107⁤\frac{23}{31}(425⁤\frac{7}{12}⁤\frac{1}{16}\\ 30\phantom{0⁤\frac{23}{31}(}425⁤\frac{31}{48}\phantom{⁤\frac{1}{16}}\end{array}$

$\begin{array}{r}16965(547⁤\frac{8}{31}\\ 146\phantom{0(547⁤\frac{8}{31}}\\ 225\phantom{(547⁤\frac{8}{31}}\\ 8\phantom{(547⁤\frac{8}{31}}\end{array}$

$425⁤\frac{1}{2}⁤\frac{1}{8}⁤\overline{)\frac{1}{48}}$

$\begin{array}{r}4800\phantom{(547⁤\frac{8}{31}}\\ 960\phantom{(547⁤\frac{8}{31}}\\ \overline{5760}\phantom{(547⁤\frac{8}{31}}\\ -105\phantom{(547⁤\frac{8}{31}}\\ \begin{array}{r}5655\\ 31)16965\end{array}(547⁤\frac{8}{31}\\ 155\phantom{00(547⁤\frac{8}{31}}\\ 146\phantom{0(547⁤\frac{8}{31}}\\ 225\phantom{(547⁤\frac{8}{31}}\\ 8\phantom{(547⁤\frac{8}{31}}\end{array}$

$5107⁤\frac{23}{31}(425⁤\frac{1}{2}⁤\frac{1}{12}⁤\frac{29}{372}$.

${480}^{\mathrm{gr}}={62}^{\mathrm{d}}$.

${240}^{\mathrm{s}}.{31}^{\mathrm{d}}\colon\colon 425⁤\frac{31}{48}$

$\begin{array}{r}23\phantom{00}\\ \underline{217\phantom{00}}\\ 240\phantom{0}\\ \mathrm{12,31}\end{array}$

$4^{{\mathrm{dw}}^{\mathrm{t}}}{8}^{\mathrm{gr}}$

$\begin{array}{r}12769⁤\frac{6}{16}\phantom{(\mathrm{54∟9}}\\ 425⁤\frac{31}{48}\phantom{(\mathrm{54∟9}}\\ 240\left)\overline{13195⁤\frac{1}{48}}\right(\mathrm{54∟9}\\ 119\phantom{0⁤\frac{1}{48}(\mathrm{54∟9}}\\ 235\phantom{00⁤\frac{1}{48}(\mathrm{54∟9}}\\ 102\phantom{.00}1.9\mathrm{b}\phantom{0⁤\frac{1}{48}(\mathrm{54∟9}}\\ \mathrm{a}\phantom{.00}5\phantom{.}357\phantom{⁤\frac{1}{48}(\mathrm{54∟9}}\\ 104.\phantom{00}5\phantom{.}304\phantom{⁤\frac{1}{48}(\mathrm{54∟9}}\\ 53\phantom{⁤\frac{1}{48}(\mathrm{54∟9}}\end{array}$

$/{17.}^{{\mathrm{dw}}^{\mathrm{t}}}{11}^{\mathrm{gr}}.$

$\begin{array}{r}\mathrm{12,480}\phantom{0}\\ \underline{\phantom{\mathrm{00,0}}960}\\ 5760\\ 51⁤\frac{1}{2}\mathrm{a}\end{array}$

$\begin{array}{r}93.100\colon\colon 17⁤\frac{1}{2}={432}^{\mathrm{gr}}\text{ or }431\\ \begin{array}{cc}60& 554\end{array}(\mathrm{464,946}\\ 46\phantom{(\mathrm{464,946}}\\ 372\phantom{(\mathrm{64,946}}\\ 68\phantom{(\mathrm{64,946}}\\ 837\phantom{(\mathrm{4,946}}\\ 43\phantom{(\mathrm{4,946}}\\ 58\phantom{(,946}\end{array}$

$\begin{array}{r}\mathrm{a} 480.465 \mathrm{b}\phantom{31\mathrm{a}-31\mathrm{b}=.}\\ \mathrm{a}-\mathrm{b} 15\phantom{.}465 31\mathrm{a}-31\mathrm{b}=\mathrm{b}.\\ 31\mathrm{a}=32\mathrm{b}.\phantom{-\mathrm{b}}\end{array}$

$\begin{array}{r}5760\phantom{0}\\ -4032\\ \overline{53568}\end{array}$

$\begin{array}{r}31.30\colon\colon 480.14400(\mathrm{464∟516}\\ 124\phantom{00(\mathrm{464∟516}}\\ 2000\phantom{(\mathrm{464∟516}}\\ \underline{186}\phantom{0(\mathrm{464∟516}}\\ 140\phantom{(\mathrm{464∟516}}\\ 160\phantom{(\mathrm{64∟516}}\\ 155\phantom{(\mathrm{64∟516}}\\ 50\phantom{(\mathrm{4∟516}}\end{array}$

$\begin{array}{r}105.\phantom{⁤\frac{3}{7}}1675\phantom{⁤\frac{3}{7}.={21}^{\mathrm{s}}.11⁤\frac{1}{2}}\\ 21.\phantom{⁤\frac{3}{7}0}331.\phantom{⁤\frac{3}{7}.={21}^{\mathrm{s}}.11⁤\frac{1}{2}}\\ 126.\phantom{⁤\frac{3}{7}}1986\phantom{⁤\frac{3}{7}.={21}^{\mathrm{s}}.11⁤\frac{1}{2}}\\ 3.\phantom{⁤\frac{3}{7}00}47⁤\frac{3}{7}\phantom{.={21}^{\mathrm{s}}.11⁤\frac{1}{2}}\\ \underline{\frac{3}{7}\phantom{000}6⁤\frac{37}{49}}\phantom{={21}^{\mathrm{s}}.11⁤\frac{1}{2}}\\ 129⁤\frac{3}{7}.2040⁤\frac{2}{49}={21}^{\mathrm{s}}.11⁤\frac{1}{2}\end{array}$

{illeg}5.. $2⁤\frac{3}{4}$ 3 Guilder p.=5^s. $1⁤\frac{3}{4}$=10 skillings.

{3}6 denarij=1 stufro. 20 stufr.=1 floreno, Scooten \6 floren=1^℔ Fland./

24 m     =1 Gross (=1 denar) & 12 Gros=1 solido.

{illeg}8 denarij \doits/=1 Gross. \or Denier/ 2 Gross=1 Stiver. 2 Stivers=1 double Stiver. 12 Gross=1|6| Stivers=1 Skilling

20 Stivers=1 Floren or Gilder. 6 Florens or Gilders=1^℔ Flanders=20 skillings. They usually reccon in Florens Stivers & pence or Livers {illeg} skillings \sous/ & grosses Aur Gal. val{ue} 4 flor. 5 stuf.

222{illeg}$444.9\colon\colon 148.3\colon\colon 64⁤\frac{1}{2}\begin{array}{l}580⁤\frac{1}{2}(\mathrm{1,3077}\\ 1365\\ 1332\\ \phantom{00}33\end{array}$

$\begin{array}{l}{5}^{\mathrm{s}}\phantom{.}{\underset{2}{2}}^{\mathrm{d}}⁤\frac{1}{2}⁤\frac{1}{31}\\ \phantom{5^{\mathrm{s}}.}\mathrm{1,3077}\\ \underline{\phantom{5^{\mathrm{s}}.1,}53226}\\ 5^{\mathrm{s}}.\mathrm{5,84}\end{array}$

$5^{\mathrm{s}}.5^{\mathrm{d}}⁤\frac{5}{6}$

$\begin{array}{r}248\phantom{0(\mathrm{1∟899099}}\\ 3⁤\frac{1}{40}.6⁤\frac{4}{5}.11⁤\frac{1}{10}.6⁤\frac{8}{10}\colon\colon 3⁤\frac{1}{10}.186\phantom{00(\mathrm{1∟899099}}\\ \overline{2108}\phantom{0}(\mathrm{1∟899099}\\ 998\phantom{0(\mathrm{1∟899099}}\\ 1100\phantom{(\mathrm{1∟899099}}\\ 1010\phantom{(\mathrm{1∟89909}}\\ 110\phantom{(\mathrm{1∟8990}}\\ 101\phantom{(\mathrm{1∟899}}\end{array}$

$\begin{array}{l}\phantom{1}5. 2\\ \phantom{10. }\mathrm{2,839}\\ \phantom{10. }\underline{\mathrm{1,53226}}\\ \phantom{1}5. \mathrm{6,37126}\\ 14⁤\frac{2}{3}\text{ skil.}\end{array}$

$\frac{376}{1000}$

$\begin{array}{l}\phantom{1}34⁤\frac{4}{9}.20\colon\colon 14⁤\frac{2}{3}.\\ \phantom{1}17⁤\frac{2}{9}.10\colon\colon 14⁤\frac{2}{3}\\ \phantom{1}51⁤\frac{2}{3}.10\colon\colon 44.\\ 155.\phantom{⁤\frac{2}{3}}30\colon\colon 44\\ \phantom{1}31.\phantom{⁤\frac{2}{3}}6\colon\colon 44.264(8⁤\frac{16}{31}\\ \phantom{131.⁤\frac{2}{3}6\colon\colon 44.2}16\\ \phantom{131.⁤\frac{2}{3}6\colon\colon 44.216}17⁤\frac{1}{31}\end{array}$

In \Holland/ France & Spain they reccon by \weights are/ Marks & a Mark is $7⁤\frac{2}{5}$ Troy in France & Spain & $7⁤\frac{9}{10}$ in Holland.

$\begin{array}{rr}\hfill \mathrm{a}\hfill & \hfill \mathrm{b}\hfill \\ 157.& 484\\ & 471\\ & 13\end{array}$

$161⁤\frac{1}{3}$ Floren= $3.10\colon\colon \text{skil. Flor. }31.18\colon\colon \text{skil. skil}$

$\phantom{161⁤\frac{1}{3}\text{ Floren}=}3.10\colon\colon {\frac{18}{31}}^{\mathrm{s}}.{\frac{60}{31}}^{\mathrm{s}}=1^{\mathrm{s}}⁤\frac{29}{31}=1^{\mathrm{s}}.{11}^{\mathrm{d}}.{11}^{\mathrm{d}}⁤\frac{7}{31}=\mathrm{Floren}$

$21⁤\frac{1}{2}\mathrm{Deniers}=\mathrm{Lewis}=\frac{43}{48}\mathrm{ounce}. 20.17⁤\frac{1}{2}\colon\colon 24.21⁤\frac{1}{2}. 5.6\colon\colon \underset{2⁤\frac{1}{2}}{15.}\underset{3}{18}\colon\colon 17⁤\frac{1}{2}.21\colon\colon 17⁤\frac{11}{12}.21⁤\frac{1}{2}$

$\begin{array}{l}\phantom{0}58\\ 29\\ \overline{348}(1\end{array}$

$444⁤\frac{4}{9}.200\colon\colon \mathrm{20,12}.$

$\begin{array}{l}\sout{48000}\phantom{0}(108=9^{\mathrm{s}}.\\ \phantom{0}\sout{355555}\\ 12000000\\ \phantom{00}888888\end{array}$

{illeg}5$\frac{1}{12}$

$\begin{array}{c}\underline{61}\\ \mathrm{12,20}\end{array}$

$\begin{array}{l})1244.\phantom{⁤\frac{2}{3}}17\\ \phantom{)124}5⁤\frac{1}{12}\\ \phantom{)1}6220.\\ \phantom{)12}103⁤\frac{2}{3}\\ \phantom{)1244}4⁤\frac{1}{4}⁤\frac{17}{240}\\ \phantom{1}\overline{)6327⁤\frac{11}{12}⁤\frac{17}{240}}\\ \phantom{)12}316.7.\end{array}$

$\begin{array}{l}(\phantom{61)}\mathrm{1244,85}\\ \phantom{\left(61\right)}24897,\\ \phantom{\left(61\right)0}49794\\ \phantom{(}61)\overline{\mathrm{29876,4}}\end{array}$

$\begin{array}{l}746910\\ \phantom{00}124485\\ \overline{74815485}\\ 124692475\\ \phantom{0}31173118⁤\frac{3}{4}\end{array}$

$\begin{array}{ll}\phantom{0}\mathrm{37,7}.& \mathrm{5,51}.\\ 259& 255\end{array}$

$\begin{array}{l}7593585\\ 12655975\\ \phantom{0}\mathrm{316,399375}\\ \phantom{0000,}7.9975\\ \phantom{\mathrm{0000,0}}1995\\ \phantom{0000,}\mathrm{14∟97}\end{array}$

316. 8. 0

$\begin{array}{l}\phantom{100}5.12\phantom{.}\phantom{1}6.\\ \phantom{10}33.\phantom{1}0.\phantom{1}0\\ \phantom{10}69.16.\phantom{1}2\\ \phantom{1}\overline{108.\phantom{1}8.\phantom{1}8}\\ \phantom{1}\overline{461.16.\phantom{1}8}\\ \phantom{1}101.07.\phantom{1}6\\ \phantom{1}63.\phantom{1}0.\phantom{1}6\\ \phantom{1}274.11.\phantom{1}2\\ \phantom{1}195.\phantom{1}0.\phantom{1}0\\ \overline{1095.15.10}\\ \phantom{1}169.\phantom{1}4.\phantom{1}0\\ \overline{1264.19\phantom{.}10}\end{array}$

$\begin{array}{l}1238.12.\phantom{1}4\\ \phantom{12}26.\phantom{1}7.\phantom{1}6\\ \overline{1264.19.10}\end{array}$

$\begin{array}{l}{290}^{\mathrm{dwt}}4\mathrm{gr}+8^{\mathrm{gr}}\\ \phantom{0}24\\ 314⁤\frac{1}{2}\\ 157.2+8^{\mathrm{gr}}\end{array}$

$36⁤\frac{1}{4}=8⁤\frac{11}{12}+{19}^{\mathrm{gr}}=157.4^{\mathrm{gr}}$. $8⁤\frac{11}{12}=156.9^{\mathrm{gr}}$. $9=197.20.17.12⁤\frac{8}{9}$.

$17⁤\frac{1}{2}.1.11$

$3⁤\frac{4}{5}.14\colon\colon 17.12⁤\frac{7}{8}☽.4.8⁤\frac{1}{20}☉.$

$\begin{array}{r}35.\phantom{0}1⁤\frac{3}{4}\phantom{.}\\ 245.12⁤\frac{1}{4}.\end{array}$

$\begin{array}{l}\phantom{0}17.8⁤\frac{1}{5}\colon\colon 17.12⁤\frac{7}{8}.\text{ or }17.8⁤\frac{2}{9}\colon\colon 17.12⁤\frac{8}{9}.\text{ Diff }4⁤\frac{2}{3}.\\ 1.4⁤\frac{2}{45}.\phantom{00\colon\colon 17.12⁤\frac{7}{8}.\text{ or }}104⁤\frac{1}{18}.\phantom{.}22⁤\frac{1}{2}.\end{array}$

${20}^{\mathrm{dwt}}=61⁤\frac{5}{8}$.

$\underset{1}{{10}^{\mathrm{d}}}=\underset{1}{30}⁤\underset{1}{\frac{13}{16}}⁤\frac{13}{160}⁤\frac{1}{5}⁤\frac{13}{800}⁤\frac{1}{50}. \underset{\phantom{0}1}{31}⁤\frac{18}{160}.32⁤\frac{1}{8}$

{illeg} $\begin{array}{r}17.8⁤\frac{1}{5}\phantom{⁤\frac{1}{100}}\\ -20⁤\frac{4}{5}⁤\frac{1}{100}\\ \overline{16.11⁤\frac{39}{100}}\phantom{⁤\frac{1}{5}}\\ 82.8⁤\frac{19}{20}\phantom{⁤\frac{1}{20}}\\ 247.2⁤\frac{17}{20}\phantom{⁤\frac{1}{20}}\end{array}$

The making of o^r stone resembles y^e creation of world \As y^e world was formed of a chaos or matter w \first matter/ materia prima \w^ch was/ voyd & without form/ w^th darness {sic} upon y^e face of y^e deep, in w^ch \mass/ y^e four elements were confusedly blended together, & out of w^ch god said let there be light & waters a firmament w^th waters above & below & dry land & seas & a Sun \& {illeg} noon/ &c {illeg} S{un is} \& it {illeg} so in o^r work/ the Elixir |is| made of a chaos or materia prima \w^ch by putrefaction is/ voyd {illeg} without |form| & dark or black by putrefaction & a dark or black cloud hangs over the face of y^e deep or black putrid matter & this matter conteins in it y^e four elements confusedly mixed together & then by distillation \further digestion/ light is separated from y^e darkness & the superior waters \or vapours/ are separated \by destillation/ from y^e inferior & the inferior are gathered together into one place & y^e dry land appears, & \then/ the earth vegetates & \at lengh {sic}/ the sun & Moon are formed \& {illeg}/. p 59, – {*} \& inde{illeg} ad p/ 102, & p. 242, 243. But this knowledge is for them that w^th y^e eyes of a eagle can behold y^e sun from its b nativity & touch w^th their hands the son of y^e Sun, \know the hour of its nativity by y^e septenary number/ draw it from its darkness \separate the after birth & other superfluities/ was it {illeg} nourish it & bring it to age of maturity & can know & adore Diana his true sister, & having Iupiter favourable in their nativity are as Apes of y^e Creator in y^e work of y^e Stone. p 99, 100, 129, 130, 131.